# Table of Contents

- [Ordinals API Overview](#ordinals-api-overview)
- [Magic Eden Developer](#magic-eden-developer)
- [Magic Eden Developer](#magic-eden-developer)
- [Magic Eden Developer](#magic-eden-developer)
- [Magic Eden Developer](#magic-eden-developer)
- [Magic Eden Developer](#magic-eden-developer)
- [Magic Eden Developer](#magic-eden-developer)
- [Magic Eden Developer](#magic-eden-developer)
- [Wallet Docs](#wallet-docs)
- [Changelog](#changelog)
- [Solana - Filtering and Sorting Enhancements](#solana-filtering-and-sorting-enhancements)
- [Solana - Introducing the AMM Pool API](#solana-introducing-the-amm-pool-api)
- [Recipes](#recipes)
- [Frequently Asked Questions (FAQs)](#frequently-asked-questions-faqs-)
- [Solana API Overview](#solana-api-overview)
- [MMM Pool Pricing](#mmm-pool-pricing)
- [EVM API Overview](#evm-api-overview)
- [Recipes](#recipes)
- [Wallet Docs](#wallet-docs)
- [Changelog](#changelog)
- [Solana - Introducing the AMM Pool API](#solana-introducing-the-amm-pool-api)
- [Solana - Filtering and Sorting Enhancements](#solana-filtering-and-sorting-enhancements)

---

# Ordinals API Overview

The Magic Eden Ordinals API is designed to empower developers in creating innovative experiences to gather data for [https://magiceden.io/ordinals](https://magiceden.io/ordinals)
.

We offer these endpoints in the spirit of fostering composability and openness in the web3 space, extending the reach of this data to anyone desiring to build upon it. In return, if you utilize our data, we ask that you adhere to our Terms of Service.

Moreover, we make this API available free of charge and kindly request that you attribute Magic Eden on your website or within your app. When you leverage our API, please consider linking to the Magic Eden marketplace from the NFTs that you showcase, where it's appropriate.

Please be aware that our API is rate-limited and some endpoints are gated by an API key. For more info check out [Ordinals API Keys](https://docs.magiceden.io/reference/ordinals-api-keys)

Clusters

[](https://docs.magiceden.io/reference/ordinals-overview#clusters)

-------------------------------------------------------------------------------

*   Mainnet: **api-mainnet.magiceden.dev/v2/ord** - this uses the real Ordinals Mainnet cluster, the tokens are real and this is consistent with the data seen on [https://magiceden.io/ordinals](https://magiceden.io/ordinals)

---

# Magic Eden Developer

Magic Eden Developer Home
=========================

 [![Solana Logo](https://solana.com/src/img/branding/solanaLogoMark.svg) Solana APIs](https://docs.magiceden.io/reference/solana-overview)
[![Bitcoin Logo](https://upload.wikimedia.org/wikipedia/commons/4/46/Bitcoin.svg) Bitcoin APIs](https://docs.magiceden.io/reference/ordinals-overview)
[![Ethereum Logo](https://upload.wikimedia.org/wikipedia/commons/7/70/Ethereum_logo.svg) EVM APIs](https://docs.magiceden.io/reference/evm-api-overview)
 [🧪 Code Examples](https://docs.magiceden.io/recipes)
 [👨‍ Terms and Conditions](https://magiceden.io/legal-policies/api-terms)

Welcome to our Development Environment

[](https://docs.magiceden.io/#welcome-to-our-development-environment)

----------------------------------------------------------------------------------------------------------------

*   **API Capabilities**: Fetch data for NFTs, Runes, Collection, Wallets and more. Generate and execute trading endpoints to interact directly with the Magic Eden marketplace  
    
*   **Project Showcase**: Be inspired by our curated selection of example projects built using our API. Explore the innovative applications and success stories of developers like you. See the [top projects](https://docs.magiceden.io/reference/overview#highlight-projects)
     from our NYC Hacker House Hackathon.
    
*   **Upcoming Works**: We are dedicated to improving your experience. Look forward to a smoother onboarding process and the release of our SDK for seamless API integration.
    

Happy building!

The Magic Eden Team

### Magic Eden API

*   [Solana API Overview](https://docs.magiceden.io/reference/solana-overview)
    
*   [Solana API Keys](https://docs.magiceden.io/reference/solana-api-keys)
    
*   [tokens](https://docs.magiceden.io/reference/tokens)
    
*   [View More…](https://docs.magiceden.io/reference/solana-overview)
    

### Magic Eden Ordinals API

*   [Ordinals API Overview](https://docs.magiceden.io/reference/ordinals-overview)
    
*   [Ordinals API Keys](https://docs.magiceden.io/reference/ordinals-api-keys)
    
*   [Blocks](https://docs.magiceden.io/reference/blocks)
    
*   [View More…](https://docs.magiceden.io/reference/ordinals-overview)
    

### Magic Eden EVM API

*   [EVM API Overview](https://docs.magiceden.io/reference/evm-api-overview)
    
*   [EVM API Keys](https://docs.magiceden.io/reference/evm-api-keys)
    
*   [Collections](https://docs.magiceden.io/reference/collections-1)
    
*   [View More…](https://docs.magiceden.io/reference/evm-api-overview)
    

### TERMS OF SERVICE

*   [Magic Eden API Terms of Service](https://docs.google.com/document/d/1FOoDGB2qcSKkIwZO2xWDNH2HsPYKsI-B/edit?usp=sharing&ouid=113854603164465072813&rtpof=true&sd=true)
    

### Magic Eden EVM API (Deprecated, please migrate to v4 APIs ASAP)

*   [Collections](https://docs.magiceden.io/reference/collections-5)
    
*   [Tokens](https://docs.magiceden.io/reference/tokens-4)
    
*   [Orders](https://docs.magiceden.io/reference/orders-1)
    
*   [View More…](https://docs.magiceden.io/reference/collections-5)

---

# Magic Eden Developer

Recipes
=======

---

# Magic Eden Developer

Recipes
=======

---

# Magic Eden Developer

Recipes
=======

---

# Magic Eden Developer

Recipes
=======

---

# Magic Eden Developer

Recipes
=======

---

# Magic Eden Developer

Recipes
=======

---

# Wallet Docs

The developer documentation for the Magic Eden Wallet has been moved:  
[https://docs-wallet.magiceden.io/](https://docs-wallet.magiceden.io/)

Updated about 1 month ago

* * *

---

# Changelog

Changelog
=========

Added

[Solana - Introducing the AMM Pool API](https://docs.magiceden.io/changelog/mmm)

---------------------------------------------------------------------------------

over 2 years ago by Tallal Mirza

We are excited to announce the introduction of new endpoints that enable API users to interact with our Automated Market Maker (AMM), also known as MMM, pools. These endpoints provide a seamless way for users to engage with the liquidity pools and perform various actions.

Added

[Solana - Filtering and Sorting Enhancements](https://docs.magiceden.io/changelog/sorting-and-filtering-enhancements)

----------------------------------------------------------------------------------------------------------------------

over 2 years ago by Tallal Mirza

We're excited to announce some major improvements to our Solana API endpoints with the introduction of sorting and filtering capabilities. These enhancements empower you to have greater control over the data you retrieve, making it easier to find the information you need efficiently. Read on to explore the details of these updates!

---

# Solana - Filtering and Sorting Enhancements

[Back to All](https://docs.magiceden.io/changelog)

Added

We're excited to announce some major improvements to our Solana API endpoints with the introduction of sorting and filtering capabilities. These enhancements empower you to have greater control over the data you retrieve, making it easier to find the information you need efficiently. Read on to explore the details of these updates!

### 

Endpoint Updates

[](https://docs.magiceden.io/changelog/sorting-and-filtering-enhancements#endpoint-updates)

#### 

1\. [`/v2/collections/{symbol}/listings`](https://docs.magiceden.io/reference/get_collections-symbol-listings)
 Endpoint

[](https://docs.magiceden.io/changelog/sorting-and-filtering-enhancements#1-v2collectionssymbollistings-endpoint)

*   Filter by minimum price, maximum price and NFT attributes.
*   Sort by the listing price and when the listing was last updated.

#### 

2\. [`/v2/wallets/{wallet_address}/tokens`](https://docs.magiceden.io/reference/get_wallets-wallet-address-tokens)
 Endpoint

[](https://docs.magiceden.io/changelog/sorting-and-filtering-enhancements#2-v2walletswallet_addresstokens-endpoint)

*   Filter by minimum price, maximum price and NFT attributes.
*   Sort by the listing price and when the listing was last updated.

#### 

3\. [`/v2/wallets/{wallet_address}/offers_received`](https://docs.magiceden.io/reference/get_wallets-wallet-address-offers-received)
 Endpoint

[](https://docs.magiceden.io/changelog/sorting-and-filtering-enhancements#3-v2walletswallet_addressoffers_received-endpoint)

*   Filter by minimum price and maximum price.
*   Sort by the bid amount and when the bid was last updated.

#### 

4\. [`/v2/wallets/{wallet_address}/offers_made`](https://docs.magiceden.io/reference/get_wallets-wallet-address-offers-made)
 Endpoint

[](https://docs.magiceden.io/changelog/sorting-and-filtering-enhancements#4-v2walletswallet_addressoffers_made-endpoint)

*   Filter by minimum price and maximum price.
*   Sort by the bid amount and when the bid was last updated.

#### 

5\. [`/v2/tokens/{token_mint}/offers_received`](https://docs.magiceden.io/reference/get_tokens-token-mint-offers-received)
 Endpoint

[](https://docs.magiceden.io/changelog/sorting-and-filtering-enhancements#5-v2tokenstoken_mintoffers_received-endpoint)

*   Filter by minimum price and maximum price.
*   Sort by the bid amount and when the bid was last updated.

Please refer to the [API documentation](https://docs.magiceden.io/reference/solana-overview)
 for each endpoint to learn more about the available sorting attributes and filter options.

### 

Conclusion

[](https://docs.magiceden.io/changelog/sorting-and-filtering-enhancements#conclusion)

With the introduction of sorting and filtering enhancements, we've made it easier for you to retrieve and manipulate data from our API. These updates offer greater flexibility and control, enabling you to optimize your integration with our platform. We hope you find these improvements valuable and they enhance your overall experience. If you have any questions or feedback, please don't hesitate to reach out to our support team. Happy sorting and filtering!

---

# Solana - Introducing the AMM Pool API

[Back to All](https://docs.magiceden.io/changelog)

Added

We are excited to announce the introduction of new endpoints that enable API users to interact with our Automated Market Maker (AMM), also known as MMM, pools. These endpoints provide a seamless way for users to engage with the liquidity pools and perform various actions.

Please refer to our [API documentation](https://docs.magiceden.io/reference/mmm)
 to learn more! Also make sure to check out this explanation of [Pool Pricing](https://docs.magiceden.io/reference/mmm-pool-pricing)
!

The endpoints will be accessible to anyone with an API key!

#### 

New Endpoints:

[](https://docs.magiceden.io/changelog/mmm#new-endpoints)

1.  [**`/v2/mmm/pools`**](https://docs.magiceden.io/reference/get_mmm-pools)
     - GET: Get AMM pools corresponding to an owner or collection symbol.
    
2.  [**`/v2/mmm/token/{mint_address}/pools`**](https://docs.magiceden.io/reference/get_mmm-token-mint-address-pools)
     - Get best offers for an NFT.
    
3.  [**`/v2/instructions/mmm/create-pool`**](https://docs.magiceden.io/reference/get_instructions-mmm-create-pool)
     - GET: Get instruction to create a pool.
    
4.  [**`/v2/instructions/mmm/sol-withdraw-buy`**](https://docs.magiceden.io/reference/get_instructions-mmm-sol-withdraw-buy)
     - GET: Get instruction to withdraw SOL payment from a pool.
    
5.  [**`/v2/instructions/mmm/sol-fulfill-buy`**](https://docs.magiceden.io/reference/get_instructions-mmm-sol-fulfill-buy)
     \- GET: Get instruction to have a pool fulfill a buy.
    
6.  [**`/v2/instructions/mmm/sol-fulfill-sell`**](https://docs.magiceden.io/reference/get_instructions-mmm-sol-fulfill-sell)
     - GET: Get instruction to have a pool fulfill a sell

---

# Recipes

Recipes
=======

---

# Frequently Asked Questions (FAQs)

Security Issues and Bug Bounties

[](https://docs.magiceden.io/reference/frequently-asked-questions-faqs#security-issues-and-bug-bounties)

---------------------------------------------------------------------------------------------------------------------------------------------

Magic Eden’s API and most other assets are covered under our bug bounty program with HackerOne. We invite you to explore our API and actively participate in identifying vulnerabilities. To submit an issue or learn more about our program, check out our [Bug Bounty Program](https://hackerone.com/magic-eden?type=teamour)
.

---

# Solana API Overview

The Magic Eden Solana API is designed to empower developers in creating innovative experiences using NFTs and our abundant marketplace data. We offer a robust suite of endpoints that allows you to access NFT metadata along with crucial components of our marketplace, including events, collections, listings, bids, and more. With our API, you can not only access the data but also perform various actions that you would on our user interface, such as listing NFTs, buying NFTs, placing bids, and more.

We offer these endpoints in the spirit of fostering composability and openness in the web3 space, extending the reach of this data to anyone desiring to build upon it. In return, if you utilize our data, we ask that you adhere to our Terms of Service.

Moreover, we make this API available free of charge and kindly request that you attribute Magic Eden on your website or within your app. When you leverage our API, please consider linking to the Magic Eden marketplace from the NFTs that you showcase, where it's appropriate.

Please be aware that our API is rate-limited and some endpoints are gated by an API key. For more info check out [Solana API Keys](https://docs.magiceden.io/reference/solana-api-keys)
.

Clusters

[](https://docs.magiceden.io/reference/solana-overview#clusters)

-----------------------------------------------------------------------------

More info about Solana clusters: [https://docs.solana.com/clusters](https://docs.solana.com/clusters)

*   Devnet: **api-devnet.magiceden.dev/v2** - this uses a testing Solana cluster, the tokens are not real
*   Mainnet: **api-mainnet.magiceden.dev/v2** - this uses the real Solana cluster, the tokens are real and this is consistent with the data seen on [https://magiceden.io/](https://magiceden.io/)
    

Highlight Projects

[](https://docs.magiceden.io/reference/solana-overview#highlight-projects)

-------------------------------------------------------------------------------------------------

You can find a list of projects in analytics, trader tooling, and community management from our [NYC Hacker House Hackathon Gallery](https://magic-eden-api-hackathon.devpost.com/project-gallery)
.

##### 

The Winners in each respective category are:

[](https://docs.magiceden.io/reference/solana-overview#the-winners-in-each-respective-category-are)

*   Best Analytics Project: [Seller Classification](https://devpost.com/software/analytics-seller-classification)
    
*   Best Trader Tooling: [Solset.io](https://devpost.com/software/solset-io)
    
*   Best Social Media Integration: [Hawksight Bot Improvements via Magic Eden API](https://devpost.com/software/hawksight-x-magic-eden-api-hackathon)
    

API Metadata

[](https://docs.magiceden.io/reference/solana-overview#api-metadata)

-------------------------------------------------------------------------------------

Some endpoints in this API are able to respond with some useful metadata if requested. This is done by including the request header `ME-Pub-API-Metadata` and the value of this request header is a JSON object with the following TypeScript interface:

TypeScript

`interface RequestMetadata {   paging?: boolean }`

If an endpoint is requested with the header (and supports) `ME-Pub-API-Metadata`, the endpoint will respond with a header of the same name (`ME-Pub-API-Metadata`). The value of this response header is a JSON object with the following TypeScript interface:

typescript

`interface ResponseMetadata {   paging?: PagingMetadata }  interface PagingMetadata {   total: number   start: number   end: number }`

The below is an example

Request headers:  
`ME-Pub-API-Metadata: {"paging":true}`

Response headers:  
`ME-Pub-API-Metadata: {"paging":{"total":10, "start":0, "end":1}}`

---

# MMM Pool Pricing

_Tl;dr An automated market maker implies that instead of a human determining sell/buy prices, they are determined by various parameters we are going to walk you through below. 🙂_

_Now.. let’s talk about price calculation!_

Some definitions
================

*   > Liquidity Pool: simply put, a liquidity pool is a shared pot of digital assets (i.e. tokens)
    
*   > Spot price - _s_0: As defined in the pool
    
*   > Delta - _Δ_: As defined in the pool. Will be normalized to decimal value if the pool type is exponential
    
*   > All the below values should be normalized to decimal values for calculations (10% = 0.1, 100bps = 0.01, etc.)
    
    *   > Royalty percentage - _r_: As defined in the pool (for when the pool is buyer) or the input params (for when the pool is seller)
        
    *   > Seller fee basis points - _f_: As defined in metadata
        
    *   > Maker fee - _m_: Maker fee, as defined by our maker/taker fee structure
        
    *   > Taker fee - _t_: Taker fee, as defined by our maker/taker fee structure
        
    *   > Effective LP fee - _l_: conditional function where it is zero if the pool is one sided and taken from the pool data if the pool is two sided
        
*   > Effective price - _e_: What the person interacting with the pool expects to receive (if pool is buyer) or pay (if pool is seller)
    

Price updates
=============

With every trade that occurs, the spot price will update to better reflect the market conditions implied by a trade. After the pool **buys** a token, the price the pool is willing to pay for another token will be **lower**; similarly, after the pool **sells** a token, the price the pool is willing to sell another token will be **higher**.

In the below functions, only discuss how **spot price changes** with each trade, effective prices will be discussed later. We will define _s__n_ as the spot price after _n_ trades in a specific direction. If _n_ is positive, it will be after _n_ buy transactions, and if _n_ is negative, it will be after _n_ sell transactions. The graphs shown are also made such that once n becomes negative, it will be red and between parentheses.

Linear pools
------------

For linear pools, the delta is interpreted as lamports. For ease of representation, we show delta and spot price in SOL

_s__n_ = _s_0 − _n__Δ_

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Exponential pools
-----------------

For exponential pools, the delta is interpreted as basis points. For ease of representation, we show delta in percentage.

s n   \=   s 0 ( 1 1   +   Δ ) n

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)

Effective Price
===============

To enforce a spread between the buy and sell prices, we calculate effective price for selling with _s_−1instead of _s_0. However, the royalty, lp fee, and taker fee also contribute to the spread between the buy and sell prices.

Note: The pool will ignore user input _r_ values if the token is a pNFT or has OCP enforced royalties. For pNFT, we will always enforce full royalties, and for OCP tokens, we will either enforce full royalties, or use the dynamic royalty if available.

We need to determine if a pool is two-sided to decide whether to charge LP fees. We can determine if a pool is two-sided by looking at how much SOL is deposited in the pool and how many NFTs are deposited into the pool. If the SOL amount deposited is > spot price and the amount of NFTs deposited is > 1, then it is a two-sided pool.

Pool Buying (AKA Collection Offers)
-----------------------------------

_e_ = _s_0(1−_r__f_−_l_−_t_)

Pool Selling (AKA AMM Listings)
-------------------------------

_e_ = _s_−1(1+_r__f_+_l_+_t_)

Example graphs
--------------

The graphs below assume that the pool is two sided.

Given a pool where the curve type is exponential, _s_0 = 1.5, _Δ_ = 25%, _r_ = 50%, _f_ = 2%, ,_t_ = 1.5%, _l_ = 1%, the initial effective buy and sell prices are shown below. This shows that for example, after selling 2 tokens, the taker price to buy the 3rd taken will be around 3.03 SOL

![Chart](data:image/png;base64,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)

For readability reasons, the red and blue lines do not extend past the 0, even though the pool can still buy NFTs after selling some. However, if the pool was to buy a token, we can simulate this by extending the lines to show what the effective buy/selling prices will be. After buying one token, the pool is willing to sell at approximately 1.5 SOL and buy at 1.15 SOL instead of the previous 1.94 SOL and 1.44 SOL.

![Chart](data:image/png;base64,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)

Below is an example of a linear curve, with the same values as the exponential curve except for delta being 0.1 SOL

![Chart](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABLAAAALmCAYAAABSJm0fAAAAAXNSR0IArs4c6QAAIABJREFUeF7snQe4FcX5h8cgiCC2xK6YiCBWFCxYYpQoij0YMfYWNGrsPbHFWGLvYgETSKzYG9hRYjQWDLZYEI1doxAbGuv/+W3c89+zd885e87O7p05+87z8AD37s58837fzr37O998M9u33377raFBAAIQgAAEIAABCEAAAhCAAAQgAAEIQMBRArMhYDnqGcyCAAQgAAEIQAACEIAABCAAAQhAAAIQCAggYBEIEIAABCAAAQhAAAIQgAAEIAABCEAAAk4TQMBy2j0YBwEIQAACEIAABCAAAQhAAAIQgAAEIICARQxAAAIQgAAEIAABCEAAAhCAAAQgAAEIOE0AActp92AcBCAAAQhAAAIQgAAEIAABCEAAAhCAAAIWMQABCEAAAhCAAAQgAAEIQAACEIAABCDgNAEELKfdg3EQgAAEIAABCEAAAhCAAAQgAAEIQAACCFjEAAQgAAEIQAACEIAABCAAAQhAAAIQgIDTBBCwnHYPxkEAAhCAAAQgAAEIQAACEIAABCAAAQggYBEDEIAABCAAAQhAAAIQgAAEIAABCEAAAk4TQMBy2j0YBwEIQAACEIAABCAAAQhAAAIQgAAEIICARQxAAAIQgAAEIAABCEAAAhCAAAQgAAEIOE0AActp92AcBCAAAQhAAAIQgAAEIAABCEAAAhCAAAIWMQABCEAAAhCAAAQgAAEIQAACEIAABCDgNAEELKfdg3EQgAAEIAABCEAAAhCAAAQgAAEIQAACCFjEAAQgAAEIQAACEIAABCAAAQhAAAIQgIDTBBCwnHYPxkEAAhCAAAQgAAEIQAACEIAABCAAAQggYBEDEIAABCAAAQhAAAIQgAAEIAABCEAAAk4TQMBy2j0YBwEIQAACEIAABCAAAQhAAAIQgAAEIICARQxAAAIQgAAEIAABCEAAAhCAAAQgAAEIOE0AActp92AcBCAAAQhAAAIQgAAEIAABCEAAAhCAAAIWMQABCEAAAhCAAAQgAAEIQAACEIAABCDgNAEELKfdg3EQgAAEIAABCEAAAhCAAAQgAAEIQAACCFjEAAQgAAEIQAACEIAABCAAAQhAAAIQgIDTBBCwnHYPxkEAAhCAAAQgAAEIQAACEIAABCAAAQggYBEDEIAABCAAAQhAAAIQgAAEIAABCEAAAk4TQMBy2j0YBwEIQAACEIAABCAAAQhAAAIQgAAEIICARQxAAAIQgAAEIAABCEAAAhCAAAQgAAEIOE0AActp92AcBCAAAQhAAAIQgAAEIAABCEAAAhCAAAIWMQABCEAAAhCAAAQgAAEIQAACEIAABCDgNAEELKfdg3EQgAAEIAABCEAAAhCAAAQgAAEIQAACCFjEAAQgAAEIQAACEIAABCAAAQhAAAIQgIDTBBCwnHYPxkEAAhCAAAQgAAEIQAACEIAABCAAAQggYBEDEIAABCAAAQhAAAIQgAAEIAABCEAAAk4TQMBy2j0YBwEIQAACEIAABCAAAQhAAAIQgAAEIICARQxAAAIQgAAEIAABCEAAAhCAAAQgAAEIOE0AActp92AcBCAAAQhAAAIQgAAEIAABCEAAAhCAAAIWMQABCEAAAhCAAAQgAAEIQAACEIAABCDgNAHnBaxPPvnEfPPNN9Ygfu973zNzzTVX3f6+/fZb8/zzz5s333zTfPjhh2a22WYz8847r5lvvvnMkksuaeaff/7K/fr+M888Y2bOnGlmzZoV9B1eu+yyy1qz26WOPvvsM/Pll19WTJp77rldMi83WxSHise0bfbZZzdzzDGH6dKlS9pbuK4NCGgd+Oqrr4KZpFlvWp2yxnj55ZfNv//9b/PRRx8FsdmtWzfTq1ev4E/v3r3Nwgsv3Gr3Vu9Lw0RzCFvXrl3NnHPOmcmGL774wnz++eep+9Bzqj96ZrXm592iP9u0VvTo0SPvIem/RQLx30Ns/cwjBlp0CLdBAAIQgAAEIFBaAk4LWBJKjjvuOOvOOeaYY4IXvKQmIercc88NxKiktskmm5j11lsv+NYdd9xhJk2alHidXlz/8Ic/WLe9iA7fe+898/XXX5tFFlkkcbiTTjopEPbCdthhh5kFFligCNM6dYxnn33WjB07tmkb9GK61FJLmb59+5oVV1yxoYDa9ADc4BSB448/vmr90BrWs2dPaza+9tprZuLEiWb69OkNxf3u3bublVde2Wy00UZWbWh2Mr/5zW8qop7uPfHEEwOxLWzvvPOOOeussyr/14cERx55ZLPDVF3/pz/9yTz33HMt9SHblllmGbPmmmuaPn36WBe09PNFcRI2jScmNPcISAg9+uijqwzbf//9zeKLL57JWGIgEz5uhgAEIAABCECgpAScFrDiv+DZ8pF+GU36BFVZRaeffrr5z3/+U3OoX/7yl6Zfv37miSeeMNdcc03N6xZaaCFzyCGH2DK5kH70i/qdd95pJk+ebNZdd12z2WabJY4bF7AOPfRQs+CCCxZiY2cOoky7cePGZTJBwuYWW2xh1lprrUz9cLO7BI499tiqzB/9v1HWZ5rZSFS++uqrzdSpU9NcXnWN4m7zzTc3a6+9dtP32rhBYlQ0k/aEE04wEtfC9vbbb5uzzz678n9lsUr0ytL++Mc/mn/+859ZugjulQA9dOhQq8/sp59+an73u99VbFMG1sknn5zZVjqwT+C///2v0Yde0bbffvuZJZZYItNgxEAmfNwMAQhAAAIQgEBJCSBgRRw/fvx489hjj9UNBf0iqxfJRi8bq6yyitluu+28Cat//etfZsyYMZUXbwSsjq6zIWCFvW644YZGf2jtRyAPAUtrziWXXGJeffXVTMCiGaSZOmryZp8FrHCqWs+1rttoiBc2KBbTBwJWMZwZBQIQgAAEIAABCKQh4J2ANc8882TKZlBtkz333LPq0/8QlLICojWO9Mn7lltuGWylU3aWvqe6VknZV6uuuqpZY401gvopuk52+rSt7t577w2yr8KGgJVOwFpsscU6XCixQfGiP9G6PvELw2y+NA8q1/hDIA8B66677jL33HNPBwhaZySqqD6fskpVF2vGjBlGW/KefPLJRGi77rqrWW655QoF6oKApSy0WtuilR2m51ZZqHpma9VdtLF1TOARsAoNv0yDIWBlwsfNEIAABCAAAQhAwCoB7wSsAw44wCSJBjaoxF+y9thjj6AOSrzFxR4ftws2mlM9Aevpp5+uqoG1+uqrV9WzseELF/uIZ2ClqXOmAwHeeusto3o80bphmp9epg866CAXp4pNGQjYFrAkhKqOVlgYXqYp9nbaaadAiKpVcFxC+q233tpByLJRX6pZPC4IWAMGDDA77LBDKtNVX+yGG24wqgcYbfpQQ77IWuRdAtkjjzxSEcpUsH7QoEGpbOOiYgnkJWARA8X6kdEgAAEIQAACEGgPAghYET8efvjhVV6NFxoOvxkv3q5Cvz/72c+8johmMrC8nmgG41sRsMLhJEJoi6ZejKPtiCOOMN///vczWMWtrhGwLWCp5tUVV1xRNU1lkS699NKppj569Gjz4osvtnx/qkEaXOSbgKXpKBvrvPPO6yBi/epXvwoOZaCVg0BeAlY56DFLCEAAAhCAAAQgYJcAAtZ3PJUpIzEh2k477bRE2rfffrt54IEHKt9Tgd8NNtjArmcK7g0BqzHwLAKWen/55ZeDOkbRtssuu5jll1++8eBc4Q0B2wJWfPtgsxmfSS/gRddg81HAUsCpNuCFF15YFXvrr7++GTZsmDfxiKHZCCBgZePH3RCAAAQgAAEIQMAmgdILWG+88YaReKV0/viLik4aCtvnn39eqZt13333mWeffbbyPdWgWWeddSr/1xadnj17JvpJdVbeffddo3H1Ryce6gQ/HcmtU410byvbUzQHZVmoz/fff998/PHHlTpc6l9bIbt06dLBpjfffDOY+1//+teqrUbamvTTn/40uF7blaLbNv/9739XnbIm22WzbND40dbMSU06iSy6TUpjauykprFU6yfkKKaqByRb9GfhhRdOnG+WhyergCXfH3XUUVUmDB8+3AwePLjqa3GO2raUJktL2530sqUmf0SPef/ggw+MTvUMm1glncSZxEf1esQ6bDohrlevXllQVu7Vtkr5Tn9Ut0n/79q1a/D89O7d2/zwhz9seMKlMmV0f9i0NVOnuqkpVp966qnKM6FaUepXcannolZ81ZqcOD733HNBvzNnzgzq3CkT6kc/+pHRNjA12wKWTjtV3b2wqQ7fbrvt1hR/rW0SY8Im0VTiaaNm6znzVcBK8mf8gA49c9Gthosuumiw9ig+lD2nrEs9b4o73RvGZvizR2N069bNSJhs1Fpd52v1a8u/0f5VQ0xivZ4R/dHzqWdNXLQu699JP4sazb2zvp+ngJUmBqLXaP0KTzTVuqz4CtdN1d8M1zb97AzjrBlu2nYc/kzV7wZai8OfqepTY7TSbKzzrT5nrdjLPRCAAAQgAAEIuEug1AKWxKNGpwm24rr11lvP6LSveJs8eXJQk6Zek1ihl9Mll1wy1dASnySoPfjgg1WiUvxmHVm/2WabGRWbD1/aJRalPao+up3ypJNOqqrndOihhwYvJfolVd+LtrTHjUtw+/3vf19172GHHZZYCF8vR2PHjq07X81R2zpVWN9WyypgffbZZ0H9nGiTryVIRJuEvLPPPrvyJQlGafwUF05++9vfBi/OahdccIF57bXXKn3269fPqIh8mqbta3pRClu9+mhp+tNL86OPPmpuvvnmKsGy1r0SiST09enTJ/GS+KEKYioR6y9/+UvVnOM3S8ATA71UN2p6Eb/lllvMCy+8UPPSFVdc0Wy//fbmd7/7XVVsyi/hS2ejcZK+H9+yrDXi6KOPbuoFVQXdH3/88cCOUBxceeWV65pj8znzWcA6/fTTAyEmbPowQPURw6ZaVqqXFba99torOC0yeihG+D2JCvr+D37wgyBOol+v97Moyzpfy8k2/asxJNhdf/31HbarJo2/2mqrBVlsWZ6LVp6lVu7JS8BKU8hfYqB+9oZt7bXXNptuuqm56aabgjW0VtPPP61FK620Uqopy3eq06ifPfWaPmzZYostUq09ttf5Vp6ztL9HpYLERRCAAAQgAAEIOEEAAevkk607Ii5gSZwZN25cVQZEo0HVx8Ybb1w3Q0S/AKu+jT4pTdskXOjlSxk6tgUs2SDhJfpLsAq8//znP29o3qRJk4xe1MOmjKP4lk5lMEkA/Nvf/tawv/CCvn37BoWb9dKftWUVsCQiXHXVVVVmSJiSQBVteQhYetm57rrrqsbRC3SYNVSLjWJEYkn0VLaDDz44leiT1KcymBSz+rvZpqLlEoniLS5gaUuvTuyrdZJc/P5tt922bgFtZS6NGjUqVX/KUpD/omNnFbCmTJlirr766iqzVZD8F7/4RS6ZLHk8Zz4LWHpGo5mhyrbVS3zY4i/WesnX12o1rWv6QCGtgJV1nY/bkYd/lblzxhlnVGV5Nnq+xeDAAw8Mso5dbi4JWAMHDgwy+vThW5qmD3C23nrrupc+9thjgfCYdr3UhyK77757zRM9NVge63wrz1mazOU0HLkGAhCAAAQgAAF3CJRawErK+rHhmmh9GW3b0ieo0RegcAxtG9FWLH36mfTLo17W9dKe1NTfH/7wh+DI93jTp6/6xU0vPtFtY+F14QtY0pa2WvNXdkC4JaFWBpbujQslukfzb7RVS3OJblPbfPPNzY9//OMqc+JZROE31be2Vsif2q4Sb/qUX9lIWbetZBGwXn/9dfPHP/7R6EUvbCoErYLQ8ZaHgCUuElKicaYMNR1AUK/FxZMkYTHtM6OxTznllA6nMep+CYzyk+xUTCc9D8qYkh/jW2zjAlZae6Lxc8IJJySepKmtiWeeeWZil7JZdmp7cb2WVcBKOoUwZKZnRNvSbIoAeTxnvgpYyrxSBla0xQXP+It1vVgI65elyb5RPzbW+bg9tv2rZ0CM4qJ0uC5LqNLanPSzyoeTWF0SsJpd23S9Mv5qZa/efffdRn+Smj5YUfxFf2ZFrwszr+P35rXOt/KctcKLeyAAAQhAAAIQcJtAqQWsqGuyFHHfaKONKvWi4u4eP3680Sec0aa6Ptttt10guqhpbGVRaVuctuFF27777pu4nTBeSF73SABQXRvVwQhf8rVtTFup4p/YHnTQQVWfoDZTxL2egJUklCRtk4vOUTU8zjrrrKp5H3/88VVZU0knsWm+O+64Y9WJYJqnMo3ip67ZKLQfF7BkcDSLIpyA/Klf/CU86KXu6aefNn//+9+r5qeXO/kgqe5NHgKWBo9vBUzz8hivnZQkLKZd4rTN9bbbbqu6fIUVVgi2xMQ/KddWvRtvvLFK1NSNSUXv6wlYEnj0Ry9j2sKpbVPaChh/HmrNK+llX8KytjSGde70Yq4Mhn/+85+JKLIKWOo0iV10MIl7yjZUhqVqcrVaoyyv58xHAUsv4lqXovWtxFxZQ6rnFLZ6L9ba/qoaQoo7xclWW21l1lprreDDhTQZWLbX+Tz8q+2SF110UVXs6/nQNsHohwYSA1XPLbqVWTfV+hmXdl3J+zpXBSw961o79TNEP3PkB2Uyx7c519ounlRCIdx6L9+FHzpp3dT6o98Rok3b8+S7eMtrnW/lOcs7NugfAhCAAAQgAIHiCXgnYAlRo2yeehiVSZR0fx4CVpIw85Of/CT4pTOpSfy5/PLLgy0CYdMLkD7pjGadxOti6FqJYqrno6yueNMnqMpwimYnqZbGlltuWbnUloClDuNCiQrC77rrrjXdolpIDz30UOX7/fv3D7YohE1ikDJkopkuKsK9995716zFofoz0V+45XNtBUpbuDzJ2CQBq5VHVrZofnqxSGp5CVivvPJKsBUu2pK2MIbfT8pQjAuLzcxfz15UOJLQMnLkyJqHFsjfyt6Lxq22Z+nlONpqCVgHHHBA1eED4T0SiZUxEu1XNdz0nEXb888/HzyP0aaDDSRYJ7UJEyaY+++/v8O3bAhY6lTCbL26N9GBJe4qviS26W8VY27U8nzOfBOw9Kxou3L8UAoJrYcffnhVzNZ6sd5zzz0DMTFsin35RVmpaQQs2+t8Xv6NZ/HU+7BAor5O941+UOP6qY4uCli1BPfwMBpl/EZbtIZl+HVlBEdFd/3uoLqTYd3E+HqRtB4mfaCQ1zrfynPWaM3j+xCAAAQgAAEI+EfASwErC2ZtYUraSpaHgBXPXpEYdcghh9QV4LTlT2JNdAuVirFGCy5L7JHoE216Qay3jUhZYMoGC5t+WVXR9FAYsylgJQklSb9AyxZxP+aYY6rEhHjGluoZ3XXXXRXbJQDpNL9av2iHFyp7QiJi2AYNGmS0/afVZkvA2nnnnY0yj2q1vAQsjafYim4JiW53jdsjMUaiTNiaKfwe7yupwL+ehUYnr8XFTXETv2hLErDiAm3cnvg9EhXiRbTjQqzEB8VqrVNCFcvqI55FaUvA0hxkt57jtPVqwnlr/ZBwXu+ZyfM5c0HA0tx1iEVS03ZqCUbazq2tzHEfhvckiaJJL9ZJQmt03DQClu11Pi//xoUQHRaigx5qtQceeMAos0zPnARB+UQf7LjaXBOwJLZr7ay1DiUJn/HtfqrrFz91OUmMivtEGbTKsAqbPhBSjcSw5bnOt/KcuRpT2AUBCEAAAhCAQOsEELC+Y2dbwErqTxlStbJuoi7UiVbRIsCqU6R6RWGLC2PxY92TwkHZJvrkW1uLJBro5DW9NOQhYGn8uFBSq1D2Sy+9ZC677LKKyXFhTd+IzzftKXjPPvtssC0zbFnqN6kPWwKW+lIGmbKwwm1oUZ/lKWBJCNSLbNj0Uq+6Ukkt/kl6mhecWkuRsj+0jer999+vnOim7VSNmgr268StsOnERgmc0ZYkYEmcrXfku7Z2nnrqqZVuJIoqSzHa9GIWzdJS5peEiXotyRabApbG1pYerQ/alhqtG9eIpeYowVJZZEktz+fMBQGrEZ9G34+vw+H1SS/W9TIbdV8aAcv2Op+Xf+PCmIQpiczKpE1qEgv1JylbuJEPOuP7rglYadbh+Im0+++/f7CVNWxxn+n3AR3O0aglnaQb/XAqz3W+lees0Xz4PgQgAAEIQAAC/hHwTsDSS1irv/jqXv1iV8QWwqRPImtlIcXD5h//+Ie58sorK1+OF/uOvwxKCKn1spA2JG1mYGnMuFBSq17Gn//856BGVNhUr0jbI6JN29aixegb1dQK742/JCaJFGn56LokAUufhic1/SIv8UPb4JIK+OseZfToxaKIUwhDG5PiMimrJC6ipS3G3wzPetcqS0zi5sMPPxzUdglbUhZYmmyq+FhJL6USeMMmYSguaKU5tVGZUXo+o822gBXtWxlD2gak7T3Tpk2rGWvRe2plB+X5nPkuYEns32STTRKzXpJerCWO1sqQkS/SCFi21/m8/Kv6jeeee26Hx1kZxyuttJLRFnKJJ/V42Fo38ujHNQGrVvH06Nzjh6LE64zFs0sbZaxG+9bvMdGC/LW2aqfxRTPrfCvPWRobuAYCEIAABCAAAb8IeCdgZfllqZ5rbGdg6WXy0ksvrRqy0Za38GLVHopuEYqm6SedHJjmF9pGYWlbwEoSSuIv8qqHoi1Z0bmqBodefMKWJAhIwJxzzjkbTSn4vs3tXK2eQqhf9p988slg20y8/ehHPwpqeUVbnhlYGidemDwps0RZT8p+ClujLVGpnJFwkQSYt956K8jK0nZPFczWn6TTJHV7GgErqZ5VfOhGz3t8i00z4mc8+zBPASs+LzHUAQbPPfdcVS29+HWqf6eX1qKeMx8FLAnM2rIq8Sp+yECUZ/zFOr6tKunZaCRg2V7n81xH9Sxpa378YITovCWA65AB8dSftOt3vXVF62rSmpp0j8oGbL311i2dROuagBU9EbgWn/j2+X322Seokxm2s88+2+jnTLSl/f0k/jNVB9IoC7xes7HOt/KctfpzifsgAAEIQAACEHCXAALWd75p9EIbdWH8ZKikUwjjW5+yhkD4iX6SMKRTAdMUaa5ng20BS2PFt6wog2G99darmBHPnAmPmI/amXSMfRaWEoskGrXSWhWwwrEkLowePbrDcfLxl4u8BSyJaVdddVUFQXzbpl52JbpERaT4qZWt8Avv0YvufffdFxQkb7aWUxoBa5llljF77LFHXRMbPe9xX6cRJcIBlY2irJSwFSlgRSctgVjP2MSJE6syGHWNfK6MsrAeYN7PmQsCloTN6PoTDxCJLN27dw/EFa1F+neaFn+x7tOnj9lrr73q3tpIwLK9zuftX20t0wc20bivB0AZuRtvvLERq1ZbUh2nen012lZc616XBKykWn1JdjcSsOLbo1v1ge6rdbCF7XW+lecsy7y4FwIQgAAEIAABNwkgYH3nl0YvtFH3pRGwko4/zxIC4fald99915x55plVXUW3PrU6Rh4CVnwrZLwGVVzgSqoxFK+R1er8wvt23HHHYFtLKy2rgKUxk/wX3zaZt4ClLY16gYmKR9H6bPHTpnQ4QHxbXCv8dE/8xLJm+0kjYC2//PJGdWLqtUbP++OPP26uvfbaShfNCFjxotadJWCFxkuIVJ05vfBHW7SWTt7PmQsC1oABA8wOO+zQbMg1vD7+Yp2mJmEjAcv2Op+3fwVJWWM6uVE80grTw4YNMzqFsJVWRgFLwrO28DVq9QSspLWvUX/1vr/66qubn//851WX5LHOt/KcZZkX90IAAhCAAAQg4CYBBKzv/NLohTbqvjQC1uTJk4Nf5sOmLUjaqtVq0wli+vRVNZX0Qhxt2rKUNlug1vh5CFh6oVGB8KQtgtomqU/Eoy3pE3JlLemX8WiLbn1qlqe2wjU6+a5WnzYELPV9+umnVwqZ6//aWjNy5MjKsK0KWCocHa23Jfa1toVcc801QXZO2FZccUWz0047Bf9t9lSxtD5olJWol7NFFlkkqJejP8qk0la46667rjJEUQKW6kqJQ9j0fOk5S9NGjRpldBJn2LIIWDrxSyeI6nnRsy+xU2tBs01beLTNK9qi4kHezxkCVrXHGglYttf5vP0bnZ3WoBdeeMHoAwz9rbnUa2ussUawva/ZhoBVm1ijDKz4z4qll1665Z+LulcfGoQtr3UeAavZJ4TrIQABCEAAAu1JAAHrO7/aFrD0i/uYMWMqUdOjRw+jIro2WvyXT50epFOEGjXNUS2pmG4eApbGGj9+fPACHjZt4dFWwkmTJpk77rij8nXVRdHJVfGmlyHNN9rqCTONGGT5vi0BK555Fq/ZFBew0mb/HH744ak5vf766+b888+vXC+BVbVVFCNx0fG4445LPC2xGZbxU//CewcNGmSUGaNTGZNOZHzggQeq6twUJWAlFaZuVJg7nJO29EbrxGQRsJQFpmywsKkuU1zATusH2S8/hC0qHOT9nCFgVXupkYClq22u83n7t14MqqadBGGtn/EswPC+VtZ0bVucMmVKqvDX+qYPL1opJO/SFkIbGVgCpixuZfmFbcSIEWbVVVdNxbLeRXmu8whYmd1DBxCAAAQgAIG2IICA9Z0bbQtYSRkPaWtwKGNJv5yrFkvSiYlnnHFGUOg6bGmO1da1l1xyiXn55ZeNxDRt59Npf2Fh17wErLgQoBP39GIWn8Oee+5p9EluUosfCZ52vupLL4pzzDFHkL2WtdkSsOIvpvFTJuPbh9KInzrNKZ4h1OilMC60aBuhsuaimUfyiXyTtSV9Kp/GjzfffLN56KGHKsMn2ROvpWZjC2FcYJABRxxxRN1i3qGRcbEmi4AVz+TUGAceeKBZdNFFm3aJ6q+pwHvYhgwZEtQhCluezxkCVrW70ghYttf5PP2r2WkN0s+t6CEc8SDVNXqmp06dWvUtbe2UkO1ia0cBK376bzOHdGhLsn5OJBXiz3OdR8By8enAJghAAAIQgEDxBBCwvmNuW8BK6m+zzTYooswYAAAgAElEQVQz6667bkMv33PPPeauu+4KrtPWJWVXqdB32MaOHWueffbZyv+TslLigyR9Ah89vTAvAUt2KLMnekKVChxLTAubBBpl+dT6dDx+al6a+arv6BYTCVjzzTef2X333VOJEElOsiFg6cS9c845p6r71VZbzWyzzTaVryV9it2ozlm8MLs6ayRg3X///WbChAmVcfUJvOI2urVQWXHKjsva4tsSk05fTBojnjUUF/t0Tx4ClvqNH0WfZqvTU089Zf7yl79UTSWLgPXqq6+aiy66qKo/Za1tu+22TblE27iUARrdzhs/PSzP5wwBq9pdaQQs2+t8Hv7Vui5h9P333w9iK34gRFKQao3RhzkSs8KmbbE67dHF1o4Cln6/0O8ZYdPvGaqLKP/VaxKvtI7o9wl9uKbsYP1eE9aVzHOdR8By8enAJghAAAIQgEDxBBCwvmNuW8BSt/GtYvqFT6JCr169ano6+gtieFE8o+Thhx82N954Y1UfjbYRNjqCOr5Va6211jJbbbVVop3xzJ2oEJZ0Q7xv/bIcrYsSbiusBSUq6IXXSIjq379/3Scmzl/jqhh+K9tINFBWAUsvbMqqmDVrVpXdOjFP9Z7CpiwGCXrRVu+ocsWu+tVJY9HWSMCKZ22FLy/h6YMS/VQwOCkLsNmlKr5lJanwb7zPJDFIp5ftu+++VZfmJWDdeeedRsJutOklTy9tSU1+UJ2pqFir67IIWLo/LuLpa0knn9byiYQFiSHaxlVvLnk+ZwhY1d5JI2DZXufz8G+SuPOrX/3KSGiu1+IfakiQlTDrYmtHASupftg666xjtthii7ouSIqhww47rJJ1l+c6j4Dl4tOBTRCAAAQgAIHiCSBgfcc8DwEr6SSpxRZbzOy2226JL8FKy5fo8sYbb1RFwn777RfUCAqbXkj1ohyts6MtgXpxSCraLWFDv1hGsy/iJ9/FfzlUEe39998/MSKbFbAk2NSr/3XUUUcF2VG1mj7tlZASFX4ktiiTK8olev9tt91mVAA72pp56U+ypVUB66OPPgrqGMmeuHglMURCU1xUix9zLjFJX1O2WrTJp6ozFs2aCr/fSMDSdeG20qT5psk4SrtkXXXVVUZZYmHTPLSVstYn/iqCrpPzokXpda+yESXWRlteApaEKL1oR5vG15ZK1aKKNq0f2hqlLTTxllXA0narK664okO/Knj/s5/9rLINOMkXWkuuv/56o6280bbyyiub7bffvupreT5nCFjV3kkjYNle5/Pyb3wN0bOt7bZJW8xEIb6O6msHHXRQcICDi60dBSxx/tOf/hQckhFtygRWRnBSix9soWvimbR5rvMIWC4+HdgEAQhAAAIQKJ6AdwKWXngbpbk3wtinT58Ox6nnIWDJDmVK6ZP0aJMYofpTqufzgx/8wHz55ZdBbZpbbrmlQ/aGBBoJWPGm67V1I96vsqbU7/zzz28knKjI7cSJE6vEK/HTC0Y0E0wnRl155ZVV/Wns3r17B1+T+BOedNisgKX74/V3woHqCWVRY7RlUlkk8aYtmTq2Pixirxd1zXfatGkd2BxzzDE1X6oaxYy+n/TiFRcyov3oBVTZTHERJrxGmU0SY1TEPd5U4F6F7qNNYtfAgQODE5/0kjh9+vQgQyie8RPek0bASppTeH+rtZaSWKqOlQSeaJPvlXkRPRVSYqvqPullJaklFbTPS8DS+PGttfqanoPhw4cHz5nqq7322mvBgQQqjJ/UsgpY6lMCVrxuUDiWnudll122IgJLHNFBADp5Lin2tP6o4L/q0cVbXs8ZAlY16TQClu6wvc7n4d+knx16RnRYh7Yfa43Uz1fVhdSzHa1ppzkmidJp1uOirkkSsPQMtXLyr056leijliYG9DNcH95En/Xo/2sxaHQKoe5T3xLoox9s6evaor/++usHJ8FqbZkxY0bws+jvf/97h+H0IZJ+nwpbnus8AlZREc84EIAABCAAAbcJeCdg2cCpF+ZDDjmkqqu8BCz98qstQNF6H2nnoGwqfTIdz7oJ74/Xm0jb79577135JTq8R8LB6aefXrML1eAKC763ImAlfXqrwZo5/ajV+Uoo+vWvfx38Qp6l1RN7Wul3xx13rNQOid8ff3Fppf80ApZeXpTZFRc6wmL7rYybdI+EPNWUSnoO9JKkGNf3aol90T7jpyLmKWCJj2oHxbMim+FiQ8CSHaNGjap5iltae/QsSBBXJmitlsdzhoBVTTuNeJHHOq8+8/BvvCh4M/FoY21OO14r1yUJWK30o3uiNQXTxECeApbs+etf/xp8cNZK04dlKjUQbXmu8whYrXiJeyAAAQhAAALtRwAB6zuf5iVgqXv9Uqfsk8ceeyx1BEm80otmrXo76kg2q76Usj/SNL28aotArVoj9V5CtFVpzTXXDIZpRcDSC7he5MP6SupH9qiYb9euXdOYH1yjT3hvvfXWDp8a1+pAn5SrXlatEw5TD1wjA6uZ+8NrJQ6paHGjU7fiv7DXG0s1pbRlR/EQtjQClq694YYbOmQ8KXtCtclsNolAEoPin/jXGkOcdDKi4jJ65LvqtKheS9jyFLA0hrb2jhs3rkMNqSS7lR2n659//vnKt20IWOpM3ORf1eZKyzBqo0Qr1VJLyviLz8X2c4aAVU04jXgR3mF7nc9jHa21/b3e+qG1eddddw0yflxu7SxgibtOJtYaG9/eXs8nw4YNC7K0klpe6zwClstPCbZBAAIQgAAEiiPgtIClQt96+bPdkratxQUsiSvKGElq8eLOaU9Q0rY2bSmMF9uOjiHBSuKBtsWlLTaurULXXHNNhzo30X7Vn178e/bsWROnXorVj7YqxV+QowVe46ezaTuianA1avqkV5/4hi2pDk+jPvR9bWm49tprjU5oq/Uir5cj/YKtk62ybjkNbZIocfnll6cxsXKN4kjj62h5xZ1O+qtVtyupY21Lu+mmm2puT5PQueWWWwZbdeInS6UVTvTCcd5551UNH89yamrSdS5WRoEEyFrb4XSrYmmDDTYItkvqGYhvp+zbt68ZOXJkZZR4jSgJgzvssENdk5t53tWRrtdWKZ3amLRlU/EmEVG+0Fbc6PxU/61WFmUrXFX7Ts+Rxqi1fTTarwpqDx482Oh5a6bZfM7iNd20DSr6XL733nvBQQRh0/Oi4tBZWlyQb+X0xjTjq76d1qOwxU8VTeojflCDtqOdcMIJdYeztc6Hg9j0b/iMKCZVf1DPea2mZ0W+kAhi87lI46tWrtGHLopfGy16+EiaGIgLneJVr55kaOP5559f9TND9SzrZSBrjvr5rDUu+iFTfM76PWLjjTeuW7NS9+SxzrfynNnwGX1AAAIQgAAEIOAWAacFLLdQ2bNGL8MSsVSnRsePS1TSC5te3CVIpBWu4haF/b711lvmgw8+CGrcqDCuMi700pC26dN01ZJSfxJgVGC9Xq2ntP3mcZ1e5sN6P126dAlqiumPaoDp/+3SJNQpC0mnR+mTcsXJoosuaqXwcXxrpLLVVKg8z6YXMz0Din+JMPKXMoT0HNg49TBP2yUkSHCR7aojJ4EojYCbh016UQwZiqPY6blVfOiPxFIbAm5ZnrM8fGS7T1vrfNQu2/4N67BpbVYGk37+KB71nCgmW/0ZZ5sl/XUkIGFNftMfiVnyWfj7SbNric/rPLEBAQhAAAIQgICbBBCw3PQLVkGgMAKXXnppVdH7XXbZJSgUT4MABCAAAQhAAAIQgAAEIAABCLhCAAHLFU9gBwQ6gYCydnQSVdj0CbvqkpEh0QnOYEgIQAACEIAABCAAAQhAAAIQqEkAAYvggEBJCWiryEUXXVRVIH3IkCFBjRMaBCAAAQhAAAIQgAAEIAABCEDAJQIIWC55A1sgkCMBFWvXaZiqifbJJ58Ep0/FC/baLjie43ToGgIQgAAEIAABCEAAAhCAAARKRAABq0TOZqrlJvDss8+asWPH1oSgk/+GDh1abkjMHgIQgAAEIAABCEAAAhCAAAScJICA5aRbMAoC9gnoVKmzzz47sWOdVnnAAQc4fwKgfSr0CAEIQAACEIAABCAAAQhAAAI+EEDA8sFL2AgBCwRU8+q4447r0NMKK6xgtttuO9O1a1cLo9AFBCAAAQhAAAIQgAAEIAABCEDAPgEELPtM6RECzhJQ7SvVwvrggw/MXHPNZXr37m3mm28+Z+3FMAhAAAIQgAAEIAABCEAAAhCAgAggYBEHEIAABCAAAQhAAAIQgAAEIAABCEAAAk4TQMBy2j0YBwEIQAACEIAABCAAAQhAAAIQgAAEIICARQxAAAIQgAAEIAABCEAAAhCAAAQgAAEIOE0AActp92AcBCAAAQhAAAIQgAAEIAABCEAAAhCAAAIWMQABCEAAAhCAAAQgAAEIQAACEIAABCDgNAEELKfdg3EQgAAEIAABCEAAAhCAAAQgAAEIQAACCFjEAAQgAAEIQAACEIAABCAAAQhAAAIQgIDTBBCwnHYPxkEAAhCAAAQgAAEIQAACEIAABCAAAQggYBEDEIAABCAAAQhAAAIQgAAEIAABCEAAAk4TQMBy2j0YBwEIQAACEIAABCAAAQhAAAIQgAAEIICARQxAAAIQgAAEIAABCEAAAhCAAAQgAAEIOE0AActp92AcBCAAAQhAAAIQgAAEIAABCEAAAhCAAAIWMQABCEAAAhCAAAQgAAEIQAACEIAABCDgNAEELKfdg3EQgAAEIAABCEAAAhCAAAQgAAEIQAACCFjEAAQgAAEIQAACEIAABCAAAQhAAAIQgIDTBBCwnHYPxkEAAhCAAAQgAAEIQAACEIAABCAAAQggYBEDEIAABCAAAQhAAAIQgAAEIAABCEAAAk4TQMBy2j0YBwEIQAACEIAABCAAAQhAAAIQgAAEIICARQxAAAIQgAAEIAABCEAAAhCAAAQgAAEIOE0AActp92AcBCAAAQhAAAIQgAAEIAABCEAAAhCAAAIWMQABCEAAAhCAAAQgAAEIQAACEIAABCDgNAEELKfdg3EQgAAEIAABCEAAAhCAAAQgAAEIQAACCFjEAAQgAAEIQAACEIAABCAAAQhAAAIQgIDTBBCwnHYPxkEAAhCAAAQgAAEIQAACEIAABCAAAQggYBEDEIAABCAAAQhAAAIQgAAEIAABCEAAAk4TQMBy2j0YBwEIQAACtgm8//775rbbbmuq2zXWWMMsu+yyVfc8/PDD5m9/+5t5+umnzbzzzms23HBDs+mmm5pp06aZ+++/3zz++ONmttlmM8stt5zZf//9mxov68XffPON+d73vlfp5sknnzRTp0418803n9lyyy2zdm/l/lmzZplrr722Zl89evQw/fr1M8svv7zp2rWrlTHpxD6BZ555Joj1ZppiULEYtq+++srceeed5rHHHjOvvvqqWWihhcxOO+1kVlhhBVPrOWtmvCzXxp8l2fqXv/wl6HLIkCGmd+/eWbrP5d63337b6Jl//vnnzXPPPResT3qO+vfvb1ZccUUz11xzWRn3X//6V7DWaZ2Tv8I15+abbzYzZ840K6+8cvCHBgEIQAACELBFAAHLFkn6gQAEIAABLwjoxW6zzTZrytaTTjrJ7LrrrpV7br/9drPnnntW9XHkkUeazTff3Gy00Ubmk08+qXxv3XXXNVdddVVT47V68XvvvWdOPvlks8oqq5hddtml0s0ZZ5xhzj777EAQ0gunC+2tt94yq622WkNT9LJ96aWXmp/85CcNr+WC4glcfPHF5ve//31TA999992BsBu2Y445xlx++eVVfdx0001G8Zz0nO23335NjdfqxRLnjjrqKHPaaadVBOzPPvvMLL300kGXslnPu0tN4tE+++xT06Qll1wysFtiVtZ2xx13mJEjRwbdvPLKK6Zbt27Bv3/84x+b6dOnm0MPPdQcdNBBWYfhfghAAAIQgECFAAIWwQABCEAAAqUiEBWwfvCDH5j555+/4fwPPPDAqsyltdZayyj7QOKKskkWWWSRIANLmRl//vOfg/6GDRsWZDvoZVeZWUW0VVdd1Sj7Ii64uS5gxf3w3//+N+AbbRdddJEz2WNF+NKXMaIC1lJLLWVmn332hqaPHj3a9OnTJ7hO8aq4VdNz9LOf/SwQQvbaay+z8cYbJz5nyszKu7322mtmzTXXDIa55557vBCwLrjgAnPKKadU0EioF1M9T//85z+DDLewXXnllZlFYQSsvKOQ/iEAAQhAIE4AAYuYgAAEIACBUhGIClgSnNZff/2m5v/1119Xtg1pa+ARRxxRuX+HHXYwkyZNCrbNKEur6DZgwACjLZJxAeudd94xynjStjwbmRc25hXNwDrzzDPNL37xi6putXXr3nvvNb/+9a+DjDaJI5MnT7YxNH1YJBAVsF544YWmt6dNmTIlyFxUi4oq9Z4zi+bX7Orll182yp6MC1jffvut+cc//mH0t0S4eeaZpwhzGo6hrY3aJqhnRZmNyrKKi/Pajvnzn/886EvXKMstS0PAykKPeyEAAQhAoBUCCFitUOMeCEAAAhDwlkBWAUu1m/r27RvMf8yYMUGWSNj0Iq4Xcm2rOf744wtnVEvAKtyQFAM2ErDCLpR5JUFO7aGHHjI//OEPU/TOJUURyCpgPfDAA2b77bcPzH3qqafM97///eDf9Z6zIuZWS8AqYuxWxlB21VZbbRXcOnHixCD7M6lddtlllbVJa+GCCy7YynDBPQhYLaPjRghAAAIQaJEAAlaL4LgNAhCAAAT8JJBFwFI9F2U43XfffcHk9ZK48MILG2U/aOuUavuoaduOtjnpa9ouFTZtl7rwwguDAsvK4lA9mpVWWskoc0t1Y5KaxtML6V//+tdK/SoVlN9xxx2DF1aNoS1OyiYLx1e2krJDNtlkEzNixIgg00J/JP5IWFMR++uuuy4ouix75pxzzg5Dq6i2anfpGtWgCreGqQaQ/i8xSYXh1VZffXUzdOjQYB7R4vH1IiStgBV9SVZGVphBJqHwvPPO62BfOKZe6DU32SMf6O8DDjjAfPjhh0ZF+ffee+9E844++mjzxhtvmA022CBgTKtPoFUBS/WtDj/8cKPsQB2EoLbeeusFBfslXs0xxxwdnjMJtNGaSophxccTTzwRPJfKKtK2P9WA6tWrV6LhL774YvCc6Hl68MEHjbavqmactiyGWwbPP//84Fn7+9//HvShflUIXWOrdpeuVYag4kn3nn766ebZZ58NtgsrfpLaueeeGzz3yyyzTFBXK8uakNS/no2dd945+Jaez1rbllUkXzXEJBRqa3S8yHozaxQCFqsDBCAAAQgUTQABq2jijAcBCECgjQlMfe3rXGc3oHeXzP1nEbDCDKe4ETo17d1330207c033wy+LkFIWw6jBd6jN6hY9bHHHhuc6BU2iS0SqfTSndRUZ+uSSy4xY8eONSqEHW96kf/tb39r4jWwlOmie+u97A4fPjx4gZeocMUVVwTXvvTSS2b33XcPCjQnNW25GjVqVPCy36ilEbC0Tevggw8OTiuU0CDRL+RT6+U5HPeWW26piFSqZ9SlS5egqLREOdUuk/jWvXv3KjP1cr/22msHXxs3bpz56U9/2mgauX7/y6lTcu2/64CBmftvVcBS0e911lkncfyePXuaTz/9tMP3wlj8+OOPA/FIz1RSkzAs0TJaKF7XqSh7vaLrEneVPakYT+pbMaH6d/Ei7tGsJgmrWg+iTfaGwquex7DIeitrQi2HRceQgK1DG8LaYmmd3Kw9CFhpyXIdBCAAAQjYIoCAZYsk/UAAAhCAgPnpyR1fOm1iufc3PTN3FxWwTj311ErWRa2OVTdKGVVq2lYkUSms2XPiiScG93/++eeBGKKsHolNqjOjfyvrRyf/RQtV6+Va9ynzQaKXsoRuvPHGoP9ooXL1qa1VYRaITkJTvS4JP6pvo9PG1DQH2aMxVFBeAtm+++5rJEApy2KBBRboIGDpPvUlW/VCHz8BTgXU9aKuJkFqiy22MKpJpKyOMFtG4ypLSQWiJRb94Q9/CK7faaedKv+u56yogCV7Q0FN93z55Zfmgw8+CGoihdluynIJt5rpmlYErEcffTQoEq4mgSM6pr52zjnnBNk0EriUUZOmIHnmgKzRgcSr/xzyq7y6N10HDDLznjkqc/9RAWvChAlG4lO9prpM8803X5C1OG3aNCOfhBlJyhJU5pSy/CRexp8z+WXxxRcPsgglGqlJcNIJoXpO1dchhxxSqZmmLKrQh4ppxbEytfQ8y8+qGaX1QJl8EkfVlMk099xzB3EuIUtNIrFEq969ewcCalzAUjaZMrHUdCJjeF/IQZliEtzUHn/88WD8VtaERs76zW9+E4jZYdNao2dUQqGyyMS9VmvFHgSsRh7h+xCAAAQgYJsAApZtovQHAQhAoMQEfBOw0rgqXpA9WpsnnqUT1sCSIKOXybDp5VUvsXoB17alaIaGXtS19UdCjbKM9BKu7VMSqMJMjfg4Eo2UKaSXzqh9tWpgJZ1C+Mc//rGy3Ukv69GCz3qhl0Ale/Viry2G11xzTZANpZZU/F5Cl4S5UARoVCw+KmA18kNcvNL1rQhY2vall3mJGRKvots79T1thRTTMHOtkV15ft9HASsNDxXlj26hi9bA0kl5Eo/Uaj1nEr1+8pOfBNdoK9yRRx5ZNWy0KLxEVQmqarouPCE0XvtJQm54mENoX60aWBLX4gKW+v/lL39pJOBpW7G2/EabtvFqy+2QIUMqNrSyJjTiq7VEmVc6FCGpyTYJuNoaGxcaW7EHAauRR/g+BCAAAQjYJoCAZZso/UEAAhAoMQEErP8VcY8LWKp7o8yopBduhUtUrFI9K9W4OuWUU8wFF1wQ/FtfizdlZmlLn2pdhbV7mhGwlImi69UkVoX1nvQSLHFMIs9uu+1WEaW0xVEnK9Y6YVFbJSUAqcVPQUx6JJoRsCSk6aV8s802q3TVioClm1XfKMwWU5ZVuN0xWgQ79EFnPsoIWP9/WEJUwP3Tn/4UbItVe/755xNrXSl7UPGrjEHVg1LTvyXGqn6VturG2/XXXx9kfal2ncTXZgUs1dVSJpiaMr+UeakWjXNlcoUx3MqakDYeJcgpq1M2SRSMN9kmATt6IEIr9iBgpfUI10EAAhCAgC0CCFi2SNIPBCAAAQh4t4VQ2Qq1iqeH7lQ2VDQ7qdkMrKhQpNo08bo8GmfmzJlBhoZauLVNBdEnTZpktttuu2ALYJrWjICl/kJRStuLtH1LLbrFMhSs9PVwy6HEJNUiSmoqDq+W5hTG6Iu9tl1ts802lS6V5aLi3qqTJLFBDNWiwlirAlZUaItmdoUZOkkZNGnY277GRwFLwk2t4ukhH31fMRS2ZjOwotsHo4JmlL+eGwnGEmpkk7YrajudmrILt95664bualbA0rZXiV8aV8XeVW9NLdxiGa271uqa0NDohAu0vVFZnSpaL1ErrMEne1TzSiJWq/YgYLXiEe6BAAQgAIEsBBCwstDjXghAAAIQqCLgWwZW0la4Ri5tVsBS1ketE8GSxgoLSYdiVPRluJFtzQpY0ZPL/va3vwUv+RKMxowZYyS2TZ48ORhSmSmqPZS2bbjhhkaZMvVamiLuul/i3uDBg4MXb22xDE8+bFXAUp+hOBgKd6o3JnYaI032WFoOWa7zUcB64YUXqsSpNPNvVsDSdlvFbdomwTIqRl199dUNRWv13ayApXtOPvnkoKadalxJNFINPAnkOvRAdbEk1Kq1uiaknXOt61ToXfEdbqXUiYmq1deqPQhYWT3C/RCAAAQg0CwBBKxmiXE9BCAAAQjUJICA1XELYfRFWFsIw212tSBqS6CEpKQX30ah16yApcyUQYMGBRkYykDS9iplIEnICYW0cMywb53MF26VqmWPMta01bBeSytgqQ+d3qgtXmrPPfecmWeeeapqYIlx/ETB6Faz8BTC0J7oCYXaiqlTGZU1pqZ/q/h9ZzcErOQthGGtJomZyqCs11RwXZmD0SLr2lKYRlBuRcDSlsbw5EplNKp2XHjqocSecMtuq2tCrbnqOd54443N66+/Hmxf1vNSr4VryxprrGFuuOGGKrGumTUKAauzVwnGhwAEIFA+AghY5fM5M4YABCCQGwEErI4ClrYWhbVmjjvuuGDbXrypKLtq1Sy44ILBH52cpowNbfGJFn6O3qesiRNOOCEQu9Svajk1K2CpP9WDUl0o1dpS4fmw6HW80LVOVnz44YeDF3TVJEpqzzzzTJCBs/DCC3cQlOLXNyNg/epXvzK33npr0IW2FXbr1s3cddddQY0utWjx73Cc6FazuIClLYoS2MKMK81VRfajNZNye0hSdoyAlSxgnXvuuUYncqqpzlXSSZGvvvpqcDLoYostFmxpjGYQHnPMMUbxFG/KxgyLsEvMbUXAUp9hrS0954pT1bELtzKGY7a6JtQLnfDZj2ZO1rpez7gOjQgFrFbtQcBK+TBzGQQgAAEIWCOAgGUNJR1BAAIQgMDBf/k8Vwhn7dg9c//RGk9FbCGUwTrKXiKLthZpW54yM6ItLNiur1155ZXBKWtnnXVW5TQx1ceKFlzWdaFAo0wUzUnblcKXWG0DVDZV2JJOIQy/p0LwYU2rgQMHBkXolTVy+eWXV9kosUxFqNWSipzrhTgUv5Qlc/jhh9f1VVoBK5rVEr5wq2OJaRLV1JRFou+FTeKFThlUMWu1uIClr2n7lApZaxuhfCMxS1lb2v7oQpOA9em4y3IzpduAgabHzv/LOsvSwhpP6qOILYTRYunRUwbDObz77rtm3XXXDfypeA6Fz6222sqoUL8EX50EGhW+vv766yDmFQeKKYlkEsF0mIFatBZcrVMIw/GvuOKKIPb1XHbt2jU41fJ3v/tdcEphtLWyJtTzk8TnsWPHBpdo27H+dOnSpcMt0ecpKqi3Yg8CVpYnh3shAAEIQKAVAghYrVDjHghAAM9cO8QAACAASURBVAIQ8JZAVMBSoWW95DZqOnJ+1VVXDS5rtgaW7omKO8pgkjilF1xlPiiTKMzK0su1ii1LjJoxY0ZwuqBexJUtdNlll5lFF13UqI6NXsoPO+ywwJ7oiYfh6WsaQ/V45p577uBPPQFLfWy++f8yx8KmGljakhRt0W1YyvIYNWpUULRa2S3KvNIphmGx9UceecQsscQSdbFGBSxlm+kFOmwSFCQUyFeq1xMWnpawEIpWEipC3ynDRVlhGlM1j/RirmyasCUJWPG6P8oc0zwkOtDSE4gKWIpRPSuNmjKjll566eCyZmtgffPNN2bLLbesxKvicIsttgj6euONN8xRRx0VPG9qqkcl4UpNIvCIESOCf//iF78ITteUkCyBSX0o5tUUb8p61CEC2l6rdsghh5htt902eGY1fmi7RN5wi2A45w8//LDDQQ3xbEZd28qaUI+rstGGDh1aeVYkvmm+yy+/fGC3vq/tsloXwqa15kc/+lHw31bsQcBqFOl8HwIQgAAEbBNAwLJNlP4gAAEIQMBpAlEBK62h0W05rQhYGkdi2VVXXVUZUlv2VLMmFGf0DYkuK620UuWaa6+9NsikCJuEmjCrSF9TvSqdLBZmdKk2lTJUwqYX/YsuuqihgKXC1npJV5OQ8/TTTwfbn+Itbo8Et08//bQiXOl6be9SkfRGLSpgNbpW31d2lzJuou3Xv/51MP+wyfaQp2zTS7takoClr4e1gPRvZawpc43WHIGogJX2zmhB82YFLI0hoVEnCYa+lkAjoVbF0sMmoVM1siQGhy3+DMafJxWIVzakWvTkwvD+U089NRi3noCla8M6Xfp3UjZjLXvSrAn1GCvOd9lll6o1Iul6PSfKPlX2YbQ1u0YhYKWNeK6DAAQgAAFbBBCwbJGkHwhAAAIQ8IJAsyduaVLRGjbRLURhtkY48XCbkoQVZYLE28033xycRKasj2jTtrUjjjgiqEMVb8qM0pYkbW+KNokAEp1U+ypseoGVeBS+yKs/bfcLtyOG/4+P8dFHH1XGVjaYMphqNYlbqhEkjtEmRvp6PCOlVj/RDJekayRK6ORDiQXDhw8PtoWpKHe0qXaYBAdl/kSbamPtscceZp111gm+XEvAioovEv6WW245L2LYJSNVFF1b5JppKpivLbBq2lKrjCg1bW9TzSq1es+Zvq+MQAmO4RbBcHyJM3ou9Hwk1ceSCKuT+MJsQd2nexS7Ekmj9ygrSQJyeK2eDT2nOmhBrdaWU2U2KWNLTdtUlRlVq7WyJtRjLVFPGZfaLhl/RrWFWYdIaK69e/dO7KYZeyZOnBg8Z2rachlmL6pwvoR2ZYkeeOCBzYQG10IAAhCAAATqEkDAIkAgAAEIQAACBRPQNqPw5DyJNMoeadS0dTC8R9lF8Tpa0fslDmkbngrC57UlTgKDCqpLRNKWsAUWWKCDwNRoTra+r2yZadOmBdsZ+/btmyhcJI0VLWAvoY/mHwH5XpmMEpl0eIBEmiThKj4zCWASNkOhtN49//73v4PY0rXRjC6btFpZExqNLzbaVqm5KotU9qdtediTdmyugwAEIAABCNQigIBFbEAAAhCAAAQgUDoCEuAGDx4cCB/aGqYaXjQIQAACEIAABCAAAXcJIGC56xssgwAEIAABCEDAIoEvvvjC3HLLLUFWmrZ/6iRDbR974okngr9pEIAABCAAAQhAAALuEkDActc3WAYBCEAAAhCAgEUC0QL8YbeXXHKJ2WyzzSyOQlcQgAAEIAABCEAAAnkQQMDKgyp9QgACEIAABCDgJIENNtggKIivgvYq9p7mxEQnJ4JREIAABCAAAQhAoGQEELBK5nCmCwEIQAACECg7ARW3TlPou+ycmD8EIAABCEAAAhBwiQAClkvewBYIQAACEIAABCAAAQhAAAIQgAAEIACBDgQQsAgKCEAAAhCAAAQgAAEIQAACEIAABCAAAacJIGA57R6MgwAEIAABCEAAAhCAAAQgAAEIQAACEEDAIgYgAAEIQAACEIAABCAAAQhAAAIQgAAEnCaAgOW0ezAOAhCAAAQgAAEIQAACEIAABCAAAQhAAAGLGIAABCAAAQhAAAIQgAAEIAABCEAAAhBwmgACltPuwTgIQAACEIAABCAAAQhAAAIQgAAEIAABBCxiAAIQgAAEIAABCEAAAhCAAAQgAAEIQMBpAghYTrsH4yAAAQhAAAIQgAAEIAABCEAAAhCAAAQQsIgBCEAAAhCAAAQgAAEIQAACEIAABCAAAacJIGA57R6MgwAEIAABCEAAAhCAAAQgAAEIQAACEEDAIgYgAAEIQAACEIAABCAAAQhAAAIQgAAEnCaAgOW0ezAOAhCAAAQgAAEIQAACEIAABCAAAQhAAAGLGIAABCAAAQhAAAIQgAAEIAABCEAAAhBwmgACltPuwTgIQAACEIAABCAAAQhAAAIQgAAEIAABBCxiAAIQgAAEIAABCEAAAhCAAAQgAAEIQMBpAghYTrsH4yAAAQhAAAIQgAAEIAABCEAAAhCAAAQQsIgBCEAAAhCAAAQgAAEIQAACEIAABCAAAacJIGA57R6MgwAEIAABCEAAAhCAAAQgAAEIQAACEEDAIgYgAAEIQAACEIAABCAAAQhAAAIQgAAEnCaAgOW0ezAOAhCAAAQgAAEIQAACEIAABCAAAQhAAAGLGIAABCAAAQhAAAIQgAAEIAABCEAAAhBwmgACltPuwTgIQAACEIAABCAAAQhAAAIQgAAEIAABBCxiAAIQgAAEIAABCEAAAhCAAAQgAAEIQMBpAghYTrsH4yAAAQhAAAIQgAAEIAABCEAAAhCAAAQQsDyKga+++so88sgjZtq0aebtt982vXv3Nv379zcDBw40s802W1MzmTFjhnnllVfq3qP+F1hggab65WIIQAACEIAABCAAAQhAAAIQgAAEIGCbAAKWbaI59ffggw+avffe2zz33HMdRhgyZIi5+OKLTd++fVOPfsYZZ5jDDjus7vXnnXee2W+//VL3yYUQgAAEIAABCEAAAhCAAAQgAAEIQCAPAghYeVC13Ofzzz9vll122Uqv22+/fZB9NXXqVDNhwoTg64svvrh5+umnzbzzzptq9B122MFceeWVCFipaHERBCAAAQhAAAIQgAAEIAABCEAAAp1JAAGrM+mnHHvo0KHm7rvvNr169Qq2EC633HKVO2+44Qaz9dZbB/8//PDDzamnnpqq1z59+pjp06ebo48+2hxyyCGJ9/Ts2dN07do1VX9cBAEIQAACEIAABCAAAQhAAAIQgAAE8iKAgJUXWUv9zpo1y0hIUjvrrLPMQQcd1KHn4cOHmxtvvNEMHjzYPPzwww1H/vjjj83cc88dXHfbbbeZTTfdtOE9XAABCEAAAhCAAAQgAAEIQAACEIAABDqLAAJWZ5FPOe4LL7xgdt111yBb6uabbw5Eqng79NBDzZlnnmkWXHBB8+677zbsWVlca665ZnDdG2+8YRZbbLGG93ABBCAAAQhAAAIQgAAEIAABCEAAAhDoLAIIWJ1F3tK43377rVljjTXMY489ZoYNG2buuOOOhj1fdtllZs899wy2JE6ZMsXccsstRkLZ/PPPb1ZeeWWzySabBN+jQQACEIAABCAAAQhAAAIQgAAEIAABFwggYLnghQw2jB8/3owYMSLo4fTTTzfKxmrU9tlnHzNq1Kial6kg/FVXXWXWWWedRl3xfQhAAAIQgAAEIAABCEAAAhCAAAQgkDsBBKzcEec3wBNPPGFWXXXVYIB+/foFpxJ279694YCrr756kLGlpkwrZW4ttdRS5tFHHzX33Xdf5f6XXnrJLL300g374wIIQAACEIAABCAAAQhAAAIQgAAEIJAnAQSsPOnm2Le2/q233npGBdnVJEiFYla9YbXlcOGFFzbvvfeeGThwoJkwYUJQOytsV199tdluu+2C/2600UZm4sSJOc6CriEAAQhAAAIQgAAEIAABCEAAAhCAQGMCCFiNGTl3hUQn1akK291332022GCDpuycOXOmmWOOOUyPHj063Kei8WPHjg2+rlMQ55xzzqb6VmYYDQIQgAAEIAABCEAAAhCAAAQgAAE/CQwaNMg5wxGwnHNJfYNGjx5tRo4cGVyk7X8Ss9Zee22rs4hmYWlb4korrdRU/whYTeHiYghAAAIQgAAEIAABCEAAAhCAgFMEELCccodfxmjr37HHHmtOPPHEwHAVWlfmVf/+/a1PJJrh9fjjjxsXA9f6pAvqMBT3YFoQ8DYdhjhqU8cWNC3ipyDQbT5MWLZAvyfQINAsAdahZolxfZQA8UM82CBAHNmgWHwfZGAVz7ylEY888khz6qmnBvcOHjzY3HTTTWahhRZquq+HHnrI7L777ubtt9829957r1lttdU69HH++eeb/fffP/j6f/7zHzPPPPM0PQ43JBNgoSQybBAgjmxQLG8fxE95fW9z5ghYNmmWry/WofL53OaMiR+bNMvbF3Hkp+8RsDzw24033miGDx8eWKoTA6+77rrE2lVppvLmm28G2VtqBx98sDnzzDOrbvvss8/MCiusYKZPnx5sHdQWQpo9AiyU9liWuSfiqMzezz534ic7Q3owlYNjyMAiGlohwDrUCjXuCQkQP8SCDQLEkQ2KxfeBgFU886ZG/OSTT0yfPn2CUwPVrr322poZUbPPPrsZMmRIpf9zzjknOJ2we/fuZsyYMZWvr7vuumby5MnB///85z+bHXfcMfj3jBkzguysm2++Ofj/nXfeaYYOHdqUvVxcnwALJRFigwBxZINiefsgfsrre5szJwPLJs3y9cU6VD6f25wx8WOTZnn7Io789D0CluN+GzVqlNlnn31SW6laWWFT1payt9SiX3/99dfN8ssvbz7++OPge8rIWmSRRQKxK2zHH3+8Oe6441KPy4XpCLBQpuPEVQihxEB+BFiH8mNbpp4RsMrkbftzZR2yz7RMPRI/ZfJ2fnMljvJjm2fPCFh50rXQ9957720uvvji1D1FhaoRI0aY8ePHdxCw9AWJWKqrdeWVV1b13a9fP3PaaaeZLbfcMvWYXJieAAtlelZcWZsAcUR0ZCFA/GShx70hAQQsYiELAdahLPS4l/ghBmwQII5sUCy+DwSs4pk7NeKsWbPMyy+/HGRjLbfccmbeeed1yr52M4aFst082jnzIY46h3u7jEr8tIsnO3ceCFidy9/30VmHfPdg59pP/HQu/3YZnTjy05MIWH76Das9JcBC6anjHDObOHLMIZ6ZQ/x45jBHzUXActQxnpjFOuSJoxw1k/hx1DGemUUceeaw78xFwPLTb1jtKQEWSk8d55jZxJFjDvHMHOLHM4c5ai4ClqOO8cQs1iFPHOWomcSPo47xzCziyDOHIWD56TCs9psAC6Xf/nPFeuLIFU/4aQfx46ffXLMaAcs1j/hlD+uQX/5yzVrixzWP+GkPceSn38jA8tNvWO0pARZKTx3nmNnEkWMO8cwc4sczhzlqLgKWo47xxCzWIU8c5aiZxI+jjvHMLOLIM4d9Zy4Clp9+w2pPCbBQeuo4x8wmjhxziGfmED+eOcxRcxGwHHWMJ2axDnniKEfNJH4cdYxnZhFHnjkMActPh2G13wRYKP32nyvWE0eueMJPO4gfP/3mmtUIWK55xC97WIf88pdr1hI/rnnET3uIIz/9RgaWn37Dak8JsFB66jjHzCaOHHOIZ+YQP545zFFzEbAcdYwnZrEOeeIoR80kfhx1jGdmEUeeOew7cxGw/PQbVntKgIXSU8c5ZjZx5JhDPDOH+PHMYY6ai4DlqGM8MYt1yBNHOWom8eOoYzwzizjyzGEIWH46DKv9JsBC6bf/XLGeOHLFE37aQfz46TfXrEbAcs0jftnDOuSXv1yzlvhxzSN+2kMc+ek3MrD89BtWe0qAhdJTxzlmNnHkmEM8M4f48cxhjpqLgOWoYzwxi3XIE0c5aibx46hjPDOLOPLMYd+Zi4Dlp9+w2lMCLJSeOs4xs4kjxxzimTnEj2cOc9RcBCxHHeOJWaxDnjjKUTOJH0cd45lZxJFnDkPA8tNhPlj92U3XmP9OnhSY2nPnkabrgIE+mF2IjSyUhWBu+0GIo7Z3ca4TJH5yxVuazhGwSuPqXCbKOpQL1tJ0SvyUxtW5TpQ4yhVvbp2TgZUb2vJ2/NEpx5r/3juxCkDXAYMQtIwxLJTlfS5szpw4skmzfH0RP+XzeR4zRsDKg2p5+mQdKo+v85gp8ZMH1fL1SRz56XMELD/95rTVM3bZ2nz95ut1bZSg1W3AQKO/y5ShxULpdOh6Yxxx5I2rnDSU+HHSLd4ZhYDlncucMph1yCl3eGcM8eOdy5w0mDhy0i0NjULAaoiIC5olkEbAivdZFkGLhbLZaOL6JALEEXGRhQDxk4Ue94YEELCIhSwEWIey0ONe4ocYsEGAOLJBsfg+ELCKZ16KEb+c+oT5dNzoYK76d7OtXQUtFspmI4HrEbCIAdsEWIdsEy1nfwhY5fS7rVmzDtkiWc5+iJ9y+t32rIkj20SL6Q8BqxjOpR/FhqClgvBqPm85ZKEs/aNgBQBxZAVjaTshfkrreqsTR8CyirN0nbEOlc7lVidM/FjFWdrOiCM/XY+A5affvLY6zMjKmqHlo6DFQul16DpjPHHkjCu8NIT48dJtzhmNgOWcS7wyiHXIK3c5Zyzx45xLvDSIOPLSbQYBy0+/tZXVZRK0WCjbKnQ7bTLEUaehb4uBiZ+2cGOnTwIBq9Nd4LUBrENeu6/TjSd+Ot0FbWEAceSnGxGw/PRbW1udVdBS/Sw1FzO0WCjbOnQLmxxxVBjqthyI+GlLtxY+KQSswpG31YCsQ23lzsInQ/wUjrwtBySO/HQrApaffiuV1VFBq9WC8K4IWiyUpQrd3CZLHOWGthQdEz+lcHPuk0TAyh1xWw/AOtTW7s19csRP7ohLMQBx5KebEbD89FuprfZZ0GKhLHXoWps8cWQNZSk7In5K6Xbrk0bAso60VB2yDpXK3dYnS/xYR1rKDokjP92OgOWn37A6QsCmoJX3CYcslISuDQLEkQ2K5e2D+Cmv723OHAHLJs3y9cU6VD6f25wx8WOTZnn7Io789D0Clp9+w+o6BCRofTl1ivli6hSTdcuhbUGLhZLQtUGAOLJBsbx9ED/l9b3NmSNg2aRZvr5Yh8rnc5szJn5s0ixvX8SRn75HwPLTb1jdBAGXBC0WyiYcx6U1CRBHBEcWAsRPFnrcGxJAwCIWshBgHcpCj3uJH2LABgHiyAbF4vtAwCqeOSN2MgEbgla3AQONTjtsNkOLhbKTnd8mwxNHbeLITpoG8dNJ4NtsWASsNnNowdNhHSoYeJsNR/y0mUM7aTrEUSeBzzgsAlZGgNzuPwEJWp+OGx1MpNUth2kFLRZK/+PFhRkQRy54wV8biB9/feeS5QhYLnnDP1tYh/zzmUsWEz8uecNfW4gjP32HgOWn37A6RwJ5CloslDk6rkRdE0clcnYOUyV+coBawi4RsErodItTZh2yCLOEXRE/JXR6DlMmjnKAWkCXCFgFQGYIvwnYELR67jwygPDUV98Gfw8aNMhvKFjfqQT4gdup+L0fnPjx3oVOTAABywk3eGsE65C3rnPCcOLHCTd4bwRx5KcLEbD89BtWdyKBrILW50v1Mwvve3Awg2ZraHXitBnaIQL8wHXIGR6aQvx46DQHTUbActApHpnEOuSRsxw0lfhx0CkemkQceeg0YwwClp9+w2pHCIQ1s7LW0AoztBC0HHGs42bwA9dxBzluHvHjuIM8MQ8ByxNHOWom65CjjvHELOLHE0c5biZx5LiDapiHgOWn37DaUQIIWo46ps3M4gdumzm04OkQPwUDb9PhELDa1LEFTYt1qCDQbToM8dOmji14WsRRwcAtDYeAZQkk3UAgiUBU0Gr1hEP1S4YW8RUlwA9c4iELAeInCz3uDQkgYBELWQiwDmWhx73EDzFggwBxZINi8X0gYBXPnBFLTODZ8VcFs1/skQcNglaJAyHj1PmBmxFgyW8nfkoeAJamj4BlCWRJu2EdKqnjLU2b+LEEsuTdEEd+BgAClp9+w2pPCcQXSpsZWtTP8jQoWjCbH7gtQOOWCgHih2CwQQABywbF8vbBOlRe39uYOfFjgyJ9EEd+xgAClp9+w2pPCTRaKBG0PHVswWY3iqOCzWE4zwgQP545zFFzEbAcdYwnZrEOeeIoR80kfhx1jGdmEUeeOew7cxGw/PQbVntKoNmFUoLWl1OnmC+mTsm85ZAMLU+DJsHsZuOofWbOTGwQIH5sUKQPBCxiIAsB1qEs9LiX+CEGbBAgjmxQLL4PBKzimTNiiQlkXSgRtEocPJGpZ40jKJabAPFTbv/bmj0Cli2S5eyHdaicfrc1a+LHFsly90Mc+el/BCw//YbVnhKwvVBK0Pp03OiARqtF4bsNGGi6DhhkyNDyJ6hsx5E/M8dSGwSIHxsU6QMBixjIQoB1KAs97iV+iAEbBIgjGxSL7wMBq3jmjFhiAnkvlAha5QiuvOOoHBTLO0vip7y+tzlzBCybNMvXF+tQ+Xxuc8bEj02a5e2LOPLT9whYfvoNqz0lUPRCiaDlaaA0MLvoOGpPiuWdFfFTXt/bnDkClk2a5euLdah8Prc5Y+LHJs3y9kUc+el7BCw//YbVnhLo7IXShqDVc+eRAX22HHZeEHZ2HHXezBnZBgHixwZF+kDAIgayEGAdykKPe4kfYsAGAeLIBsXi+0DAKp45I5aYgEsLZVgzK2sNLQSt4gPapTgqfvaMmJUA8ZOVIPeLAAIWcZCFAOtQFnrcS/wQAzYIEEc2KBbfBwJW8cwZscQEXF4oEbT8CUyX48gfiuW1lPgpr+9tzhwByybN8vXFOlQ+n9ucMfFjk2Z5+yKO/PQ9ApaffsNqTwn4tFBGBa1WTziUm8jQsh+sPsWR/dnTY1YCxE9WgtwvAghYxEEWAqxDWehxL/FDDNggQBzZoFh8HwhYxTNnxBIT8HmhRNByJ3B9jiN3KJbXEuKnvL63OXMELJs0y9cX61D5fG5zxsSPTZrl7Ys48tP3CFh++g2rPSXQTgulTUGLgvDNBXQ7xVFzM+dqGwSIHxsU6QMBixjIQoB1KAs97iV+iAEbBIgjGxSL7wMBq3jmjFhiAu28UCJoFRfY7RxHxVEs70jET3l9b3PmCFg2aZavL9ah8vnc5oyJH5s0y9sXceSn7xGw/PQbVntKoEwLpQStL6dOMV9MnWKy1tAiQ6s64MsUR54+6k6bTfw47R5vjEPA8sZVThrKOuSkW7wxivjxxlVOG0ocOe2emsYhYPnpN6z2lECZF0oELXtBW+Y4skexvD0RP+X1vc2ZI2DZpFm+vliHyudzmzMmfmzSLG9fxJGfvkfA8tNvWO0pARbK/3ecDUGr24CBpuuAQaZsGVrEkacLgCNmEz+OOMJzMxCwPHdgJ5vPOtTJDvB8eOLHcwc6Yj5x5IgjmjQDAatJYFwOgSwEWChr05Og9em40cEFrW45LIugRRxleQq5l/ghBmwQQMCyQbG8fbAOldf3NmZO/NigSB/EkZ8xgIDlp9+w2lMCLJTpHYegVZsVcZQ+jriyIwHih6iwQQABywbF8vbBOlRe39uYOfFjgyJ9EEd+xgAClp9+w2pPCbBQtu44G4JWz51HBgb4vuWQOGo9jrjTGOKHKLBBAAHLBsXy9sE6VF7f25g58WODIn0QR37GAAKWn37Dak8JsFDacVy4xTDrlkNfBS3iyE4clbUX4qesnrc7bwQsuzzL1hvrUNk8bne+xI9dnmXtjTjy0/MIWH76Das9JcBCmY/jyiZoEUf5xFFZeiV+yuLpfOeJgJUv33bvnXWo3T2c7/yIn3z5lqV34shPTyNg+ek3rPaUAAtlMY6LClqtFoSXpa5maBFHxcRRu45C/LSrZ4udFwJWsbzbbTTWoXbzaLHzIX6K5d2uoxFHfnoWActPv2G1pwRYKDvHce0maBFHnRNH7TIq8dMunuzceSBgdS5/30dnHfLdg51rP/HTufzbZXTiyE9PImD56Tes9pQAC6UbjvNd0CKO3IgjX60gfnz1nFt2I2C55Q/frGEd8s1jbtlL/LjlD1+tIY789BwClp9+w2pPCbBQuuk4m4JWESccEkduxpEvVhE/vnjKbTsRsNz2j+vWsQ657iG37SN+3PaPL9YRR754qtpOBCw//YbVnhJgofTDcRK0vpw6xXwxdYrJWkMrD0GLOPIjjly1kvhx1TN+2YWA5Ze/XLOWdcg1j/hlD/Hjl79ctZY4ctUz9e1CwPLTb1jtKQEWSj8d55qgRRz5GUeuWE38uOIJv+1AwPLbf51tPetQZ3vA7/GJH7/954r1xJErnmjODgSs5nhxNQQyEWChzITPmZttCFrdBgw0XQcMMq1kaBFHzoSCl4YQP166zTmjEbCcc4lXBrEOeeUu54wlfpxziZcGEUdeus0gYPnpN6z2lAALpaeOa2C2BK1Px40Ormp1y2EzghZx1J5xVNSsiJ+iSLf3OAhY7e3fvGfHOpQ34fbun/hpb/8WNTviqCjSdsdBwLLLk94gUJcAC2U5AiRvQYs4Kkcc5TVL4icvsuXqFwGrXP62PVvWIdtEy9Uf8VMuf+c1W+IoL7L59ouAlS9feodAFQEWynIGhA1Bq+fOIwN42nJIHJUzjmzNmvixRbLc/SBgldv/WWfPOpSVYLnvJ37K7X9bsyeObJEsth8ErGJ5M1rJCbBQljwAIlsMs2w5/HypfubDDTc1y/RbpqUaWnih3ARYh8rtf1uzR8CyRbKc/bAOldPvtmZN/NgiWe5+iCM//Y+A5affsNpTAiyUnjouR7PDmllZBC0Vg49maOVoLl23AQHWoTZwogNTQMBywAkem8A65LHzHDCd+HHACW1gAnHkpxMRsPz0G1Z7SoCF0lPHFWg2glaBSAhRjAAAIABJREFUsEs6FOtQSR1vedoIWJaBlqw71qGSOdzydIkfy0BL2h1x5KfjEbD89BtWe0qAhdJTx3Wi2VFBq9UTDmU+GVqd6ETHhmYdcswhnpqDgOWp4xwxm3XIEUd4agbx46njHDObOHLMISnNQcBKCcqFy7766ivzyCOPmGnTppm3337b9O7d2/Tv398MHDjQzDbbbC2Z+Pjjj5upU6eaGTNmmFVWWcXoF9J55523pb64qTEBFsrGjLiiPgGJWC+++KKZ5+7bzRzTX2wal7YbImg1ja2tbmAdait3dtpkELA6DX1bDMw61BZu7LRJED+dhr6tBiaO/HQnApYnfnvwwQfN3nvvbZ577rkOFg8ZMsRcfPHFpm/fvqlnM3PmTLPTTjuZ22+/vcM9o0ePNnvssUfqvrgwPQEWyvSsuLI2gWgc2czQ0gmHtPYnwDrU/j4uYoYIWEVQbt8xWIfa17dFzIz4KYJy+49BHPnpYwQsD/z2/PPPm2WXXbZi6fbbbx9kXylzasKECcHXF198cfP000+nyp5SJteGG25oJk2aFNy76aabmqWWWsrceeedQWaH2kUXXRQIZjS7BFgo7fIsa2/14kiC1pdTp5gvpk4xWbccImi1Z4SxDrWnX4ueFQJW0cTbazzWofbyZ9GzIX6KJt6e4xFHfvoVAcsDvw0dOtTcfffdplevXsEWwuWWW65i9Q033GC23nrr4P+HH364OfXUUxvOaPz48WbEiBHBdWPGjDG777578O/PPvvMbLvttubWW28NxnrnnXdMjx49GvbHBekJsFCmZ8WVtQk0E0cIWkRSnEAz8QM9CNQigIBFbGQhwDqUhR73Ej/EgA0CxJENisX3gYBVPPOmRpw1a5bp2bNncM9ZZ51lDjrooA73Dx8+3Nx4441m8ODB5uGHH27Y/zrrrGMeeugh069fP/PCCy9UXf/aa6+ZJZdcMvja5ZdfbnbbbbeG/XFBegIslOlZcaUdASveC4IWkcU6RAzYIICAZYNieftgHSqv723MnPixQZE+iCM/YwABy3G/SWDaddddzfTp083NN98ciFTxduihh5ozzzzTLLjggubdd9+tO6PPP//czDnnnME1p512mjnssMM6XL/uuuuayZMnm4022shMnDjRcUJ+mcdC6Ze/XLXWZhxJ0Pp03Ohgqq1uOew2YKBRcXi2HLoaMdV22YwfP2aMlXkQQMDKg2p5+mQdKo+v85gp8ZMH1fL1SRz56XMELD/9VrH622+/NWussYZ57LHHzLBhw8wdd9xRd0ZPPvlkcGqh2n333WfWX3/9DtcfeeSRwVbENIKY5/gKN5+FsnDkbTlgnnGEoNWWIVM1qTzjp/3pMcOQAAIWsZCFAOtQFnrcS/wQAzYIEEc2KBbfBwJW8cytjhitZ3X66acbZWPVa/fcc09QwF3tH//4hxkwYECHyyVeScRSU8H3Ll26WLW5zJ2xUJbZ+/bmXmQc2RC0eu48Mpg8GVr2YiBLT0XGTxY7uddtAghYbvvHdetYh1z3kNv2ET9u+8cX64gjXzxVbScClp9+C6zWQxf+Aql6VjqVsHv37nVnpFpZqpmlpnpXSyyxRIfrL7vsMrPnnnsGX//444/NXHPN5TElt0xnoXTLH75a05lxhKDla9T8v92dGT/+02MGIQEELGIhCwHWoSz0uJf4IQZsECCObFAsvg8ErOKZWxlxypQpZr311gsEJjVtIQx/maw3wHXXXWe22Wab4JL33nvPLLDAAh0uv+KKK8yOO+4YfH3GjBlmvvnma8rmcDFo6iYuhgAEvCPQffqLgc3z3H178Pcc3/2/mYl8vlQ/8+GGmwa3/Hepfs3cyrUQgAAEIAABCEAAAhCAQE4EBg0alFPPrXeLgNU6u067c8KECWaTTTapjH/33XebDTbYIJU90S2Er7zyivnhD3/Y4b5Ro0aZffbZJ/i6ir7PMcccqfoOL0LAagoXF0OgbQggaLWNK5kIBCAAAQhAAAIQgEDJCSBglTwAbEx/9OjRZuTI/9WT6dWrl5GYtfbaa6fu+plnnjErrrhicL2yuFZZZZUO95500knm6KOPDr6uIvE0ewRIVbXHssw9+RJH4amGOuWw1RMO5WdqaNmNdl/ix+6s6c02AbYQ2iZarv5Yh8rlb9uzJX5sEy1nf8SRn34nA8sTv0lIOvbYY82JJ54YWLz44osbZV7179+/qRm8//77lW2Dysb66U9/2uH+gw8+2Jx99tlmqaWWMi+//HJT/XNxfQIslESIDQK+xhGClg3vZ+/D1/jJPnN6sEkAAcsmzfL1xTpUPp/bnDHxY5Nmefsijvz0PQKWJ37TqYA6HVBt8ODB5qabbjILLbRQ09Z/8803lVMFf/Ob3xhlW8XbMsssY1588UWz0047mXHjxjU9BjfUJsBCSXTYINAucWRT0OKEw/SR1S7xk37GXJkHAQSsPKiWp0/WofL4Oo+ZEj95UC1fn8SRnz5HwPLAb9GTA4cNG2ZUiL1Hjx4tW37AAQeY8847zyy44ILmrbfeqgha6lDbCsO9rmPHjjU777xzy+NwY0cCLJREhQ0C7RpHCFo2oqNxH+0aP41nzhU2CSBg2aRZvr5Yh8rnc5szJn5s0ixvX8SRn75HwHLcb5988onp06dPcGKg2rXXXmvmmWeeRKtnn312M2TIkMr3zjnnnOB0wu7du5sxY8ZUvj5t2jTTt2/f4P86bVDf69atm3n11VeDLYXTp08PxK1//etfwb00ewRYKO2xLHNPZYkjCVpfTp1ivpg6JXMNLTK0/v+JKUv8lHmNKGLuCFhFUG7fMViH2te3RcyM+CmCcvuPQRz56WMELMf9Fj0RMI2p0aLrw4cPN8reUosXYw+zsMI+V1ppJfPUU09VhlBx+I033jjNkFzTBAEWyiZgcWlNAmWNIwQtOw9FWePHDj16CQkgYBELWQiwDmWhx73EDzFggwBxZINi8X0gYBXPvKkR9957b3PxxRenvicqVI0YMcKMHz8+UcDSFy+88EJz1FFHmY8//rjSf79+/cz5559vhg4dmnpMLkxPgIUyPSuurE2AOPofGwlaOuEw/HezMdN1wCDTbcBAo7/LlKFF/DQbKVyfRAABi7jIQoB1KAs97iV+iAEbBIgjGxSL7wMBq3jmTo0oweuVV14xb775plliiSWCP126dHHKxnYyhoWynbzZeXMhjpLZI2ili0niJx0nrqpPAAGLCMlCgHUoCz3uJX6IARsEiCMbFIvvAwGreOaMWGICLJQldr7FqRNH6WAiaCVzIn7SxQ9XIWARA/kRYB3Kj20ZeiZ+yuDl/OdIHOXPOI8RELDyoEqfEKhBgIWS0LBBgDhqjaINQavnziODwX3eckj8tBY/3FVNgAwsIiILAdahLPS4l/ghBmwQII5sUCy+DwSs4pkzYokJsFCW2PkWp04cZYcpMUstaw0tHwUt4id7/NCDMQhYREEWAqxDWehxL/FDDNggQBzZoFh8HwhYxTNnxBITYKEssfMtTp04sgjzu67KJGgRP/bjp4w9ImCV0ev25sw6ZI9lGXsifsrodftzJo7sMy2iRwSsIigzBgS+I8BCSSjYIEAc2aBYv4+ooBX+u5lRdbKhmosZWsRPM57k2loEELCIjSwEWIey0ONe4ocYsEGAOLJBsfg+ELCKZ86IJSbAQlli51ucOnFkEWbKrtpJ0CJ+Ujqdy+oSQMAiQLIQYB3KQo97iR9iwAYB4sgGxeL7QMAqnjkjlpgAC2WJnW9x6sSRRZgtduWzoEX8tOh0bqsigIBFQGQhwDqUhR73Ej/EgA0CxJENisX3gYBVPHNGLDEBFsoSO9/i1IkjizAtdWVT0Mr7hEPix5LTS94NAlbJAyDj9FmHMgIs+e3ET8kDwNL0iSNLIAvuBgGrYOAMV24CLJTl9r+t2RNHtkjm148ErS+nTjFfTJ1istbQsi1oET/5+b1MPSNglcnb9ufKOmSfaZl6JH7K5O385koc5cc2z54RsPKkS98QiBFgoSQkbBAgjmxQLLYPlwQt4qdY37fraAhY7erZYubFOlQM53YdhfhpV88WOy/iqFjetkZDwLJFkn4gkIIAC2UKSFzSkABx1BCR8xfYELS6DRhodNphsxlaxI/z4eGFgQhYXrjJWSNZh5x1jReGET9euMl5I4kj512UaCAClp9+w2pPCbBQeuo4x8wmjhxziAVzJGh9Om500FOrWw7TClrEjwWH0YVBwCIIshBgHcpCj3uJH2LABgHiyAbF4vtAwCqeOSOWmAALZYmdb3HqxJFFmI52laegRfw46nTPzELA8sxhjpnLOuSYQzwzh/jxzGGOmkscOeqYBmYhYPnpN6z2lAALpaeOc8xs4sgxhxRgjg1Bq+fOIwNLn/rq2+DvQYMGFWA5Q7QrAQSsdvVsMfPi51gxnNt1FOKnXT1b7LyIo2J52xoNAcsWSfqBQAoCLJQpIHFJQwLEUUNEbX1BuMUwy5bDz5fqZxbe9+CAU7M1tNoaLpNLTQABKzUqLkwgwM8xwiILAeInCz3uDQkQR37GAgKWn37Dak8JsFB66jjHzCaOHHNIJ5tjQ9BSMfgwQwtBq5Md6snwCFieOMpRM/k55qhjPDGL+PHEUY6bSRw57qAa5iFg+ek3rPaUAAulp45zzGziyDGHOGYOgpZjDmlTcxCw2tSxBU2Ln2MFgW7TYYifNnVswdMijgoGbmk4BCxLIOkGAmkIsFCmocQ1jQgQR40I8f0ogaig1eoJh+qPDC3iKkoAAYt4yEKAn2NZ6HEv8UMM2CBAHNmgWHwfCFjFM2fEEhNgoSyx8y1OnTiyCLOEXT07/qpg1os98qBB0CphAFiaMgKWJZAl7YafYyV1vKVpEz+WQJa8G+LIzwBAwPLTb1jtKQEWSk8d55jZxJFjDvHMnHj82MzQon6WZ8GQwVwErAzwuNXwc4wgyEKA+MlCj3tDAsSRn7GAgOWn37DaUwIslJ46zjGziSPHHOKZOY3iR4LWl1OnmC+mTsmcoYWg5VlwNGEuAlYTsLi0A4FG6xDIIFCPAPFDfNggQBzZoFh8HwhYxTNnxBITYKEssfMtTp04sgizhF01Gz8IWiUMkhRTRsBKAYlLahJodh0CJQSiBIgf4sEGAeLIBsXi+0DAKp45I5aYAAtliZ1vcerEkUWYJewqa/zYELS6DRhoug4YZMjQ8jcAEbD89Z0Llmddh1yYAzZ0HgHip/PYt9PIxJGf3kTA8tNvWO0pARZKTx3nmNnEkWMO8cwc2/EjQevTcaMDCq0WhUfQ8iyIjDEIWP75zCWLba9DLs0NW/InQPzkz7gMIxBHfnoZActPv2G1pwRYKD11nGNmE0eOOcQzc/KOHwQtzwKiRXMRsFoEx20BgbzXITC3NwHip739W9TsiKOiSNsdBwHLLk96g0BdAiyUBIgNAsSRDYrl7aPo+LEhaPXceWTgMLYcuhO3CFju+MJHS4peh3xkhM21CRA/RIcNAsSRDYrF9+GtgDVz5kzz8ssvm/fff9/o33POOadZeOGFzYILLmh69+5tZp999uJpMiIEGhBgoSREbBAgjmxQLG8fnR0/CFrtEXsIWO3hx86aRWevQ501b8a1Q4D4scOx7L0QR35GgFcC1vTp083YsWPNhAkTzGOPPVaTeK9evczWW29tNt98czNs2LBA3KJBwAUCLJQueMF/G4gj/33YmTNwKX7CmllZa2iRoVV8RCFgFc+8nUZ0aR1qJ65lmQvxUxZP5ztP4ihfvnn17oWApeA644wzzNVXX900h8UXX9yce+65Zvjw4U3fyw0QsE2AhdI20XL2RxyV0++2Zu1y/CBo2fJy/v0gYOXPuJ1HcHkdamfu7TI34qddPNm58yCOOpd/q6M7LWB99NFH5re//a254IILKvOTIDVixAjTr18/o3/rzyKLLGK++eYbM2PGDPPOO+8E2VmTJ082t99+e+W+9dZbz5x11llmlVVWaZUV90EgMwEWyswI6YDit8RARgI+rUNRQavVEw6FiwytjEGTcDsCln2mZerRp3WoTH7xZa7Ejy+ecttO4sht/9SyzlkB68EHHzTbbLONee+994y2BO63335BFtXAgQPNbLPNlor2rFmzzA033GAuvfTSQNBSGzlypDnnnHNMjx49UvXBRRCwSYCF0ibN8vZFHJXX9zZm7nP8IGjZiAA7fSBg2eFY1l58XofK6jOX5k38uOQNf20hjvz0nbMClgQrZV6deOKJZv/99w9ErCzt0UcfNUcccYSZNGmSeeaZZ8zyyy+fpTvuhUBLBFgoW8LGTTECxBEhkYVAO8WPTUGLEw6biyoErOZ4cXU1gXZah/Bt8QSIn+KZt+OIxJGfXnVWwLr//vvNMsssYxZddFGrZFUAfvXVVzff//73rfZLZxBIQ4CFMg0lrmlEgDhqRIjv1yPQzvGDoFVc7CNgFce6HUdq53WoHf3l2pyIH9c84qc9xJGffnNWwPITJ1ZDoD4BFkoixAYB4sgGxfL2Uab4kaD15dQp5oupU0zWGlpkaFU/MwhY5V1DbMy8TOuQDV70UU2A+CEibBAgjmxQLL6PthSwZs6caS688MKAprYfzj333MWTZUQIJBBgoSQsbBAgjmxQLG8fZY4fBC17cY+AZY9lGXsq8zpURn/bnjPxY5toOfsjjvz0e1sKWC+99FJwSqHaq6++apZcckk/vYPVbUeAhbLtXNopEyKOOgV72wxK/Py/K20IWt0GDDRdBwwyZcvQQsBqmyWhUybCOtQp2NtmUOKnbVzZqRMhjjoVf8uDI2C1jI4bIdA8ARbK5plxR0cCxBFRkYUA8VObngStT8eNDi5odcthWQQtBKwsTyH3sg4RA1kIED9Z6HFvSIA48jMWELD89BtWe0qAhdJTxzlmNnHkmEM8M4f4Se8wBK3arBCw0scRV/JBDDFglwA/x+zyLGtvxJGfnkfA8tNvWO0pARZKTx3nmNnEkWMO8cwc4qd1h9kQtHruPDIwwPcthwhYrccRdxrDOkQUZCFA/GShx70hAeLIz1hAwPLTb1jtKQEWSk8d55jZxJFjDvHMHOLHjsPCLYZZtxz6KmghYNmJo7L2wjpUVs/bmTfxY4dj2XshjvyMAAQsP/2G1Z4SYKH01HGOmU0cOeYQz8whfvJxWNkELQSsfOKoLL2yDpXF0/nMk/jJh2vZeiWO/PQ4ApaffsNqTwmwUHrqOMfMJo4cc4hn5hA/xTgsKmi1WhBelrqaoYWAVUwctesorEPt6tli5kX8FMO53Uchjvz0sLMC1tdff21mzZrVEtUXX3zRhL9Yvfrqq2bJJZdsqR9ugoBtAiyUtomWsz/iqJx+tzVr4scWyeb6aTdBCwGrOf9zdTUB1iEiIgsB4icLPe4NCRBHfsaCswLWhAkTzCabbJKZKgJWZoR0YJEAC6VFmCXuijgqsfMtTJ34sQDRQhc2Ba3OKAiPgGUhCErcBetQiZ1vYerEjwWIdMFhEp7GAAKWp47DbD8J8APXT7+5ZjVx5JpH/LKH+HHTX74JWghYbsaRL1axDvniKTftJH7c9ItvVhFHvnnsf/Y6K2C98sor5vrrr89Mda+99jK9evXK3A8dQMAGARZKGxTpgzgiBrIQIH6y0CvuXglaX06dYr6YOsVkraGVR4YWAlZxsdCOI7EOtaNXi5sT8VMc63YeiTjy07vOClh+4sRqCNQnwEJJhNggQBzZoFjePogfP33vmqCFgOVnHLliNeuQK57w0w7ix0+/uWY1ceSaR9LZg4CVjhNXQcAKARZKKxhL3wlxVPoQyASA+MmEz5mbbQha3QYMNF0HDDKtZGghYDkTCl4awjrkpducMZr4ccYVXhtCHPnpPq8ErOnTpwfbCv+PvXMB12pM//9doTSion7jNI2iTCqqn9NIMzFCCdOMnCpyLqeRMqHBMDJF9JNzyiQ1Y0JDmSSSSU71j2IY6eQUhcpsYkbqfz2r3m3vdnu333c9a733vZ7Pe10ueve7nud7f77f7rit9bzz5s2TDz74QD799FPZbbfdom8ZPOSQQ+RXv/qVNGrUyKYTqA6CAI0yCJsTL5IcJY440xuQn2za6wZaXz14f1RcoY8c5jPQYoCVzRylVRV9KC3S2dyH/GTT17SrIkdpE/ezn4kB1vLly+WCCy6QyZMnb7Vq97mbb75Zdthhh61+lg9AIG0CNMq0iWdzP3KUTV/Tqor8pEW6uPskPdBigFVcf63vTh+y7mBx9ZOf4vLPyu7kyKaT6gdYL774ohxzzDFSUlJSjrA7mH2fffaRd999t8LPmjZtKs8884zstddeNl1BdWYJ0Cgza22qhZGjVHFnbjPykzlLq1WQj4HWD3qfG+3lHjlkgFUt7HyoEgL0IaIRhwD5iUOPa3MEyJHNLKgeYH344YfSvn17WblyZUT35z//uVx66aXSunXraDhVs2bN6P0vvvhCnn/+ebnsssvEPWboXu3atZPZs2dLnTp1bDqD6kwSoFFm0tbUiyJHqSPP1IbkJ1N2FlRM7hHDOI8c/vbLDbJg3QaZO3duQRq4KGwC9KGw/Y9bPfmJS5DrHQFyZDMHqgdYp59+ukyYMCEie+aZZ8o999wjtWvXrpT0f//7Xxk0aJDcdttt0WeGDRsmAwcOtOkMqjNJgEaZSVtTL4ocpY48UxuSn0zZ6aWYQgZaDLC8oA92EfpQsNZ7KZz8eMEY/CLkyGYE1A6w3LlXu+++e0TV3Vk1fPhwqVGjxlYpr1u3LrpTy919tccee8h7771XeqfWVi/mAxBImACNMmHAgSxPjgIxOqEyyU9CYDO0bHUGWseuWR9VzB1YGTI+xVLoQynCzuBW5CeDphahJHJUBOgetlQ7wHrooYekV69eUYmrVq2SBg0aVLtc9y9TBx54YPT5+fPnS5s2bap9LR+EQJIEaJRJ0g1nbXIUjtdJVEp+kqCa7TXLDrTcP2+7f3v5xfNzGGBl2/ZEq6MPJYo384uTn8xbnEqB5CgVzN43UTvAuvHGG2Xw4MFy1FFHydNPP51X4e5Rwtyjhu6bC4877ri8rufDEEiKAI0yKbJhrUuOwvLbd7XkxzfRMNfjEPcwffdVNX3IF8kw1yE/Yfruu2py5JtoOuupHWC5w9pvv/12Oe2002T8+PF502jWrFl0oPuYMWOkT58+eV/PBRBIggCNMgmq4a1JjsLz3GfF5McnzXDXYoAVrvc+KqcP+aAY7hrkJ1zvfVZOjnzSTG8ttQOsO++8Uy666KLo8T/3GGA+r7J3YE2ZMkW6du2az+V8FgKJEaBRJoY2qIXJUVB2ey+W/HhHGuSCDLCCtN1b0fQhbyiDXIj8BGm796LJkXekqSyodoA1c+ZM6dSpUwRh9erVUr9+/WoDefXVV+Xggw+OPv/GG29Iq1atqn0tH4RAkgRolEnSDWdtchSO10lUSn6SoBremgywwvPcZ8X0IZ80w1uL/ITneRIVk6MkqCa/ptoB1meffSaNGjWKCJx33nly7733VovGt99+K4cddpjMmTNHmjZtKgsXLpRatWpV61o+BIGkCdAokyYcxvrkKAyfk6qS/CRFNqx1GWCF5bfvaulDvomGtR75CcvvpKolR0mRTXZdtQMsV/bFF18sd9xxR0Rg9OjR0VlWNWrUqJTIf/7zHxkwYEDpNe7aCy+8MFmCrA6BPAjQKPOAxUcrJUCOCEccAuQnDj2uzRFggEUW4hCgD8Whx7Xkhwz4IECOfFBMfw3VA6yvvvoqOgPLHcbuXu7Oqptuukn2228/adiwYSkt94jhCy+8IL/5zW9KP3v44YfL9OnTS7+NMH207AiBigRolKTCBwFy5INiuGuQn3C991k5AyyfNMNbiz4Unuc+KyY/PmmGuxY5sum96gGWQ+qC1aVLF1m5cmU5wvXq1ZNdd91VPv74YykpKSn3s5YtW8pzzz0njRs3tukKqjNLgEaZWWtTLYwcpYo7c5uRn8xZWpSCGGAVBXtmNqUPZcbKohRCfoqCPXObkiOblqofYDmsX375pQwZMiS6+2prryuvvFKuueYaqVOnztY+ys8hkDoBGmXqyDO5ITnKpK2pFUV+UkOd6Y0YYGXa3sSLow8ljjjTG5CfTNubWnHkKDXUXjcyMcDKVeweJXzppZfk3Xfflbffflvef/99cXdi/ehHP5IOHTrICSecIA0aNPAKiMUg4JMAjdInzXDXIkfheu+jcvLjgyJrMMAiA3EI0Ifi0ONa8kMGfBAgRz4opr+GqQFW+njYEQJ+CdAo/fIMdTVyFKrzfuomP344hr4KA6zQExCvfvpQPH6hX01+Qk+An/rJkR+Oaa+SqQHW+vXrpWbNmmkzZD8IVJsAjbLaqPhgFQTIEfGIQ4D8xKHHtTkCDLDIQhwC9KE49LiW/JABHwTIkQ+K6a9hZoD1xhtvyD//+U855ZRTylFasGCB/OlPf5LHH39cPv30UznxxBOjv7p3754+TXaEwFYI0CiJiA8C5MgHxXDXID/heu+zcgZYPmmGtxZ9KDzPfVZMfnzSDHctcmTTe/UDrKlTp8p5550nH374oTRt2lQWL15cSnrZsmXSpk2bCt9C6D4wdOhQueKKK2y6gurMEqBRZtbaVAsjR6niztxm5CdzlhalIAZYRcGemU3pQ5mxsiiFkJ+iYM/cpuTIpqWqB1j/+te/5Cc/+UkpWXdg+7///e/o12vXrpXDDz9c5s2bF/36iCOOkPbt28ujjz4q7rB393J3ZR1//PE2nUF1JgnQKDNpa+pFkaPUkWdqQ/KTKTuLVgwDrKKhz8TG9KFM2Fi0IshP0dBnamNyZNNOtQOsdevWyX777ScLFy6MyD7wwAPlvmXwoYcekl69ekU/69mzp4wbNy7656+++kratWsXXde8eXN55513bDqzFdXffPONjBgxQnbZZRc555xz8q5x1apVsnTp0iqvc9/u2KhTE/b5AAAgAElEQVRRo7zX5oLKCdAoSYcPAuTIB8Vw1yA/4Xrvs3IGWD5phrcWfSg8z31WTH580gx3LXJk03u1A6x33303GkC515QpU6Rr167lCLtzrtwdVu61cuXKcoOWp59+Wo4++ujoZ1988YXsuOOONt2pQrUbWo0ePTp6hHL+/Pl513fLLbfIwIEDq7zu9ttvl4svvjjvtbmAARYZSJYAf+Amyzfrq5OfrDucTn0MsNLhnNVd6ENZdTadushPOpyzvgs5sumw2gHWpEmTooPY99hjD3n//felRo0apYTd3Vnbbrtt9Gs32HIDrrKvzz//PLozyb1mzZolHTp0sOlOJapvvfVWufzyy6OfFjrAOv3002XChAkMsFJOBo0yZeAZ3Y4cZdTYlMoiPymBzvg2DLAybnDC5dGHEgac8eXJT8YNTqk8cpQSaM/bqB1gXX/99XLttddGd1I99dRT5cqeM2eOHHTQQdF7ld0llBt4uUcPzzzzTM/YirPcJ598IpdccolMnDixVEChA6xmzZpFZ4UNHjy4dBi2eVU/+MEPSgeFxak4e7vSKLPnaTEqIkfFoJ6dPclPdrwsZiUMsIpJ3/7e9CH7HhazAvJTTPrZ2Zsc2fRS7QDr6quvliFDhsixxx4rf//738vRdd8wOGjQoOg9d4h727Zty/38s88+K32kcObMmfKzn/3MpjtlVLuh1dlnn13hGxcLGWCVlJSUPla5pcczzcNSXACNUrE5hqSRI0NmKZRKfhSaYlASAyyDpimSTB9SZIZBKeTHoGkKJZMjhaZUQ5LaAdbDDz8sp5xyijRt2lQWL15crpSOHTtGjwa6byVcs2aN1KxZs9zPZ8yYIUceeWT03ooVK6Rx48bVQKH7I506dRI3jHOvu+66Sz744AO56aabCnqE8OWXX5ZDDz00WuvDDz+U3XffXXfxGVJHo8yQmUUshRwVEX4GtiY/GTBRQQkMsBSYYFgCfciweQqkkx8FJmRAAjmyaaLaAdY///lPadWqVUT1+eefFze0cq+y77tHA90jgmVf69evF3fA++TJk6MB17///W+bzmymunPnztKiRQsZMGCANGnSRHJ3qBVyB9aoUaPkvPPOi/i4O9ieeOKJ6NsaGzZsKAcccIB06dIl+hkv/wRolP6ZhrgiOQrRdX81kx9/LENeiQFWyO7Hr50+FJ9hyCuQn5Dd91c7OfLHMs2V1A6w3EHt++23nyxcuDAaptxxxx2ydu1aufnmm6Ozm9xr8wPa3TXusUN3dpZ79ezZU8aNG5cmz8T2crVts802pevHGWD169dP7r777kq1uoPz//znP2fu8PvEzMljYRplHrD4aKUEyBHhiEOA/MShx7U5AgywyEIcAvShOPS4lvyQAR8EyJEPiumvoXaA5VC4u4L23XffLVJxh4/fcMMNpT+77rrrxH07nzvfyb2aN28ur7zyitSvXz99qinsGGeA5Q7Adwfhu5cbDrpzxtyjmq+++qq4xy9zr3fffVf23nvvFKoJZwsaZTheJ1kpOUqSbvbXJj/Z9ziNChlgpUE5u3vQh7LrbRqVkZ80KGd/D3Jk02PVAyyH1A1U3KAqd/6TG7hccMEF8sc//rHc2Ve5c7FyQxn3aFyWhy+FDrA2bNggP/zhD2XlypXSrl07mTp1arkzwv7yl7/IqaeeGqV5S98AaTPmelTTKPV4YVkJObLsXvG1k5/ie5AFBQywsuBi8WqgDxWPfRZ2Jj9ZcLH4NZCj4ntQiAL1A6xcUZ9//rm8//770rp163KP0uV+fvHFF8v8+fOjw9vdgOt//ud/CuFh5ppCB1i5AlevXi21a9eWunXrVqjZnS02duzY6H332Ob222+fF5dcM8jrIj4MAQhAAAIQgAAEIAABCEAAAhCAgAoC7du3V6GjrAgzAyx15IosKO4Aqyr5Ze/CckNBd1B8Pi8GWPnQ4rMQgAAEIAABCEAAAhCAAAQgAAFdBBhg5eHHG2+8ET0CmO/dP1vb4u233xZ3SLn1b9lLcoDlHit030ToXnPnzhWNwd2az1p/zq2qWp2xpYsc2fJLm1ryo80Rm3p4hNCmb1pU04e0OGFTB/mx6Zs21eRImyPV06P2Diz3SODf/vY3ueWWW+Skk04qd95V9Uor/6nly5fL73//e7nvvvvkzTffjL7h0PKr0AHW7Nmz5ayzzpKPP/5Ynn32WTnwwAMrYBg5cqRccskl0ftr1qyRnXbayTIqVdpplKrsMCuGHJm1ToVw8qPCBvMiGGCZt7CoBdCHiorf/Obkx7yFKgogRypsyFuE2gHWo48+Kr/+9a+jglq2bCkDBw6Ubt26yc4775xXkS+//LKMGTNGRo0aFV13+OGHR4Oxhg0b5rWOtg8XOsD66KOPojvQ3Kt///4yfPjwcqV9/fXX0qpVK1myZEn06KB7hJCXPwI0Sn8sQ16JHIXsfvzayU98hqwgwgCLFMQhQB+KQ49ryQ8Z8EGAHPmgmP4aagdYDsXSpUvl/PPPl+nTp5eSOfbYY+XEE0+UZs2aye677y677bab7LjjjtHP3YHj7tv13GNvL774ojz55JOycOHC6GduaPN///d/8stf/lJq1KiRPmnPO1ZngDVixAiZM2eO1KlTR0aPHl2qoOw3No4bN0569uwZ/WzVqlXR3VmPP/549Otp06ZJ586dPSsPezkaZdj++6qeHPkiGeY65CdM331XzQDLN9Gw1qMPheW372rJj2+iYa5Hjmz6rnqA5ZBu2LBBHnnkEfnjH/8o8+bNK4iyu9Y9Euf7PK2CxHi6qDoDrO7du8ukSZOiHR3H3OuDDz6IHqEsKSkpHe7tuuuu0bAr97ruuuvk2muv9aSWZXIEaJRkwQcBcuSDYrhrkJ9wvfdZOQMsnzTDW4s+FJ7nPismPz5phrsWObLpvfoBVlmszz33nNxzzz3iDhnPDV8qw37IIYdEd2r17t1b3HAma69rrrlGbrjhBmnXrp1U9q1/PXr0kIkTJ1YYYLk33BBr0KBBMmHChHJomjdvLsOGDZMTTjgha8hU1EOjVGGDeRHkyLyFRS2A/BQVf2Y2Z4CVGSuLUgh9qCjYM7Mp+cmMlUUthBwVFX/Bm5saYOWq/O6772TBggWyaNEi+fTTT+Wzzz6TunXryg9/+MPoL3eGk/s7r60TcI9dLl68OBoIurPG6tevv/WL+ETBBGiUBaPjwjIEyBFxiEOA/MShx7U5Aocce070jy9PvR8oEMibAH0ob2RcwL8HkQHPBOhDnoGmtJzJAVZKbNgGAt4J0Ci9Iw1yQXIUpO3eiiY/3lAGvdDP+s+WbXY5IGKw/49qyf5NasoBTWpF/8wLAlsjQB/aGiF+XhUB8kM+fBAgRz4opr8GA6z0mbNjwARolAGb77F0cuQRZoBLkZ8ATU+g5COHfFXpqrkh1hkdt2WglQD7LCxJH8qCi8WrgfwUj32WdiZHNt1kgGXTN1QbJUCjNGqcMtnkSJkhxuSQH2OGKZQ7//3vpP9D31RbWdmBlruIu7SqjS6zH6QPZdbaVAojP6lgzvwm5MimxQywbPqGaqMEaJRGjVMmmxwpM8SYHPJjzDClct0jhO6Ve4wwH5kMtPKhlc3P0oey6WtaVZGftEhnex9yZNNfBlg2fUO1UQI0SqPGKZNNjpQZYkwO+TFmmFK5uW8hHP3YK5HCsf/4Nvq7uzurkBfnaBVCze419CG73mlQTn40uGBfAzmy6SEDLJu+odooARqlUeOUySZHygwxJof8GDNMqdzcAGvu3LkVFLohFgMtpcYpkUUfUmKEURnkx6hxymSTI2WGVFMOA6xqguJjEPBBgEbpgyJrkCMyEIcA+YlDj2tzBKoaYG1OyQ205r/3nbz+3vpYd2i5dTkYPhsZpA9lw8diVUF+ikU+W/uSI5t+MsCy6RuqjRKgURo1TplscqTMEGNyyI8xw5TKzWeAtaWBlnvP3aUV55HD3EDL/Z2D4ZUGpRJZ9CFbfmlTS360OWJTDzmy6ZvZAdbq1avlxRdflEWLFsmSJUvkxBNPlE6dOsmoUaPk+OOPl//5n/+x6QiqM02ARplpe1MrjhylhjqTG5GfTNqaelFxBlhVDbTczwoZanEwfOoRiLUhfSgWvuAvJj/BR8ALAHLkBWPqi5gbYK1bt07GjBkjAwYMkJKSklJgd9xxh5x//vmy7bbbRu/deeed0q9fv9SBsiEEqiJAoyQfPgiQIx8Uw12D/ITrvc/KfQ6wkhhouTU5GN6n437Xog/55RnaauQnNMeTqZccJcM16VXNDbB+97vfyR/+8IcKXNwAq0ePHtK4cePSn40dO1Z69+6dNEPWh0C1CdAoq42KD1ZBgBwRjzgEyE8celybI5DkAGtLlDkYPlvZow9ly8+0qyE/aRPP5n7kyKavpgZYL7/8shx66KER6dNOO03OPvtseeqpp+Tmm28WN8C68MILZcqUKdH7K1eujIZZ77//vtSuXdumO6jOHAEaZeYsLUpB5Kgo2DOzKfnJjJVFLSTtAdbmxfo+GN6tzzla6UWKPpQe6yzuRH6y6Gr6NZGj9Jn72NHUAOuKK66IhlW//OUv5dFHH5UaNWrI1VdfLUOGDCkdYDkobmjVpEmTiM+rr74qBx54oA9WrAGB2ARolLERsoCIkCNiEIcA+YlDj2tzBIo9wNrSQMu9x8HwNjJKH7Lhk1aV5EerM7Z0kSNbfuXUmhpgHXnkkTJjxgyZOnWqHHPMMVENWxpguffdnVrujq2//vWvctJJJ9l0B9WZI0CjzJylRSmIHBUFe2Y2JT+ZsbKohWgbYFU10HI/K+RgeHeduyvrjI4bz1flDi1/kaMP+WMZ4krkJ0TX/ddMjvwzTWNFUwOs9u3by7x58+Sll16SQw45pMoBVvfu3WXSpEkMsNJIEXtUmwCNstqo+GAVBMgR8YhDgPzEoce1OQLaB1hJDrT2b1JTDmhSi4FWjN8O9KEY8LiUO9HJgBcC9CEvGFNfxNQA65xzzpHRo0fLDTfcIIMHD650gLV69eroEUL3LYULFiyQ1q1bpw6WDSGwJQI0SnLhgwA58kEx3DXIT7je+6zc2gBrS7VzMLzPROS3Fn0oP158ujwB8kMifBAgRz4opr+GqQHW/fffL+eee25Eafr06fKLX/yiwiOEbnjVp08fefzxx6PPff3111KnTp30ybIjBLZAgEZJLHwQIEc+KIa7BvkJ13uflWdhgLU5Dw6G95mQqteiD6XHOos7kZ8supp+TeQofeY+djQ1wPr222/lsMMOkzlz5kS1H3vssfLee+/JW2+9Jd26dZO9995b3JDL3XnlXu6f3TcS8oKAFgI0Si1O2NZBjmz7V2z15KfYDmRj/ywOsLY00HLvcTC8/8zSh/wzDWlF8hOS28nVSo6SY5vkyqYGWA7EokWL5IQTToiGVlW9zjvvPLnnnnuibyrkBQEtBGiUWpywrYMc2fav2OrJT7EdyMb+IQywqhpouZ9xMHzhWaYPFc6OK/k2ZjLghwB9yA/HtFcxN8BygNatWyf33XefTJgwITrjKnfHVePGjeXAAw+UK6+8MrpTixcEtBGgUWpzxKYecmTTNy2qyY8WJ2zrCHGAleRAK7SD4elDtn//F1s9+Sm2A9nYnxzZ9NHkAGtz1O7cq+22205q164t22yzjU0nUB0EARplEDYnXiQ5ShxxpjcgP5m2N7XiGGBtGTUHw1cvgvSh6nHiU1smQH5Ihg8C5MgHxfTXMDnAmj17dnS+1XHHHSe/+tWvSqkNHTpUHnzwQTn11FOlf//+Urdu3fSJsiMEqiBAoyQePgiQIx8Uw12D/ITrvc/KGWBVjyYHwzOAqF5S+FQ+BPhzLB9afLYyAuTIZjbMDbBuvfVWufzyyyPa7lHBIUOGlJLv27dvdO6Ve7Vr106mTJkiu+66q01nUJ1JAjTKTNqaelHkKHXkmdqQ/GTKzqIVwwCrMPS5c7NCPxiePlRYfrhqIwHyQxJ8ECBHPiimv4apAdb8+fPlgAMOKKV07733ijusPfd68cUXZcyYMTJ69OjordNOO03Gjx+fPlV2hEAlBGiURMMHAXLkg2K4a5CfcL33WTkDLD80yw603IqhHAxPH/KTn1BXIT+hOu+3bnLkl2daq5kaYOXusGrTpo088cQT0qRJky1ymjhxovTo0SP62ZIlS2SvvfZKiyf7QKBKAjRKAuKDADnyQTHcNchPuN77rJwBlk+a36/lc6Cl+WB4+lAy+QllVfITitPJ1kmOkuWb1OqmBlgdO3aUWbNmRd9AeO6551bKxH1L4e677y4rV66Uv//973LssccmxY91IZAXARplXrj4cCUEyBHRiEOA/MShx7U5Agyw0suC73O09v9RrfTE8+dY0VlnUQB/jmXR1fRrIkfpM/exo6kBVvv27WXevHniDnH/6U9/WmX97g4sdyfWQw89JKeffroPVqwBgdgEaJSxEbIAZz+QgZgE6EMxAXJ5RIABVvGC4Hug5SpJe6hFHypefrKwM/nJgovFr4EcFd+DQhSYGmANGDBAhg8fLjfeeKNcddVVldb7n//8R/bee2/58MMPo0P+3IHuvCCggQCNUoML9jWQI/seFrMC8lNM+tnZmwGWHi8tHgxPH9KTH4tKyI9F1/RpJkf6PKmOIlMDLPetgt26dYvqmjZtmnTu3LlCjWvXrpXf/OY3MmrUqOhnX331ldStW7c6LPgMBBInQKNMHHEQG5CjIGxOrEjykxjaoBZmgKXXbp/naJ3RcduoUN93aNGH9ObHgjLyY8El/RrJkX6PtqTQ1ACrpKREOnToIAsWLIhqOfzww+XnP/95dN6VG1R98MEH0TcQus+515133in9+vWz6QyqM0mARplJW1MvihyljjxTG5KfTNlZtGIYYBUNfd4b+xxo+ToYnj6Ut41cUIYA+SEOPgiQIx8U01/D1ADL4VmzZo386le/khkzZlRJ64ILLogGWDVr1kyfKjtCoBICNEqi4YMAOfJBMdw1yE+43vusnAGWT5rpr+X7HK1879CiD6XveZZ2JD9ZcrN4tZCj4rGPs7O5AZYr9ptvvpExY8ZE51vNnTu39I6sli1bSqtWrWTgwIGlh4vGgcO1EPBNgEbpm2iY65GjMH33VTX58UUy7HUYYGXLf98DLUenqqEWfShb+Um7GvKTNvFs7keObPpqcoC1Oer//ve/UqtWregvXhDQTIBGqdkdO9rIkR2vNColPxpdsaeJAZY9z/JRnPTB8PShfNzgs5sTID9kwgcBcuSDYvprZGKAlT42doRAYQRolIVx46ryBMgRiYhDgPzEoce1OQIMsMLKgs9ztNzB8O+8s1CaNVwr7du3Dwsk1XohwJ9jXjAGvwg5shkBtQMsF6hrr702onrFFVdIx44do8cGH3vssbxI/+lPf5Jddtklr2v4MASSIkCjTIpsWOuSo7D89l0t+fFNNMz1GGCF6Xuuap8DLV8Hw4ftSFjV8+dYWH4nVS05SopssuuqHWBNnTpVunTpElU/YcIEOfXUU2XAgAEyfPjwvIgsW7ZMmjRpktc1fBgCSRGgUSZFNqx1yVFYfvuulvz4JhrmegywwvS9qqp9n6OV78HwOBIOAf4cC8frJCslR0nSTW5ttQOsBQsWyG233RZVfv7558shhxwiDz/8sDz11FN50bj11lulQYMGeV3DhyGQFAEaZVJkw1qXHIXlt+9qyY9vomGuxwArTN/zqdr3QMvtzVArHwey+1n+HMuut2lWRo7SpO1vL7UDrC2VuGrVKvnoo4+kdevW/giwEgRSJECjTBF2hrciRxk2N4XSyE8KkAPYggFWACZ7LrHsY4dfflkii1fVzXuH3ADLnaPFQCtvfJm5gD/HMmNlUQshR0XFX/DmpgZYd911l1x44YXSrl07eeWVV2SbbbYpuHAuhEAxCNAoi0E9e3uSo+x5mmZF5CdN2tndiwFWdr1NozLXh5asqivNWzSXsf/4NtoyN+DKd3831GKglS8125/nzzHb/mlRT460OJGfDlMDrM6dO8v06dOjxwlfeuml/Crl0xBQQIBGqcCEDEggRxkwsYglkJ8iws/Q1gywMmRmEUqprA+5IZaPgRYHwxfB1BS35M+xFGFneCtyZNNcUwMsd6i7O9z9sMMOkxdeeMEmcVQHTYBGGbT93oonR95QBrkQ+QnSdu9FM8DyjjSoBavbh3yfo8UZWtmIWXXzk41qqSIpAuQoKbLJrmtqgDVlyhTp1q1bRGTo0KFy2WWXybbbbnwGnhcELBCgUVpwSb9GcqTfI80KyY9md+xoY4BlxyuNSgvtQ74HWo4NQy2NCalaU6H5sVcpipMkQI6SpJvc2qYGWM8//7xcf/31MmPGjFIizZs3lxYtWkidOnW2SOnuu++WnXfeOTmCrAyBPAjQKPOAxUcrJUCOCEccAuQnDj2uzRFggEUW4hDw1YfKHgzv9BRyjhYHw8dxsjjX+spPcdSzqxYC5EiLE/npMDXAGjBggAwfPjyvCpctWyZNmjTJ6xo+DIGkCNAokyIb1rrkKCy/fVdLfnwTDXM9Blhh+u6r6qT6kI+BlquRg+F9OZ3MOknlJxm1rKqVADnS6kzVukwNsB566CGZPHlyXqTdNxdyB1ZeyPhwggRolAnCDWhpchSQ2QmUSn4SgBrgkgywAjTdY8lp9iEOhvdonJKl0syPkpKRkQABcpQA1BSWNDXASoEHW0AgUQI0ykTxBrM4OQrG6kQKJT+JYA1uUQZYwVnuteBi9iHf52hxhpbXaFRrsWLmp1oC+ZAJAuTIhE0VRDLAsukbqo0SoFEaNU6ZbHKkzBBjcsiPMcOUymWApdQYI7I09SHfAy1nAUOtZIOoKT/JVsrqSRIgR0nSTW5t9QOs//73vzJy5Eh57rnn5B//+IfstNNO0r59e+nXr5907tw5OTKsDIEECNAoE4Aa4JLkKEDTPZZMfjzCDHgpBlgBm++hdM19yMc5WhwM7yEkVSyhOT/JVs7qPgmQI58001tL9QDr888/l1//+tcyc+bMLRK56KKLouEWLwhYIUCjtOKUbp3kSLc/2tWRH+0O2dDHAMuGT1pVWupDPgZazgcOhveXRkv58Vc1K/kmQI58E01nPdUDrN/+9rcybNiwUhKHH364bLvttjJjxozS99xw62c/+1k6tNgFAjEJ0ChjAuTyiAA5IghxCJCfOPS4NkeAARZZiEPAeh/iYPg47se/1np+4hNgBR8EyJEPiumvoXaA5R4d3GWXXaSkpESaNm0qL7/8sjRq1CgitGDBAunQoUP0syOOOEKeffbZ9MmxIwQKIECjLAAal1QgQI4IRRwC5CcOPa5lgEUGfBDIWh/yfY4WZ2hVnbKs5cfH7ynWyJ8AOcqfmYYr1A6w5s+fLwcccEDE6IUXXpDDDjusHK8hQ4bI1VdfLY0bN5YVK1ZoYIkGCGyVAI1yq4j4QDUIkKNqQOIjlRIgP4TDBwHuwPJBMdw1st6HfA+0XFIYan3/+yXr+Qm3M6RbOTlKl7ev3dQOsNxjgkceeWRU5zfffCO1a9cuV7N7dLBTp07Re2vXrpXtt9/eFxPWgUBiBGiUiaENamFyFJTd3oslP96RBrkgA6wgbfdWdGh9yMc5WhwMzwDL229AFooIhNaHsmK72gHW1KlTpUuXLhHnDRs2VOD9r3/9S37yk59E7y9dulR+/OMfZ8UT6sgwARplhs1NsTRylCLsDG5FfjJoahFKYoBVBOgZ2jL0PuRjoOXiEOrB8KHnJ0OtoKilkKOi4i94c7MDrCVLlkizZs2iwhctWlT6zwWT4EIIpECARpkC5AC2IEcBmJxgieQnQbgBLc0AKyCzEyiVPlQRKgfDVz9o5Kf6rPhk5QTIkc10MMCy6RuqjRKgURo1TplscqTMEGNyyI8xw5TKZYCl1BgjsuhDWzfK9zlaWTpDi/xsPT98YusEyNHWGWn8BAMsja6gKbMEaJSZtTbVwshRqrgztxn5yZylRSmIAVZRsGdmU/pQ/laWfeww98/5rpKVc7TIT77O8/ktESBHNnNhYoDlHhHc/LVs2TL5xS9+Eb09ffp02WuvvbbogDsbq1atWjbdQXXmCNAoM2dpUQoiR0XBnplNyU9mrCxqIQywiorf/Ob0ofgW+jhHy+pAi/zEzw8rcIi71QyYGGDFgesGXU2aNImzBNdCwBsB/sD1hjLohchR0PbHLp78xEbIAiLCAIsYxCFAH4pDb8vX+hhouZXdUGv/JjXlgCa1on/W+CI/Gl2xp4kc2fPMKWaAZdM3VBslQKM0apwy2eRImSHG5JAfY4YplcsAS6kxRmTRh9IxKqsHw5OfdPKT9V3IkU2H1Q6wli9fLjNmzIhNtXv37lK3bt3Y67AABHwQoFH6oMga5IgMxCFAfuLQ49ocAQZYZCEOAfpQHHqFX5uVg+HJT+EZ4MrvCZAjm2lQO8CyiRPVEKiaAI2ShPggQI58UAx3DfITrvc+K2eA5ZNmeGvRh3R4bvVgePKjIz/WVZAjmw4ywLLpG6qNEqBRGjVOmWxypMwQY3LIjzHDlMplgKXUGCOy6EM6jfJxjlYaB8OTH535saaKHFlzbKNeBlg2fUO1UQI0SqPGKZNNjpQZYkwO+TFmmFK5DLCUGmNEFn3IhlE+BlquUt8Hw5MfG/nRrpIcaXdoy/oYYNn0DdVGCdAojRqnTDY5UmaIMTnkx5hhSuUywFJqjBFZ9CEjRm1BpoaD4cmP3fxoUk6ONLlRfS0MsKrPik9CIDYBGmVshCwgIuSIGMQhQH7i0OPaHAEGWGQhDgH6UBx6uq4txsHw5EdXBqyqIUc2nWOAZdM3VBslQKM0apwy2eRImSHG5JAfY4YplcsAS6kxRmTRh4wYVYDMNA6GJz8FGMMlFQiQI5uhYIBl0zdUGyVAozRqnDLZ5EiZIcbkkB9jhimVywBLqTFGZNGHjBjlQaaPcyqLYk4AACAASURBVLQ2Pxh+3aevR8rat2/vQSFLhEqAPmTTeQZYNn1DtVECNEqjximTTY6UGWJMDvkxZphSuQywlBpjRBZ9yIhRCcj0MdByspo1XCuH7beTHNCkVnRIPC8I5EuAPpQvMR2fNz3AWr16tSxdulSWLVsm++23n7Ro0UIWLFggbdq00UEXFRDYjACNkkj4IECOfFAMdw3yE673PitngOWTZnhr0YfC87yqijUcDI8j4RGgD9n03OQA680335T+/fvL9OnTS6nfcccd0q9fP6lZs2Y0wBo1apQcdNBBNl1BdWYJ0Cgza22qhZGjVHFnbjPykzlLi1IQA6yiYM/MpvShzFiZSCHFOBg+kUJYVDUB+pBqeyoVZ26ANXHiROnRo0eFgtwA6+STT5ZGjRqV/uyll16SQw45xKYzW1H9zTffyIgRI2SXXXaRc845p+Aa586dK/Pnz5dVq1ZJ27Ztxf0Laf369QtejwurJkCjJCE+CJAjHxTDXYP8hOu9z8oZYPmkGd5a9KHwPI9TcRoHw8fRx7U2CdCHbPpmaoD1wQcfRI8KlpSUSNOmTaV3797y2muvyeOPPy5ugHX++efLVVddJTfffHPkxoEHHiivvPKK1KhRw6Y7Vah2Q6vRo0dHd5u5AVS+L/f4Za9eveTJJ5+scOn9998vZ599dr5L8vlqEKBRVgMSH9kqAXK0VUR8oAoC5Id4+CDAAMsHxXDXoA+F672PyidOfzta5qUVe0V/zw248ll784PhOUcrH3rZ+Cx9yKaPpgZY119/vVx77bXSsmXLaDC1ww47yNVXXy1DhgyJBlgXXnhh5MLTTz8tRx99dPTPb7zxhrRq1cqmO5WovvXWW+Xyyy+PflrIAGvdunVy1FFHycyZM6M1unbtGg0Ep02bJgsXLozeu+uuu6Rv376Z4qahGBqlBhfsayBH9j0sZgXkp5j0s7M3A6zseFmMSuhDxaCenT03z4+vg+HdEGv/JjU5GD47UamyEvqQTaNNDbBOPPHE6G6rv/71r3LSSSdFxLc0wHLvN2vWTJYsWSKTJ0+W4447zqY7m6n+5JNP5JJLLhH3GGXuVcgAq+xjmO4urrPOOita7uuvv44ew3TM6tWrJ26/unXrZoKdliJolFqcsK2DHNn2r9jqyU+xHcjG/gywsuFjsaqgDxWLfDb2rU5+OBg+G14nWUV1cpTk/qxdGAFTAyz3+OBbb70lc+bMic5qqmqA5QYxbtA1btw46dmzZ2F0FF3lhk7usT73+GTZVyEDrA4dOsjs2bOlefPm8s4775Rb7/3335cmTZpE740ZM0b69OmjiIJ9KTRK+x5qqIAcaXDBrgbyY9c7TcoZYGlyw54W+pA9zzQpLiQ/vg+Gdzx47FBTKvLXUkiO8t+FK3wTMDXAyg2lHnjgATnzzDMrHWC5R+RatGgR3YH18ssvy8EHH+ybW+rrderUqfSRP/d4nzsP7Kabbsr7EUJ3+Pv2228f6R82bJgMHDiwQi0dO3aUWbNmRY9hPvXUU6nXmuUNaZRZdje92shReqyzuBP5yaKr6dfEACt95lnakT6UJTfTr8VHfjgYPn3ftO3oI0faagpBj6kB1tChQ2XQoEHSuHHj6PD23XbbbYuPEObOynIGrlmzRnbaaSfzXnbu3Dkayg0YMCC6Qyr36GS+d2A5bu3atYt4zJgxQ9xgbPOXY+xYO84rVqwwz05TATRKTW7Y1UKO7HqnQTn50eCCfQ0MsOx7WMwK6EPFpG9/7yTy4/McrTM6bhtB5g4t3VlLIke6K86GOlMDrM8++yz6FsKVK1dGZzRdc8010V1J7pv03KHmhx9+uNx7770yderUyJ3LLrtM3IHnWXi5u8q22Wab0lIKHWA988wz0QHu7vX666/L/vvvXwFPblDofuD2rVWrVhYQqqiBRqnCBvMiyJF5C4taAPkpKv7MbM4AKzNWFqUQ+lBRsGdm0zTy43OgxcHwOqOXRo50Vm5blakBlkNd9hsGq0LvvqnQnZWV1UPICx1gTZo0Sbp37x6hc+dd7bnnnhUwjho1Ss4777zofXfmlvu2R15+CNAo/XAMfRVyFHoC4tVPfuLx4+qNBBhgkYQ4BOhDcehxbbHyw8Hw2cpesXKULYrpV2NugOUQLV26VH7729+W+za+sujc2VC/+c1vpE6dOukTTWnHQgdYjzzySOk3OLo72Ro1alRB8fjx40sPvl+1apU0aNAgpaqyvw2NMvsep1EhOUqDcnb3ID/Z9TbNyhhgpUk7e3vRh7LnaZoVackPB8On6br/vbTkyH9l2V7R5AArZ8natWujYZb7yw2r9tprr+h8qLKP2mXVvkIHWGUfIXTcfvzjH1dAdPfdd0u/fv2i992h77Vr184LY64Z5HURH4YABCAAAQhAAAIQgAAEIGCUwJJVdSPl0xfvIos3/XO+pTRruDa65BfNPov+nvt1vuvweQj4INC+fXsfy3hdw9QAa9y4cfLVV19Jjx49pGHDhl5BWFus0AHWm2++Ka1bt47KnTdvnrRt27ZC6TfeeKMMHjw4en/Dhg15o2GAlTcyLoAABCAAAQhAAAIQgAAEMkSg7EDLlRVnqMVAK0PBMFQKA6yYZrlv4Bs+fHi0yimnnCJ9+vSRI444Iog7rjZHV+gAyx2En3ts0N2NdeSRR1ZwpX///nLbbbdJ06ZNZfHixTFd4/KyBLhVlTz4IECOfFAMdw3yE673PivnEUKfNMNbiz4Unuc+K7aaHw6G95mC+GtZzVH8ym2vYOoOrP/7v/+LzrYq+2rcuLGcf/75cvrpp0uLFi1su5GH+kIHWOvXry/9VsGrrrpK3N1Wm78cx4ULF0qvXr3kwQcfzEMVH90aARrl1gjx8+oQIEfVocRnKiNAfsiGDwIMsHxQDHcN+lC43vuoPEv54WB4H4kobI0s5agwAjavMjXAcohXrFgh7iDyMWPGRI/AlX0ddthhcs4558gvf/lL2WmnnWw6Uk3VhQ6w3PKXXnqp3H777eKGf8uXLy8daLmfOaa5WwXHjh0rvXv3rqYiPlYdAjTK6lDiM1sjQI62RoifV0WA/JAPHwQYYPmgGO4a9KFwvfdReZbzw8HwPhJSvTWynKPqEbD5KXMDrLKY33rrLfnzn/8s9913n7hv1Cv7OvPMM+WMM86Qjh07Ss2aNW26U4Xq6gywRowYIXPmzIkOuB89enTpaosWLZJ99tkn+nXPnj2jn2233XaybNmy6JHCJUuWRMOt9957L9Pf5FiMUNAoi0E9e3uSo+x5mmZF5CdN2tndiwFWdr1NozL6UBqUs7tHSPkp+9hh7p/zdXb/H9WKLjmj47bR33O/znedrH0+pBxlyTvTA6ycEd99953MmjVLHn74YRk/fryUlJSUeuSGMu6bCbP2qs4Aq3v37jJp0qSo9M0PY8/dhZXj0qZNG1mwYEEppqlTp8oxxxyTNWxFr4dGWXQLMiGAHGXCxqIVQX6Khj5TGzPAypSdqRdDH0odeaY2DDk/Ps/RCn2gFXKOLDeETAywnAGffPKJTJ48WSZMmCAzZ87M/ADrmmuukRtuuEHatWsnlX3rn/u2xokTJ25xgOXevPPOO+XKK68sN/Br3ry5jBw5Ujp37mw512q10yjVWmNKGDkyZZc6seRHnSUmBTHAMmmbGtH0ITVWmBRCfr63zedAa/8mNeWAJrWCuUOLHJn87S+mB1hffvmlTJkyJTpo3N0xVPbl7ig677zzojOxateubdOdFFS7O7OWLl0qH330key5557RX7VqbbzNlJd/AjRK/0xDXJEchei6v5rJjz+WIa/EACtk9+PXTh+KzzDkFchP1e77Okcr6wMtcmSzi5gbYK1bt05mzJghDz30kIwbN64c9Xr16kUDK/fteW3btrXpCKozTYBGmWl7UyuOHKWGOpMbkZ9M2pp6UQywUkeeqQ3pQ5myM/ViyE9+yH0NtNyuWXrskBzllyMtnzY1wHLnW/Xt27fcI28OZNeuXaVPnz7R392B5bwgoJUAjVKrM7Z0kSNbfmlTS360OWJTDwMsm75pUU0f0uKETR3kJ55vHAy/kR85ipejYl1taoA1YMAAGT58eMSqadOmcv7558vpp58uu+++e7H4sS8E8iJAo8wLFx+uhAA5IhpxCJCfOPS4NkeAARZZiEOAPhSHHteSH78Z8HmOlqU7tMiR3xyltZqpAdaQIUPEfavgGWecIT/96U+lRo0aaXFiHwh4IUCj9IIx+EXIUfARiAWA/MTCx8WbCDDAIgpxCNCH4tDjWvKTbAZ8DrQ0n6NFjpLNUVKrmxpgJQWBdSGQFgEaZVqks70POcq2v0lXR36SJhzG+gywwvA5qSrpQ0mRDWNd8pO+z77P0dr/R8X/0jBylH6OfOyodoDl7rR67LHHohq7dOki++67r/zjH/+QuXPn5lW3+ybCHXbYIa9r+DAEkiJAo0yKbFjrkqOw/PZdLfnxTTTM9Rhghem7r6rpQ75IhrkO+Sm+774HWq6itIda5Kj4OSpEgdoB1tSpU6PBlXtNmDBBTj31VCl7BlZ1i3WDsCZNmlT343wOAokSoFEmijeYxclRMFYnUij5SQRrcIsywArOcq8F04e84gxuMfKjz3KLB8OTI305qo4itQOsmTNnysknnxzVcN9998kJJ5wgf/jDH2TkyJHVqav0M6+99prstttueV3DhyGQFAEaZVJkw1qXHIXlt+9qyY9vomGuxwArTN99VU0f8kUyzHXIj37ffZ6jldTB8ORIf462pFDtAMsmTlRDoGoCNEoS4oMAOfJBMdw1yE+43vusnAGWT5rhrUUfCs9znxWTH58001nL50DL18Hw5Cgd733vYmqAtXz5clmxYoU0a9ZMdtxxxypZPPvss/L222/L6aefLg0aNPDNjfUgUBABGmVB2LhoMwLkiEjEIUB+4tDj2hwBBlhkIQ4B+lAcelxLfrKRAd/naOV7hhY5spkjUwOs3BlYTzzxhHTr1q1S4hs2bJCaNWtGP3/llVfkoIMOsukOqjNHgEaZOUuLUhA5Kgr2zGxKfjJjZVELYYBVVPzmN6cPmbewqAWQn6LiT2xz3wMtJ7SqoRY5SszKRBdWPcBavXq1rFu3rhTANddcI/fcc4888MAD0rVr1y2C+fbbb8Wde3XcccdFP3/hhRfksMMOSxQii0OgugRolNUlxeeqIkCOyEccAuQnDj2uzRFggEUW4hCgD8Whx7XkJ4wMJH0wPDmymSPVA6zjjz9eJk+eHIusG4LVr18/1hpcDAFfBGiUvkiGvQ45Ctv/uNWTn7gEud4RYIBFDuIQoA/Foce15CfMDPg8R8sdDP/OOwulWcO10r59+zCBGq1a9QBr0aJFss8++xSM9rrrrpNrr7224Ou5EAK+CfAHrm+iYa5HjsL03VfV5McXybDXYYAVtv9xq6cPxSUY9vXkJ2z/c9X7HGj5OhgeZ5InoHqA5cp3jwOuWbMmIjFy5EiZNGmS/P73v5fDDz98i3Tc2Vd16tSR3XffXfbYY4/kCbIDBPIgwB+4ecDio5USIEeEIw4B8hOHHtfmCDDAIgtxCNCH4tDjWvJDBioj4PscrXwPhseZ5AmoH2CVRTBixAgZN26cuL9XNsBKHhk7QKBwAvyBWzg7rvyeADkiDXEIkJ849LiWARYZ8EGAPuSDYrhrkJ9wvc+3ct8DLbc/Q618XfD7eVMDrFzp7o4s902ELVq0kIMPPriUyJ///Gd59dVX5Ze//KV07NjRLylWg4AHAvyB6wEiSwg5IgRxCJCfOPS4lgEWGfBBgD7kg2K4a5CfcL2PW3nZxw6//LJEFq+qm/eSuQGWO0eLgVbe+GJfYG6A5b5VsEuXLlJSUiI33HCDDB48uBTCZZddFt2d5V59+/aV2267TWrXrh0bEgtAwBcB/sD1RTLsdchR2P7HrZ78xCXI9Y4AjxCSgzgE6ENx6HEt+SEDPgi4HC1ZVVeat2guY//xbbRkbsCV7/puqMVAK19qhX3e1ADr448/lt1226200oEDB8qwYcNKfz169GgZMmSILFmyJHqPQ9wLCwVXJUeAP3CTYxvSyuQoJLf910p+/DMNcUUGWCG67q9m+pA/liGuRH5CdN1/zZXlyA2xfAy0OBjev2duRVMDrKuvvjoaUNWrV0/csOrXv/611KhRoxyZdevWRXdlDR06NHr/008/lV122SUZeqwKgTwJ8AdunsD4+BYJkCOCEYcA+YlDj2tzBBhgkYU4BOhDcehxLfkhAz4IVDdHvs/R4gyteO6ZGmC5RwenTp1a4dHBzRG4xwt33HHH6O3nnntOfv7zn8ejxNUQ8ESguo3S03Ysk1EC5CijxqZUFvlJCXTGt2GAlXGDEy6PPpQw4IwvT34ybnBK5RWaI98DLVcuQ63qm25qgLXffvvJW2+9JbNnz5af/vSnVVbZvXt3mTRpkjz44IPSq1ev6hPhkxBIkEChjTJBSSxtkAA5MmiaIsnkR5EZhqUwwDJsngLp9CEFJhiWQH4Mm6dIuq8clT0Y3pVXyDlaHAxf/WCYGmCdc8450aODDzzwgJx55plVVtm+fXuZN2+e/OMf/5DDDz+8+kT4JAQSJOCrUSYokaUNECBHBkxSLJH8KDbHkDQGWIbMUiiVPqTQFEOSyI8hsxRLTSpHPgZaDhsHw285PKYGWA899FB0N1Xjxo3l9ddfl1133XWLVbkhlxt2uddnn30mO++8s+LfOkgLiUBSjTIkhtQqQo5IQRwC5CcOPa7NEWCARRbiEKAPxaHHteSHDPggkGaOOBjeh2Mb1zA1wFq+fLnsu+++4s64cge5DxgwIHqU0A2y1q5dKx9++KGMHTtWHn/88ai4Cy64QO6++25/tFgJAjEJpNkoY0rlcsUEyJFicwxIIz8GTDIgkQGWAZMUS6QPKTbHgDTyY8AkAxKLmSPf52iFdIaWqQGW+32wYMECOeqoo2TlypVV/rZo2bKlvPLKK7LDDjsY+O2DxFAIFLNRhsI4hDrJUQguJ1cj+UmObUgrM8AKyW3/tdKH/DMNaUXyE5LbydWqKUe+B1qOWlaHWuYGWM6MZcuWyRVXXCHPP/98hUGWuzPr97//vfTr109q166dXOJZGQIFENDUKAuQzyVKCJAjJUYYlUF+jBqnTDYDLGWGGJNDHzJmmDK55EeZIUblaM6Rj3O0snowvMkBVtnfI59//nn0zYRuWLXXXntJo0aNjP4WQnYIBDQ3yhD4Z6VGcpQVJ4tTB/kpDves7coAK2uOplsPfShd3lnbjfxkzdHi1GMpRz4GWo5yFg6GNz/AKk7c2RUChRGw1CgLq5Cr0iBAjtKgnN09yE92vU2zMgZYadLO3l70oex5mmZF5CdN2tndy3qOQj0Y3uwA64UXXpDJkyfLO++8I2+//bb87ne/k549e0bfUtijRw/p0qWL1KpVK7u/46jMJAHrjdIk9AyKJkcZNDXFkshPirAzvBUDrAybm0Jp9KEUIGd4C/KTYXNTLC1rOfJ9jpbWM7TMDbDcI4MXXXSR/OUvfykX7zvuuEPOOussqVu3bvT+KaecEn0j4XbbbZfibwO2gkDVBLLWKPG7OATIUXG4Z2VX8pMVJ4tbBwOs4vK3vjt9yLqDxdVPforLPyu7Zz1HcQdaO+9QQ/56ycbZiqaXqQHWhg0b5IQTTojuvMq93KHtJSUl4gZYp512mjRp0iT6tXsNGjRIbrrpJk280RI4gaw3ysDtTa18cpQa6kxuRH4yaWvqRTHASh15pjakD2XKztSLIT+pI8/khqHlKN9ztBhgeYj9xIkTo8cD3euee+6RU089VYYOHSpDhgyJBlgXXnihfPDBB3L++efL1KlTo8+tWrVKGjRo4GF3loBAfAKhNcr4xFhhSwTIEbmIQ4D8xKHHtTkCDLDIQhwC9KE49LiW/JABHwRCz9HWBlod960l13av4wO11zVM3YHVt2/faHBV9s6qq6++utwAy9H58ssvxd2Z5V6zZs2SDh06eIXGYhAolEDojbJQblxXngA5IhFxCJCfOPS4lgEWGfBBgD7kg2K4a5CfcL33WTk5qkiz7MHwO9UVBlhxA3fQQQfJnDlzyg2ltjTAcvscd9xx8uSTT8q4ceOiw915QUADARqlBhfsayBH9j0sZgXkp5j0s7M3d2Blx8tiVEIfKgb17OxJfrLjZTErIUfFpF/43qbuwOrYsWM0vJoxY4Z06tQpqrqyAdYxxxwj06ZNkylTpkjXrl0LJ8SVEPBIgEbpEWbAS5GjgM33UDr58QCRJYQBFiGIQ4A+FIce15IfMuCDADnyQTH9NUwNsC677DIZMWKEnHHGGfKnP/2p0gHW22+/LS1btox+vmjRImnWrFn6ZNkRAlsgQKMkFj4IkCMfFMNdg/yE673Pyhlg+aQZ3lr0ofA891kx+fFJM9y1yJFN700NsNzB7F26dIlI/+53v4vuvrr++uvLnYH14osvSp8+fWThwoXStGnT6O+1atWy6Q6qM0eARpk5S4tSEDkqCvbMbEp+MmNlUQthgFVU/OY3pw+Zt7CoBZCfouLPzObkyKaVpgZYDrEbTuXuviqLvHnz5rLNNtvIW2+9Vfr2Cy+8IIcddphNZ1CdSQI0ykzamnpR5Ch15JnakPxkys6iFcMAq2joM7ExfSgTNhatCPJTNPSZ2pgc2bTT3ACrpKREfvvb38rdd99dKXH3DYTu56effrpNV1CdWQI0ysxam2ph5ChV3JnbjPxkztKiFMQAqyjYM7MpfSgzVhalEPJTFOyZ25Qc2bRU7QDLBWr+/Ply4IEHSuvWrSvQdT977LHH5F//+lf0V926dWXfffeVVq1ayVlnnSUNGjSw6QiqM02ARplpe1MrjhylhjqTG5GfTNqaelEMsFJHnqkN6UOZsjP1YshP6sgzuSE5smmr2gHWTTfdJFdddZWcdtppMn78+IjuxIkTZfr06XLRRRdJmzZtbBJHddAEaJRB2++teHLkDWWQC5GfIG33XjQDLO9Ig1qQPhSU3d6LJT/ekQa5IDmyabvaAVb//v3ltttuk6OPPlqeeuqpiO6AAQNk+PDh8sQTT0i3bt1sEkd10ARolEHb7614cuQNZZALkZ8gbfdeNAMs70iDWpA+FJTd3oslP96RBrkgObJpu9oB1v333y/nnntuRNUNrQ455BC58847ZcKECXLLLbfIEUccUS3i7vFDd7g7LwhoIECj1OCCfQ3kyL6HxayA/BSTfnb2ZoCVHS+LUQl9qBjUs7Mn+cmOl8WshBwVk37he6sdYL399tvSsmXLwivbdOWyZcukSZMmsddhAQj4IECj9EGRNcgRGYhDgPzEoce1OQIMsMhCHAL0oTj0uJb8kAEfBMiRD4rpr6F2gOVQPProo9KnTx9x3zxY6IsBVqHkuC4JAjTKJKiGtyY5Cs9znxWTH580w12LAVa43vuonD7kg2K4a5CfcL33WTk58kkzvbXUDrCWL18eDa6aNm0qX3zxhaxZs0b+8Ic/yNixY+WOO+6Qzp07V4uSu75WrVrV+iwfgkDSBGiUSRMOY31yFIbPSVVJfpIiG9a6DLDC8tt3tfQh30TDWo/8hOV3UtWSo6TIJruu2gHWrbfeKpdffrn06NFDHn744YjCmWeeGQ2w3F+9e/dOlgyrQyABAjTKBKAGuCQ5CtB0jyWTH48wA16KAVbA5nsonT7kAWLAS5CfgM33WDo58ggzxaXUDrDc8MoNscoOsHLvPf7443L88ceniImtIOCHAI3SD8fQVyFHoScgXv3kJx4/rt5IgAEWSYhDgD4Uhx7Xkh8y4IMAOfJBMf011A6w3DcPDhgwQOrVqyfPPvustG3bVgYNGhR9I+ETTzwh3bp1S58WO0IgJgEaZUyAXB4RIEcEIQ4B8hOHHtfmCDDAIgtxCNCH4tDjWvJDBnwQIEc+KKa/htoB1ssvvyyHHnpobCIffvih7L777rHXYQEI+CBAo/RBkTXIERmIQ4D8xKHHtQywyIAPAvQhHxTDXYP8hOu9z8rJkU+a6a2ldoC1bt266Ays22+/PRYNvoUwFj4u9kyARukZaKDLkaNAjfdUNvnxBDLwZbgDK/AAxCyfPhQTYOCXk5/AA+CpfHLkCWTKy6gdYOU4LFiwQJYuXSqrV6+WcePGyYwZM6Rfv36lZy9sjdfJJ58sdevW3drH+DkEUiFAo0wFc+Y3IUeZtzjRAslPoniDWZwBVjBWJ1IofSgRrMEsSn6CsTrRQslRongTW1z9AKts5e5MLM7ASiwLLJwCARplCpAD2IIcBWBygiWSnwThBrQ0A6yAzE6gVPpQAlADWpL8BGR2gqWSowThJri0qQHW4sWLxZ1p1bp1a2nYsGGCWFgaAskQoFEmwzW0VclRaI77rZf8+OUZ6moMsEJ13k/d9CE/HENdhfyE6rzfusmRX55praZ2gOXOwFq1apXUqlVLdt5557x4rFmzRu67777omr59+0bfZMgLAhoI0Cg1uGBfAzmy72ExKyA/xaSfnb0ZYGXHy2JUQh8qBvXs7El+suNlMSshR8WkX/jeagdYU6dOlS5dukSVbdiwoVyF69evl3vvvVfc37t37y677rpruZ+/++670rx58+g9DnEvPBxc6Z8AjdI/0xBXJEchuu6vZvLjj2XIKzHACtn9+LXTh+IzDHkF8hOy+/5qJ0f+WKa5kskB1n//+1+pXbt2xGnWrFnSoUMHBlhppoa9CiZAoywYHReWIUCOiEMcAuQnDj2uzRFggEUW4hCgD8Whx7Xkhwz4IECOfFBMfw0GWOkzZ8eACdAoAzbfY+nkyCPMAJciPwGankDJDLASgBrQkvShgMxOoFTykwDUAJckRzZNZ4Bl0zdUGyVAozRqnDLZ5EiZIcbkkB9jhimVywBLqTFGZNGHjBilVCb5UWqMMVnkyJhhm+QywLLpG6qNEqBRGjVOmWxypMwQQxS2+wAAIABJREFUY3LIjzHDlMplgKXUGCOy6ENGjFIqk/woNcaYLHJkzDAGWDYNQ7VtAjRK2/5pUU+OtDhhUwf5sembNtUMsLQ5YksPfciWX9rUkh9tjtjUQ45s+sYdWDZ9Q7VRAjRKo8Ypk02OlBliTA75MWaYUrkMsJQaY0QWfciIUUplkh+lxhiTRY6MGbZJLgMsm76h2igBGqVR45TJJkfKDDEmh/wYM0ypXAZYSo0xIos+ZMQopTLJj1JjjMkiR8YMY4Bl0zBU2yZAo7Ttnxb15EiLEzZ1kB+bvmlTzQBLmyO29NCHbPmlTS350eaITT3kyKZv3IFl0zdUGyVAozRqnDLZ5EiZIcbkkB9jhimVywBLqTFGZNGHjBilVCb5UWqMMVnkyJhhm+SaGGDVq1evHN2SkpJyv67q58uWLZMmTZrYdAfVmSNAo8ycpUUpiBwVBXtmNiU/mbGyqIUwwCoqfvOb04fMW1jUAshPUfFnZnNyZNNKEwOsOGgZYMWhx7W+CdAofRMNcz1yFKbvvqomP75Ihr0OA6yw/Y9bPX0oLsGwryc/Yfvvq3py5ItkuuuoHWC9/fbbct9998Wmcc0110iDBg1ir8MCEPBBgEbpgyJrkCMyEIcA+YlDj2tzBBhgkYU4BOhDcehxLfkhAz4IkCMfFNNfQ+0AK30U7AiB5AnQKJNnHMIO5CgEl5OrkfwkxzaklRlgheS2/1rpQ/6ZhrQi+QnJ7eRqJUfJsU1yZQZYSdJNYO25c+fK/PnzZdWqVdK2bVtx/wJZv379vHdy1y9durTK6370ox9Jo0aN8l6bCyonQKMkHT4IkCMfFMNdg/yE673Pyhlg+aQZ3lr0ofA891kx+fFJM9y1yJFN7xlgGfFt9erV0qtXL3nyyScrKL7//vvl7LPPzquSW265RQYOHFjlNbfffrtcfPHFea3Lh6smQKMkIT4IkCMfFMNdg/yE673Pyhlg+aQZ3lr0ofA891kx+fFJM9y1yJFN7xlgGfBt3bp1ctRRR8nMmTMjtV27dpWmTZvKtGnTZOHChdF7d911l/Tt27fa1Zx++ukyYcIEBljVJubngzRKPxxDX4UchZ6AePWTn3j8uHojAQZYJCEOAfpQHHpcS37IgA8C5MgHxfTXYICVPvO8d5w4caL06NEjum706NFy1llnRf/89ddfy8knnyyTJ0+WevXqySeffCJ169at1vrNmjWTJUuWyODBg+Xyyy/f4jU/+MEPZNttt63WenyoegRolNXjxKeqJkCOSEgcAuQnDj2uzRFggEUW4hCgD8Whx7Xkhwz4IECOfFBMfw0GWOkzz3vHDh06yOzZs6V58+byzjvvlLv+/ffflyZNmkTvjRkzRvr06bPV9UtKSmTHHXeMPjdlypToji5e6RCgUabDOeu7kKOsO5xsfeQnWb6hrM4AKxSnk6mTPpQM11BWJT+hOJ1sneQoWb5Jrc4AKymyntb95ptvZPvtt49WGzZs2BbPrerYsaPMmjVLjj76aHnqqae2uvPLL78shx56aPS5Dz/8UHbfffetXsMH/BCgUfrhGPoq5Cj0BMSrn/zE48fVGwkwwCIJcQjQh+LQ41ryQwZ8ECBHPiimvwYDrPSZ57Xja6+9Ju3atYuumTFjhnTq1KnC9YMGDZKhQ4dK48aNZcWKFVtdf9SoUXLeeedFjx3OmzdPnnjiiejOroYNG8oBBxwgXbp0iX7Gyz8BGqV/piGuSI5CdN1fzeTHH8uQV2KAFbL78WunD8VnGPIK5Cdk9/3VTo78sUxzJQZYadIuYK9nnnkmOsDdvV5//XXZf//9K6zihlduiOVe7sD3WrVqVblTv3795O677670M3vssYf8+c9/FvfoIi+/BGiUfnmGuho5CtV5P3WTHz8cQ1+FAVboCYhXP30oHr/QryY/oSfAT/3kyA/HtFdhgJU28Tz3mzRpknTv3j26yp13teeee1ZYIXdHlfuBO99qhx12qHKXgw46SObMmRN9xt1pdeyxx0bfavjqq69Gd3nlXu+++67svffeeSrm41URoFGSDx8EyJEPiuGuQX7C9d5n5QywfNIMby36UHie+6yY/PikGe5a5Mim9wywlPv2yCOPyEknnRSpXLlypTRq1KiC4vHjx0vPnj2j91etWiUNGjSotKoNGzbID3/4w2gt92ji1KlTo0cPc6+//OUvcuqpp0a/rO6ZWptvlmsGytEiDwIQgAAEIAABCEAAAhCAAAQgAIEtEGjfvr06Lgyw1FlSXlDZRwiXLl0qP/7xjysodo8DuscC3csd+l67du2tVrV69eroc3Xr1q3w2TPPPFPGjh0bvb927drSQ+S3uuimDzDAqi4pPgcBCEAAAhCAAAQgAAEIQAACENBHgAGWPk/UK3rzzTeldevWkU534Hrbtm0raL7xxhtl8ODB0fvuDqu4r7J3Yc2fP1/atGkTd0mu32y4p7EZYJIdAtzybMcrjUrJj0ZX7GniEUJ7nmlSTB/S5IY9LeTHnmcaFZMjja5sXRN3YG2dUVE/8dlnn5U+NujuxjryyCMr6Onfv7/cdttt0TlWixcvjq3XPVbovonQvebOnSsMW2IjLV2ARumPZcgrkaOQ3Y9fO/mJz5AVRBhgkYI4BOhDcehxLfkhAz4IkCMfFNNfgwFW+szz2nH9+vWl3yp41VVXibvbavNXixYtZOHChdKrVy958MEHq1x/9uzZctZZZ8nHH38szz77rBx44IEVPj9y5Ei55JJLovfXrFkjO+20U16a+XDlBGiUpMMHAXLkg2K4a5CfcL33WTkDLJ80w1uLPhSe5z4rJj8+aYa7Fjmy6T0DLAO+XXrppXL77bdHh60vX768dKDlpLvHCnN3SLlzq3r37l1lRR999JHsscce0WfcnVvDhw8v9/mvv/5aWrVqJUuWLIkeHXSPEPLyR4BG6Y9lyCuRo5Ddj187+YnPkBW4A4sMxCNAH4rHL/SryU/oCfBTPznywzHtVRhgpU28gP0WLVok++yzT3Sl+7bB0aNHy3bbbSfLli2LHil0wyY33HrvvfekTp06pTuMGDFC5syZE73nrsm9OnbsKLNmzYp+OW7cuHLfYOjuznr88cejn02bNk06d+5cgGIuqYwAjZJs+CBAjnxQDHcN8hOu9z4r5w4snzTDW4s+FJ7nPismPz5phrsWObLpPQMsI77l7sLKyXV3Ry1YsKBUvTu36phjjilXTffu3WXSpEnRe2UPd//ggw9kv/32k5KSkuhn7o6sXXfdNRp25V7XXXedXHvttUbo2JFJo7TjlWal5EizO/q1kR/9HllQyADLgkt6NdKH9HpjQRn5seCSfo3kSL9HW1LIAMuQb3feeadceeWVpYMnJ7158+bizqza0p1SPXr0kIkTJ1YYYLk33BBr0KBBMmHChHIE3HrDhg2TE044wRAZO1JplHa80qyUHGl2R7828qPfIwsKGWBZcEmvRvqQXm8sKCM/FlzSr5Ec6feIAZZNj8qpdndSLV26VNxZVnvuuWf0V61atQqubO3atdE3F7q7sVq2bCn169cveC0u3DoBGuXWGfGJrRMgR1tnxCcqJ0B+SIcPAgywfFAMdw36ULje+6ic/PigyBrkyGYGuAPLpm+oNkqARmnUOGWyyZEyQ4zJIT/GDFMqlwGWUmOMyKIPGTFKqUzyo9QYY7LIkTHDNsllgGXTN1QbJUCjNGqcMtnkSJkhxuSQH2OGKZXLAEupMUZk0YeMGKVUJvlRaowxWeTImGEMsGwahmrbBGiUtv3Top4caXHCpg7yY9M3baoZYGlzxJYe+pAtv7SpJT/aHLGphxzZ9I07sGz6hmqjBGiURo1TJpscKTPEmBzyY8wwpXIZYCk1xogs+pARo5TKJD9KjTEmixwZM2yTXAZYNn1DtVECNEqjximTTY6UGWJMDvkxZphSuQywlBpjRBZ9yIhRSmWSH6XGGJNFjowZxgDLpmGotk2ARmnbPy3qyZEWJ2zqID82fdOmmgGWNkds6aEP2fJLm1ryo80Rm3rIkU3fuAPLpm+oNkqARmnUOGWyyZEyQ4zJIT/GDFMqlwGWUmOMyKIPGTFKqUzyo9QYY7LIkTHDNsllgGXTN1QbJUCjNGqcMtnkSJkhxuSQH2OGKZXLAEupMUZk0YeMGKVUJvlRaowxWeTImGEMsGwahmrbBGiUtv3Top4caXHCpg7yY9M3baoZYGlzxJYe+pAtv7SpJT/aHLGphxzZ9I07sGz6hmqjBGiURo1TJpscKTPEmBzyY8wwpXIZYCk1xogs+pARo5TKJD9KjTEmixwZM2yTXAZYNn1DtVECNEqjximTTY6UGWJMDvkxZphSuQywlBpjRBZ9yIhRSmWSH6XGGJNFjowZxgDLpmGotk2ARmnbPy3qyZEWJ2zqID82fdOmmgGWNkds6aEP2fJLm1ryo80Rm3rIkU3fuAPLpm+oNkqARmnUOGWyyZEyQ4zJIT/GDFMqlwGWUmOMyKIPGTFKqUzyo9QYY7LIkTHDNsllgGXTN1QbJUCjNGqcMtnkSJkhxuSQH2OGKZXLAEupMUZk0YeMGKVUJvlRaowxWeTImGEMsGwahmrbBGiUtv3Top4caXHCpg7yY9M3baoZYGlzxJYe+pAtv7SpJT/aHLGphxzZ9I07sGz6hmqjBGiURo1TJpscKTPEmBzyY8wwpXIZYCk1xogs+pARo5TKJD9KjTEmixwZM2yTXAZYNn1DtVECNEqjximTTY6UGWJMDvkxZphSuQywlBpjRBZ9yIhRSmWSH6XGGJNFjowZxgDLpmGotk2ARmnbPy3qyZEWJ2zqID82fdOmmgGWNkds6aEP2fJLm1ryo80Rm3rIkU3fuAPLpm+oNkqARmnUOGWyyZEyQ4zJIT/GDFMqlwGWUmOMyKIPGTFKqUzyo9QYY7LIkTHDNsllgGXTN1QbJUCjNGqcMtnkSJkhxuSQH2OGKZXLAEupMUZk0YeMGKVUJvlRaowxWeTImGEMsGwahmrbBGiUtv3Top4caXHCpg7yY9M3baoZYGlzxJYe+pAtv7SpJT/aHLGphxzZ9I07sGz6hmqjBGiURo1TJpscKTPEmBzyY8wwpXIZYCk1xogs+pARo5TKJD9KjTEmixwZM2yTXAZYNn1DtVECNEqjximTTY6UGWJMDvkxZphSuQywlBpjRBZ9yIhRSmWSH6XGGJNFjowZxgDLpmGotk2ARmnbPy3qyZEWJ2zqID82fdOmmgGWNkds6aEP2fJLm1ryo80Rm3rIkU3fuAPLpm+oNkqARmnUOGWyyZEyQ4zJIT/GDFMqlwGWUmOMyKIPGTFKqUzyo9QYY7LIkTHDNsllgGXTN1QbJUCjNGqcMtnkSJkhxuSQH2OGKZXLAEupMUZk0YeMGKVUJvlRaowxWeTImGEMsGwahmrbBGiUtv3Top4caXHCpg7yY9M3baoZYGlzxJYe+pAtv7SpJT/aHLGphxzZ9I07sGz6hmqjBGiURo1TJpscKTPEmBzyY8wwpXIZYCk1xogs+pARo5TKJD9KjTEmixwZM2yTXAZYNn1DtVECNEqjximTTY6UGWJMDvkxZphSuQywlBpjRBZ9yIhRSmWSH6XGGJNFjowZxgDLpmGotk2ARmnbPy3qyZEWJ2zqID82fdOmmgGWNkds6aEP2fJLm1ryo80Rm3rIkU3fuAPLpm+oNkqARmnUOGWyyZEyQ4zJIT/GDFMqlwGWUmOMyKIPGTFKqUzyo9QYY7LIkTHDNsllgGXTN1QbJUCjNGqcMtnkSJkhxuSQH2OGKZXLAEupMUZk0YeMGKVUJvlRaowxWeTImGEMsGwahmrbBGiUtv3Top4caXHCpg7yY9M3baoZYGlzxJYe+pAtv7SpJT/aHLGphxzZ9I07sGz6hmqjBGiURo1TJpscKTPEmBzyY8wwpXIZYCk1xogs+pARo5TKJD9KjTEmixwZM2yTXAZYNn1DtVECNEqjximTTY6UGWJMDvkxZphSuQywlBpjRBZ9yIhRSmWSH6XGGJNFjowZxgDLpmGotk2ARmnbPy3qyZEWJ2zqID82fdOmmgGWNkds6aEP2fJLm1ryo80Rm3rIkU3fuAPLpm+oNkqARmnUOGWyyZEyQ4zJIT/GDFMqlwGWUmOMyKIPGTFKqUzyo9QYY7LIkTHDNsllgGXTN1QbJUCjNGqcMtnkSJkhxuSQH2OGKZXLAEupMUZk0YeMGKVUJvlRaowxWeTImGEMsGwahmrbBGiUtv3Top4caXHCpg7yY9M3baoZYGlzxJYe+pAtv7SpJT/aHLGphxzZ9I07sGz6hmqjBGiURo1TJpscKTPEmBzyY8wwpXIZYCk1xogs+pARo5TKJD9KjTEmixwZM2yTXAZYNn1DtVECNEqjximTTY6UGWJMDvkxZphSuQywlBpjRBZ9yIhRSmWSH6XGGJNFjowZxgDLpmGotk2ARmnbPy3qyZEWJ2zqID82fdOmmgGWNkds6aEP2fJLm1ryo80Rm3rIkU3fuAPLpm+oNkqARmnUOGWyyZEyQ4zJIT/GDFMqlwGWUmOMyKIPGTFKqUzyo9QYY7LIkTHDNsllgGXTN1QbJUCjNGqcMtnkSJkhxuSQH2OGKZXLAEupMUZk0YeMGKVUJvlRaowxWeTImGEMsGwahmrbBGiUtv3Top4caXHCpg7yY9M3baoZYGlzxJYe+pAtv7SpJT/aHLGphxzZ9I07sGz6hmqjBGiURo1TJpscKTPEmBzyY8wwpXIZYCk1xogs+pARo5TKJD9KjTEmixwZM2yTXAZYNn1DtVECNEqjximTTY6UGWJMDvkxZphSuQywlBpjRBZ9yIhRSmWSH6XGGJNFjowZxgDLpmGotk2ARmnbPy3qyZEWJ2zqID82fdOmmgGWNkds6aEP2fJLm1ryo80Rm3rIkU3fuAPLpm+oNkqARmnUOGWyyZEyQ4zJIT/GDFMqlwGWUmOMyKIPGTFKqUzyo9QYY7LIkTHDNsllgGXTN1QbJUCjNGqcMtnkSJkhxuSQH2OGKZXLAEupMUZk0YeMGKVUJvlRaowxWeTImGEMsGwahmrbBGiUtv3Top4caXHCpg7yY9M3baoZYGlzxJYe+pAtv7SpJT/aHLGphxzZ9I07sGz6hmqjBGiURo1TJpscKTPEmBzyY8wwpXIZYCk1xogs+pARo5TKJD9KjTEmixwZM2yTXAZYNn1DtVECNEqjximTTY6UGWJMDvkxZphSuQywlBpjRBZ9yIhRSmWSH6XGGJNFjowZxgDLpmGotk2ARmnbPy3qyZEWJ2zqID82fdOmmgGWNkds6aEP2fJLm1ryo80Rm3rIkU3fuAPLpm+oNkqARmnUOGWyyZEyQ4zJIT/GDFMqlwGWUmOMyKIPGTFKqUzyo9QYY7LIkTHDNsllgGXTN1QbJUCjNGqcMtnkSJkhxuSQH2OGKZXLAEupMUZk0YeMGKVUJvlRaowxWeTImGEMsGwahmrbBGiUtv3Top4caXHCpg7yY9M3baoZYGlzxJYe+pAtv7SpJT/aHLGphxzZ9I07sGz6hmqjBGiURo1TJpscKTPEmBzyY8wwpXIZYCk1xogs+pARo5TKJD9KjTEmixwZM2yTXAZYNn1DtVECNEqjximTTY6UGWJMDvkxZphSuQywlBpjRBZ9yIhRSmWSH6XGGJNFjowZxgDLpmGotk2ARmnbPy3qyZEWJ2zqID82fdOmmgGWNkds6aEP2fJLm1ryo80Rm3rIkU3fuAPLpm+oNkqARmnUOGWyyZEyQ4zJIT/GDFMqlwGWUmOMyKIPGTFKqUzyo9QYY7LIkTHDNsllgGXTN1QbJUCjNGqcMtnkSJkhxuSQH2OGKZXLAEupMUZk0YeMGKVUJvlRaowxWeTImGEMsGwahmrbBGiUtv3Top4caXHCpg7yY9M3baoZYGlzxJYe+pAtv7SpJT/aHLGphxzZ9I07sGz6hmqjBGiURo1TJpscKTPEmBzyY8wwpXIZYCk1xogs+pARo5TKJD9KjTEmixwZM2yTXAZYNn1DtVECNEqjximTTY6UGWJMDvkxZphSuQywlBpjRBZ9yIhRSmWSH6XGGJNFjowZxgDLpmGotk2ARmnbPy3qyZEWJ2zqID82fdOmmgGWNkds6aEP2fJLm1ryo80Rm3rIkU3fuAPLpm+oNkqARmnUOGWyyZEyQ4zJIT/GDFMqlwGWUmOMyKIPGTFKqUzyo9QYY7LIkTHDNsllgGXTN1QbJUCjNGqcMtnkSJkhxuSQH2OGKZXLAEupMUZk0YeMGKVUJvlRaowxWeTImGEMsGwahmrbBGiUtv3Top4caXHCpg7yY9M3baoZYGlzxJYe+pAtv7SpJT/aHLGphxzZ9I07sGz6hmqjBGiURo1TJpscKTPEmBzyY8wwpXIZYCk1xogs+pARo5TKJD9KjTEmixwZM2yTXAZYxnybO3euzJ8/X1atWiVt27YV9y+Q9evXL7gK3+sVLCSQC2mUgRidcJnkKGHAGV+e/GTc4JTKY4CVEuiMbkMfyqixKZVFflICnfFtyJFNgxlgGfFt9erV0qtXL3nyyScrKL7//vvl7LPPzqsS3+vltXnAH6ZRBmy+x9LJkUeYAS5FfgI0PYGSGWAlADWgJelDAZmdQKnkJwGoAS5JjmyazgDLgG/r1q2To446SmbOnBmp7dq1qzRt2lSmTZsmCxcujN676667pG/fvtWqxvd61dqUD0UEaJQEwQcBcuSDYrhrkJ9wvfdZOQMsnzTDW4s+FJ7nPismPz5phrsWObLpPQMsA75NnDhRevToESkdPXq0nHXWWdE/f/3113LyySfL5MmTpV69evLJJ59I3bp1t1qR7/W2uiEfKCVAoyQMPgiQIx8Uw12D/ITrvc/KGWD5pBneWvSh8Dz3WTH58Ukz3LXIkU3vGWAZ8K1Dhw4ye/Zsad68ubzzzjvlFL///vvSpEmT6L0xY8ZInz59tlqR7/W2uiEfYIBFBrwS4A9crziDW4z8BGd5IgUzwEoEazCL0oeCsTqRQslPIliDW5Qc2bScAZZy37755hvZfvvtI5XDhg2TgQMHVlDcsWNHmTVrlhx99NHy1FNPVVmR7/WU41Mnj0apzhKTgsiRSdvUiCY/aqwwLYQBlmn7ii6ePlR0C0wLID+m7VMjnhypsSIvIQyw8sKV/odfe+01adeuXbTxjBkzpFOnThVEDBo0SIYOHSqNGzeWFStWVCnS93rpE7G9I43Stn9a1JMjLU7Y1EF+bPqmTTUDLG2O2NJDH7Lllza15EebIzb1kCObvjHAUu7bM888Ex3g7l6vv/667L///hUUu+GVG2K5lzugvVatWpVW5Xs95fjUyaNRqrPEpCByZNI2NaLJjxorTAthgGXavqKLpw8V3QLTAsiPafvUiCdHaqzISwgDrLxwpf/hSZMmSffu3aON3XlXe+65ZwURo0aNkvPOOy96v6SkRHbYYYdKhfpeL30itnekUdr2T4t6cqTFCZs6yI9N37SpZoClzRFbeuhDtvzSppb8aHPEph5yZNM3BljKfXvkkUfkpJNOilSuXLlSGjVqVEHx+PHjpWfPntH7q1atkgYNGlRale/1lONTJ49Gqc4Sk4LIkUnb1IgmP2qsMC2EAZZp+4ounj5UdAtMCyA/pu1TI54cqbEiLyEMsPLClf6Hyz7yt3TpUvnxj39cQcTdd98t/fr1i953h7TXrl27UqG+19vSRrl/qU2fFjtCAAIQgAAEIAABCEAAAhCAAAQgEJfA3Llz4y7h/XoGWN6R+l3wzTfflNatW0eLzps3T9q2bVthgxtvvFEGDx4cvb9hw4YqBfhejwGWX79ZDQIQgAAEIAABCEAAAhCAAAQgUGwCDLCK7YDB/T/77LPSxwbd3VNHHnlkhSr69+8vt912mzRt2lQWL15cZZW+1zOIFMkQgAAEIAABCEAAAhCAAAQgAAEIGCPAHVjKDVu/fn3ptwpeddVV4u622vzVokULWbhwofTq1UsefPDBKivyvZ5yfMiDAAQgAAEIQAACEIAABCAAAQhAIAMEGGAZMPHSSy+V22+/XRo3bizLly8vHWg56e6xwvbt20dVjB07Vnr37r3Vinyvt9UN+QAEIAABCEAAAhCAAAQgAAEIQAACEIhBgAFWDHhpXbpo0SLZZ599ou3ctw2OHj1atttuO1m2bFn0SOGSJUui4dZ7770nderUKZU1YsQImTNnTvSeuyb3KnS9tOplHwhAAAIQgAAEIAABCEAAAhCAAAQgUJYAAywjecjdNZWT26ZNG1mwYEGp+qlTp8oxxxxTrpru3bvLpEmTovc2P9y9kPWMoEImBCAAAQhAAAIQgAAEIAABCEAAAhkjwADLkKF33nmnXHnllVJSUlKqunnz5jJy5Ejp3LlzhUp69OghEydO3OIAy72Z73qGUCEVAhCAAAQgAAEIQAACEIAABCAAgQwRYIBlzEx3J9XSpUvlo48+kj333DP6q1atWgVX4Xu9goVwIQQgAAEIQAACEIAABCAAAQhAAAIQqIQAAyyiAQEIQAACEIAABCAAAQhAAAIQgAAEIKCaAAMs1fYgDgIQgAAEIAABCEAAAhCAAAQgAAEIQIABFhmAAAQgAAEIQAACEIAABCAAAQhAAAIQUE2AAZZqexAHAQhAAAIQgAAEIAABCEAAAhCAAAQgwACLDEAAAhCAAAQgAAEIQAACEIAABCAAAQioJsAAS7U9iDNH4IorRBYsEBkzRmS33crLX7tW5I03RF57TeTrr0X22UekY0eRHXcs/7mXXxa57jqR448X6dfPHAIExyDw1VcivXqJbL+9yPjxVS/01lsizz0nsueeG7NS9jVqlMijj4oMHizSoUMMQVxqjoDrP64P/eIXIgMGlJf/xRcir7wisnixyJdfiuy9t0jr1hv/vvnrwgtF3ntP5E9/EtllF3MYEJwMgTVr1shijDXMAAAgAElEQVRzzz0nixcvll122UUOPvhgadGihdSsWTOZDVk1cwQ++OADee2116IMbbPNNrLPPvvI//7v/0Z54gWBfAm4njR+/HipUaOG9OPfmfPFF+znP//8c3n99ddl/vz5Urdu3ejPsY4dO0qtWrWCZWKpcAZYltxCq24CTzwhcsIJG//629/Ka33+eZFu3URKSsq/37ixyL33ipx44vfvf/utSKtWIgsXivzznyItW+quG3X+CFx+ucitt4rcfrvIxRdXvq4bdLVpI7JkichRR4k8/XT5zy5atHFA2rTpxqFp3br+NLKSXgLr1okcfLDIvHki/+//ibRr973W++7bONDavAe5T1x0kcgf/iCy007ff94NUHv23DhQffBBvTWjLDUCDz/8sJx77rlSslmG2rVrJ0899ZQ0atQoNS1sZI/A2rVr5Xe/+53c6v6M28Jr5MiR0QCCYag9b4upuHfv3jJu3LhIwvr166NBFi8IVEXgzjvvlIvcv/ds9nJ/lj344IOy3377AVA5AQZYyg1CnhECq1eL7LuvyMqVGwdPbniQe7k7YX79642/qldv44DL/f3uu7//zJw5Iv/7v9//esqUjQOvQw4ReeEFEf6PgJEgxJDp7rw79NCNQ6e33xbZbrvKF3P/lzGXny0NsNyV7i6cm28W+e1vRf74xxjCuNQMgVtuERk4UOTMM0UeeOB72Q89tHEQ5V5uaN69u8gPfiAyffrGO0bda/PB+/r1IgceuHEY9ve/ixx7rBkMCPVP4Omnn5ajjz46WniPPfaQ448/XlasWCGPuj/fRKR58+by4osvys477+x/c1bMBIFzzjlHRo8eHdXSsmXLKE//+c9/5JFHHpGV7t+dRGTEiBFy6aWXZqJeikiegBuqn3LKKaUbMcBKnrn1Hfr37y+33Xbbpn8daiw9evSI+s9f//rX0j/fFixYIA0aNLBeaqb1M8DKtL0UlxoBNyQYNkzk7LNF7r//+23dHREtWmy8U2aPPTb+x2KuKbr3mjXb8n88btiw8U4KN9gaO1akd+/USmGjIhFo337jsMD9n0R350tlr9xwM/fzygZYK1aI/PCHGz/17rtbfkysSKWybQIEyvrt7sDL9Rb36LIbVrmXG4i7YVSuB3333cZBZ+6OCJetrl2/Fzd1qkiXLht719KlIttsk4BwltROwP1H4U9+8hNZuHChtGnTRmbMmFE6qHrmmWfkKNeDRGTo0KFyhcsTLwhsRmD27NnSYdPj7O7OB/cfkO7xQff64osvpFu3bjJr1qzo1+4/JrmbjwhtjYB7FNXdKVP2jlAGWFujFvbP3WPLe286MuGEE06Qxx57rPSOz4kTJ0bDLPdikK4/Jwyw9HuEQu0E3N1XDRtuVDl3rogbROReEyeKbGqI8tJLG/8Dsuzrsstcp9z4jht2lb3Tyg0y3OCqefONd+Rwxoj2JBSuz51ldcQRG+/M++yzyu++ckMKd3df2Ud4KhtgOTVuoOrOY3O3So8cWbg+rtRP4PrrRa69duOdm+5x5txr5kyRTp02/mrzOz3de+6RZXfXjMuUOzPthhu+v9YN0n/0I5EPPxRxvSx3J6l+Gij0SMANrI488shoRfcv+b/eLAfnn3++3HfffdGdWUuXLi0dTHiUwFLGCVx//fVy7bXXSr169eSTTz6Jzpwp+3JnYrnHd9xr2rRp0rlzZ+MVIz9JAt99912UEdebyr4YYCVJ3f7aF198sdxxxx3Rn1Xu7KuGuf92E5ENGzZIq1at5K233pKuXbvKFPc/9HipJcAAS601CDNDYPjwjWfLuLsU3n9fpOzz9+5f+t0fsJs/0pMr7t//3jiwcE20fv3yJa9atfE/LN2LR3jMxKEgoccdJ/LkkxXv4Cu7mBsmuOGE+5x7nMvlzR3WXtUAK3cHjVvn0085jLsgcwxc5O6ycnfbuSHU5nfwPfKIyE03bRxCffTRlu+i2n//jXeHbum8q0GD3K01Gx8nfPVVAzCQ6JvAjTfeKIMHD650+OAOdT/CDeBF5KWXXpJDNv8fNb4FsZ45AldffbX87W9/i+7kc48Mbv5atWpV6V197jHDs846y1yNCE6PwPDhw2XAgAHSuHHjqDddcskl0eYMsNLzwNpO33zzjWzvviBJ3AkLD8iZ7r/LNnt9/PHHsm7duqgXbT5kt1Zv1vUywMq6w9SXPAH3qI57HPCqq0RuvLH8fu4b4tx/OOb+o9L9B6b7FjA3tHKHcLu7q6p6LMc9vuOGECedJLLp+ezkC2KHVAm4oYIbRrnXtGkilf2fZ3fY/wUXbLxL61//2ninzD33VD3A+uabjWceudzddZdI3//f3r3AWzrVfxxfkksqQ6aQJKKh5BqawZ8QkctIQmhISggj18YlEokybqVoXMa1kZpGxiUpVJOK1FCYTIwml5Qpl4wa/9dn7Vln1tnz7HP23uc5e5+zz2e9Xr00c579XN772Zvne37rtz7b0kvzYC0SyCs9Cb4b6d3Ad1Fqvs00aHpo5YPvqxRIEHKxaqFjSAmMHj06TJ48OWy++ebhzjvvXOjaWQUs9QuZMGFC2H///YeUjxfbd4GpU6eGHfjvHUPQvmN2+B6onFlvvfXm/yfTLYHwc6+99op/NsDq8De/D5dHdfBq9JgNPLI9GlZdddVAYDVt2rRYNcz0+FVWWaUPR/ClrRQwwGqltsfqPIFZsypTbBj8h/3mmy+4RvrLpHCKaTzXXlsJHPJBiHXNNbVXGqRRNw27CS2Yqmgz9867h7gv5v/HV3j55eLpgw89VFkkgJGmchFG9RZgsT1TWHnNrruGcMMNnefnFVWCSe4FqmBuv70xEVa7vOCCymtYSIDee/mgmTvVoYSgbHfIIY3t360HvQC9i+hhtOuuu8aeIdWDh8a09DjVWl/glzkOBeoUmDt3bthoo40CjZNrTTGsc1du1uECrGTJvcI0L3qpsXLltddea4DV4e97GZfHIiObbrpp3BXBFVPh+fdaPuiBddFFF9nAvQzwft6HAVY/A7v7DhcgfPr4xysX+dhjC8KsyjdkCG99a+VnVNhQicVgKg4/S3/m72o12b755gWrf9Hge/31Oxx0CF7eZz4Twre/XblHCESrx9y5ldUJef/zKV71Blg8TDKFzBC0c2+uVOn56U+HQKVevYMpqLyGceCBlfuwaGy8caV/liFovbIdtR2NknlgPOigg8I389Vzs6tceumlYzNlwitCLIcC9QgQfo4ZMyZcyUqpIcR/7r333vW81G2GoMDYsWNjg21WPaVvGtO8DLCG4I3QxCUzdXl3ZrPMXzWXRUkIzPn32wMPPNC1GAArpHJvLd7TSuBNHN+XlCtggFWup3sbagKnnRbCiSdWrrq6eua++0KY35Q0/py+RZddVpnSxcjDr1p9jP7wh8pUQwa/+eYB0tFZAjTYpkJvyy1DoJl79eD+4j7jvqESK/VKqzfASlV87Jcm8On+6yzFoXs1NGFP/6HFtFIasdczrrgihDFjKltSVk9AOmxY8StTFd+73x3CAw/Us3e36SCBESNGxBUI6TNz7rnnFl7ZyiuvHJ544olw9NFHh68yFdWhQC8C9JqhqTIVDwweLtNS9uIpUC1w6623hu222y7+9T333BMrsRgGWN4r9QjQvJ3vmzSOO+64cMopp8SgiirQ448/Pnx9/orMZ5xxRuDnjoErYIA1cN8bz2wwCBx+eAjnnVcJBQgH8kGforXWqvxNdfiQths3LoTTT6/8afbsEFZcsfs+8hUOqY6gSsLRWQIjRoTw8MPFjf7vvnvBtFTCLUKuNOoNsFhJhebvjAcfXHBPdpbi0L0avndo4M649NLKfdTTYDEAKmRS8E7lH2X0aSp00WuPOSaEs86qVPGx8IRjSAmkKYQHHHBAuOSSSwqvPVVg8UBw0kknDSkfL7ZxgRdeeCFO+5oyZUp8Mat+USGx5JJLNr4zX9HxAn//+99jpczTTz8dWNHyxPTvLwOsjn/vy7pA/t114PxnqKJVBqkGZYohPbGo8HuIXxg7BqyAAdaAfWs8sUEhwJQuSt+LVuiaM6d7tQxNtKsHTZFZAYxRHVCkbdOqhl/5SgjHHjsoWDzJBgSWXrrSX6h6EQAq+lZfvTLVlMqX6qoGKiFuu637z/jtZPWiAL/5TeX+ZBBUjBrVwMm56YAXyPuj9bQIABdCtRbB53e+U7ksqjtZJCJNda51seecE8KRR1Z+Sk+sfKXVAQ/kCfZVYI899oiVMbV6YFFJs9hii8XDnHPOOeGII47o6yF9fQcLPPXUU2GnnXYKv2ZacmBm/L7h4osvDksssUQHX7WX1hcB7pE0zZQ+fPn0rttvvz1+7zAIRBdZZJGw8cYbhzenxUn6cmBf2zEC+UIRVO3x77XqceGFF8beaoyXXnrJQH0Av/sGWAP4zfHUBoFAaoDMg+D99y98wulB7/OfD+Hssxf+ed4n6/vfD2H06O7b5I3gmQrGKnSOzhJIFVgEBF/72oJrYzW55ZZr7FqLVqAjtNpss8p+mJK69tqN7dOtB7YAlZsrrVQ5x8mTQ9h55+LzJSSl/wMhF4Owk5VNCVB7G/RQI2C1Aqs3qY78+ZFHHhkfEPnt9N1UhVaNZ555Ji5nz7jmmmvCnnvu2ZEOXlTfBahq2GabbeJ0UwY900477bQYOjgUqCWw7rrrxib/9Y4bb7wxVvU5FEgC9LXaYH5bF4LOHXfccSGcvE8W1X6GoAP3/jHAGrjvjWc2GASYikPPmaIphJz/e95TmbZVa3WwvDqmugk8r3/22RCGD69IFAVcg8HIc+xZYOutQ/jJT7o3aOcVVPD1FDbliwAwDYzBvUbIkI8f/jCEXXap/M3TT4fgbyU7647Me2BNmBDC/vsvfH0vvsgcnUqvNQZBOFOf51fN9ApCAE9vCHtg9UrViRvQ9ypVVbFk/bLLLtvtMidNmhRYvYlBr6w11lijExm8pj4KzJgxI4agPBgyJkyYEPYv+r7q43F8eecJ7LzzzrGxdtGYM2dOVwPut83/b6GJEyeGLfOWC51H4hU1KJD/ooXQfBwtXKoGv6jhFzbcR7OKFlVq8Jhu3n8CBlj9Z+ueh4IAD4wHHFC5Uh4SX/e67lc9fnwIY8dW/o7fHr33vd1/niq4agVg+RTDX/4yhPe/fyioDq1r/MQnQpg4sdLr6s4767/2entgMXX1kEMq+6Wi7zWvqf8Ybjk4BJZfvhJOnnJKCEX9h/gO4ruIcfLJIXzxi41dV2riTtUWK6M6hpTA7Nmzw0rzq/yKQofRo0eHyZMnx//of/zxx62mGVJ3R30XyzTTDTfcsKuK5qabbgrbs7CNQ4E+CtjEvY+AQ+jlBKFUX9HjiinM9G5Mg+8oKv1YcXe//fYLl9JT1DFgBQywBuxb44kNCoE8YCrqL/T885X+Mkzf4TdDt966oIk2fWg+9anKZR5//IJm7vmF59uwr9e/flCweJINCOQBU/VKlj3tpt4AK/Vpq7XKYQOn6qYDVKCngClfDZXvoNT/quhSqM5bf/2Ff5ICslNPXdD8fYBSeFr9I0ADd8Irlh2/+eabw6hRo8Krr74azjzzzLh6E4NVng5JYXn/nIZ7HaQCeW+ZXXbZJRx88ME1r2TNNdcMb+9pUYlBauBp94+AAVb/uHbiXlm9cpNNNomXxhTTyy67LAwfPjy8/PLLsco4rYhqwD7w330DrIH/HnmGA1mAFb34Dy2mc9Hjiqk21eN73wvhox9d8LcsWT93buU1jN12Yx3ghZtv8zPK6y+7rLKKHFPBHJ0n8OijIbzznZXr+tWvQth44/qusd4AK4UPNDm1uXJ9toNtKyr4qORjMKUwb+RPo1J6XdUzmGr6gx9033LGjBDSlDCmPG+4YT17cpsOE6B3EcvW/5tfxoQQf4P93HPPdU0H22qrrQL/0W8j7g5740u4HILOYcOGdd07ve1y/Pjx4XBWeHYoUIeAAVYdSG7SJXDMMceEs1hVef5YZ511wsyZM7u+n/z+GRw3iwHW4HifPMuBLEDzbcKBnipcqNSi2mr+qjvxcqiG+MhHQmB1weqph+lBlCbePDBQNfHJTw5kBc+tLwKpV1ojFS78BpvG/j1N66JpOwsMMP70pxBoGO/oPIGnngphhRUq10Wfqy22WHCN6d6q56p33TWEG27oviX3GPca05xZdMIpqPVIduQ2TA/cZ599wl133dXt+li1iZ4ihBQOBaoF6Hm1PL9IqXOcf/75XSuB1fkSNxvCAtddd13XwhHz5s1zCvMQvhfqvXSatY8dO7ZrMQleR4N3evKlVQjr3ZfbtUfAAKs97h61kwT+/OcQVl+9ckUPP7ygWqHoGl94IYTp0yury6XX1LKYMqWyohgPjjNnhrDUUp2k5rXkAlTg7bVX5b1mVblFFy3H56ijKisbUuV3/fXl7NO9DEyBVJE3ZkylarOsse66lf59F1ywoJdaWft2P4NS4Pnnnw/Tp0+P1VarrbaawdWgfBc9aQUUUGBoC9DYneriESNGuOLgILsVDLAG2Rvm6Q5QAZaYZ6l5ViT80pfKOUnCK0Ksq6+uhBuOzhWYNy+ETTcNYdq0EG65JYRtt+37tf7nP5VAjAo+poGlaYp937N7GIgCeRXWP/4RQtVKcU2d8m9/G8L73sd8sUrwXu+qhU0dzBcpoIACCiiggAIKKNCzgAGWd4gCZQj861+VyquXXgrhscf6/vCYmsOz6iDN4Z22U8a7NLD3Qf8r3u+ymq2nqV+1FggY2BqeXTMCVNtRddfIVNSejpOaw0+dGsKHPtTMGfkaBRRQQAEFFFBAAQVKEzDAKo3SHQ15AZZcpU/VscdW+lr1ZeywQwg8NFKRM3/FjL7sztcOEgEacdOQ+8YbWSKl+ZMmUKXHGmPWrBDsTdO85WB6JVV39LxiYQD6VaW+WM1cA989I0eGwFL3N93UzB58jQIKKKCAAgoooIACpQoYYJXK6c6GtMD//ldZQe7eeyt9jFZcsTkOKq422yyEffcN4YormtuHrxqcAn/9ayV4ovH6/fc3fw1MZ2Va64QJlZUsHUNHYPLkEEaPDoHFJajIanYwjfW220J48MEQ1lqr2b34OgUUUEABBRRQQAEFShMwwCqN0h0pEEKYOzeE//63sqrgIos0R8Lr2c8SS5TXzLu5M/FV7RBgGuqrr/ataX+6D2383453sP3HfPHFyncH3yHNDu5DvsOWXLLZPfg6BRRQQAEFFFBAAQVKFTDAKpXTnSmggAIKKKCAAgoooIACCiiggAIKlC1ggFW2qPtTQAEFFFBAAQUUUEABBRRQQAEFFChVwACrVE53poACCiiggAIKKKCAAgoooIACCihQtoABVtmi7k8BBRRQQAEFFFBAAQUUUEABBRRQoFQBA6xSOd2ZAgoooIACCiiggAIKKKCAAgoooEDZAgZYZYu6PwUUUEABBRRQQAEFFFBAAQUUUECBUgUMsErldGcKKKCAAgoooIACCiiggAIKKKCAAmULGGCVLer+FFBAAQUUUEABBRRQQAEFFFBAAQVKFTDAKpXTnSmggAIKKKCAAgoooIACCiiggAIKlC1ggFW2qPtTQAEFFFBAAQUUUEABBRRQQAEFFChVwACrVE53poACCiiggAIKKKCAAgoooIACCihQtoABVtmi7k8BBRRQQAEFFFBAAQUUUEABBRRQoFQBA6xSOd2ZAgoooIACCiiggAIKKKCAAgoooEDZAgZYZYu6PwUUUEABBRRQQAEFFFBAAQUUUECBUgUMsErldGcKKKCAAgoooIACCiiggAIKKKCAAmULGGCVLer+FFBAAQUUUEABBRRQQAEFFFBAAQVKFTDAKpXTnSmggAIKKKCAAgoooIACCiiggAIKlC1ggFW2qPtTQAEFFFBAAQUUUEABBRRQQAEFFChVwACrVE53poACCiiggAIKKKCAAgoooIACCihQtoABVtmi7k8BBRRQQAEFFFBAAQUUUEABBRRQoFQBA6xSOd2ZAgoooIACCiiggAIKKKCAAgoooEDZAgZYZYu6PwUUUEABBRRQQAEFFFBAAQUUUECBUgUMsErldGcKKKCAAgoooIACCiiggAIKKKCAAmULGGCVLer+FFBAAQUUUEABBRRQQAEFFFBAAQVKFTDAKpXTnSmggAIKKKCAAgoooIACCiiggAIKlC1ggFW2qPtTQAEFFFBAAQUUUEABBRRQQAEFFChVwACrVE53poACCiiggAIKKKCAAgoooIACCihQtoABVtmi7k8BBRRQQAEFFFBAAQUUUEABBRRQoFQBA6xSOd2ZAgoooIACCiiggAIKKKCAAgoooEDZAgZYZYu6PwUUUEABBRRQQAEFFFBAAQUUUECBUgUMsErldGcKKKCAAgoooIACCiiggAIKKKCAAmULGGCVLer+FFBAAQUUUEABBRRQQAEFFFBAAQVKFTDAKpXTnSmggAIKKKCAAgoooIACCiiggAIKlC1ggFW2qPtTQAEFFFBAAQUUUEABBRRQQAEFFChVwACrVE53poACCiiggAIKKKCAAgoooIACCihQtoABVtmi7k8BBRRQQAEFFFBAAQUUUEABBRRQoFQBA6xSOd2ZAgoooMBQFHj88cfDlClT4qVvttlmYd111+2R4ZJLLgkvv/xyGDlyZNhggw0GDNkrr7wSvv3tb8fz2XHHHcMqq6wyYM4tP5Ff/OIX4b777gtvectbwu677z4gz7HRk5o1a1b44Q9/GF924IEHhsUXX7yhXcybNy+85jWvaeg1aeNjjjkm/P73vw8TJkwIb33rW0On3M9c36RJk8LTTz8d1l9//TBq1KimfDrhRf/5z3/Cd77znXgpu+66a3yf6xlXXnllmDNnzoD7rqrn3OvZpuj6Lr744vC9730vnHDCCfH73KGAAgooMHAEDLAGznvhmSiggAIKDFKBm2++OWy//fbx7N/2treFP/7xj+ENb3hDzatZZJFF4s++8pWvhGOPPXbAXDUPqssss0w8n5tuuqnrmgbMCc4/keOOOy6ceeaZMfz77W9/O9BOr6nzufXWW8N2220XX/uPf/wjLLvssnXv5/rrrw/jxo0LDz30UN2vSRsSmu2yyy7xfz/4wQ/iX3fK/cy1bLjhhuHee++NnzM+b0N1PPXUU2GFFVaIl/+Tn/wkfOADH6iL4p3vfGd49NFHB9x3VV0nX8dGRdc3Y8aMsMYaa4TVVlst/OEPfwhLLbVUHXtyEwUUUECBVggYYLVC2WMooIACCnS0QP7Az4V+7nOfC+edd17NazbA6tvtYIC1wO+qq64K++yzT/yLV199tSHYf/7zn2HNNdeMFUoPP/xwfGivDrAG8/1sgLXgdjDAKv5o1AroqEo866yzhnzw2dAXihsroIACLRAwwGoBsodQQAEFFOhsgeoAi6u94447wpZbbll44QZYfbsfDLAW+DHt74ADDmgqwKIq6atf/Wp8PdNa0+iU+9kAywCrt2+aWgFWHvg98sgjYfXVV+9tV/5cAQUUUKAFAgZYLUD2EAoooIACnS1Q9MDPVMIHH3wwvPGNb1zo4g2w+nY/GGD1PcCi+upNb3pT3NFvfvObONWupwBrMN7PBlgGWL190/Q0RZJgl4D40EMPDeeff35vu/LnCiiggAItEDDAagGyh1BAAQUU6GyBPMBi+mB62Kn14FMUYE2bNi2cfvrpsRE3PY1e+9rXdkP7+c9/Hvs+8fMbbrgh/pPGzHvuuWeggfcVV1wRGw9Pnjw5NpR/97vfHXsqHX744bEZO71cLrjggtjb6oknngjvf//7w9FHHx0+8pGPdB0n74HFPqg8YJ8cm/393//9X5xS8453vKPwDWW/nOOvfvWr8Otf/zr2kHnf+94Xm5Jvs8023V5DaHLqqaeGVVddNXziE58ITNmhN89uu+0WPvWpT4UPfehDNW+aPMC6+uqr435+/OMfh5deeimeI02qP/nJT4bknO+I4Iaqo5/+9KcBcxrBE958+MMfDp/5zGcWcj/ssMPCX/7yl/Dxj388WlePgw8+OHpyDR/96Ee7/Zj+Uueee260YNAQmu245i9/+cthpZVWCt/85jfjz/IeWLNnz44Nt7mvkv0WW2wRDjrooLDOOut0HWOPPfYI06dPj0EpY6eddor3BSa99e352te+Fo466qjYs42m7blVu+5nroH7ix5yX/jCF8KLL74YLrvssnDLLbfE69thhx1itRiOvI/ca7fddlvsccX9yVTKz3/+890a4Oc9sDbffPNw4YUXhrvvvjsMGzYs3iuf/vSnA7ZFo5H7mXPlHuGzOH78+HDiiSfG94Fj8j4dcsghPX4J8h5+/etfD3fddVeczsn7QuP5bbfdNr7v1d8H7IyeZ/T1uueee+I9kD5v++2330L963qaQsiCEizeQBUezfzZDz2yeA8++MEPtqQHViN+EydOjN9Lv/zlL+P010033TS+h9w7Sy+99ELOzV7f1KlT4z3HeOaZZ8Lw4cM7+19kXp0CCigwCAQMsAbBm+QpKqCAAgoMbIH8gZ/Qh/CEB1HG7bffHrbaaqtuF1AUYBFKEd4wCKaWWGKJbq+57rrrugKU//73v2HRRRcNzz//fFeFF6HN97///YWgCDwIUXbeeefw73//e6Gff/e73+1ayS8PsKgcK9qev+c4W2+9dbd9EZztu+++ha9hwyOPPDKcffbZXUHJjTfeGAOXVKGWH+uMM84IhFS1Rgqw+Hmt8/zYxz4Ww4/Xve51Xbth9UKCsaLrYiMehPHIV2gbMWJEDBROOeWUcNJJJy10SqmCg0CKB/40CBTHjBlTeAkEBDTG5p9//vOf4zZ5gPWud70rHrN6cK2ELynEKgroeE09TeDTeXPOnHs+2nU/cw4bb7xxDPwIFH/0ox8V+vHZIhAibKke1aFxCrBq3Se8nl5HhHn5aPR+zivaCNNSqMg+CYF4f2sNwuFBbx4AABYHSURBVNyNNtqo5s+5L3l9HkoSfBKe1hqExt/4xje6gq+eAiwC47RCYb6/3Ky/F5yox4/vJz5TvDdFg88T36PVq8A2e318DxNw832B5Wc/+9ma3v5AAQUUUKA1AgZYrXH2KAoooIACHSyQP/ATTPzvf//raohdNPWqPwIseFmV7/jjjw/LLbdcuOiii2IYkwYPozSW50GZihUqgRiEIffff3/8/3mAxZ8JUqjK4J9UAlHZwcMcD3UzZ87seqCmUmXllVeO++AhkkovjkMlEVUyVKIwrrnmmq4QLgVY6fyoVKFai8CPyiWqxmqNPMBiG8IlHmypwCKMufLKK+NLqYShAo3x7LPPxiodKjYYPLBTFZaqfDhPRr4aH39uJsDKAwnCBypruA/uvPPOWPGTArRaARbHJcCh8obVCK+99tpoymB/hFiMP/3pT9GUCjQGVXaM97znPYXVZ8lz1qxZ4e1vf3v8I+eEfT7adT9zDinA4v9zz1Ip9t73vjeukJjeo3SuJ598cqwgfPLJJ+PCCSn04z1+85vfHDdLAVbaH5VG9Kajqo6KuxSCsZolnx9GM/dzHsCwD95bQmX2S9C0++67dzPO/0AlGKEcr+H95J7jvSWA5XPM4B6gkovBOaeQhtdQVbbeeuvF8yZkpXKIkd//tQIs9p+CGc6TikPCcabOESSn0coAq5YfIfg555wTT2ns2LHRldVesaMyj88V31VUJS622GJxu75eH0H4pEmT4ntJOOZQQAEFFGivgAFWe/09ugIKKKBABwhUP/AzRYyHSqpBGDwg8hv8NPojwCJU+t3vfhdWXHHFeBimzSy55JJdx2SKXV41RdBzwgknxJ+niq7qCqzHHnssBihpMOVu5MiR8Y88SB5xxBHx/xOGMa2HwIEH77yCiZXxCGN4qOYc2SfnlQdYVKhgyPS3ekYeYJ122mlh3LhxXS/Lj8f5EG5QucKULrZlEMaNGjWq26F4WE8VVExZY+oWo5kAiyluHINwgUqcvJqOQIOgjlErwMIDn8UXX7zrHHlgJ5BgvPLKK12VNc00cSckYbobg/cjhVnpYO26nzl+HmAxpZSpbGnwnjBlkEF49cUvfrHrZ4QYBEEMppYxRZaRB1jVYd2//vWvGCwSfFANSHDa7P2cB1jcdwTZ9Uw5471M7zPfGXlVFT9jlUimr1FxlgIlPoN8FjlO9WeU8JzPW5p2SXDF564owMq/I5h+yWc4H4ThBFeMVgZYRX58r6y11lrxXDgvplvnI/9uojqN8LeM6+M7AXfOifeYcM+hgAIKKNA+AQOs9tl7ZAUUUECBDhEoeuDnQZKH7zSVkAfv1AeqPwIsAg4qffJBYEUIwEM6VTf5oKqA6gIG1Uk09M4DrFrT+Lgm+kfxkEzIwqDvDCFA0YMlP6d6ZK+99orbUu1F1VceYFFdQ+VTvSMFWDxUUuVFFUY+CCpSXyP6A1ENlkKl/Lzz11CJtcIKK8TrYP8pLGg0wCIMTNUfl19+eVelW34sqoaYhlkrwGKKFFM+80HPn9RjK71f/LyZAIsgj0CPwUN+HpTxd+26nzl2CrColnvggQe6GRBapLCSCsC8Fxv3AT3FGARRBFKMFGDVmsaXW/CZJURt5n7OA6yiz2JP93aazsnnlKCbz22aLsj9lPe/ykMZqtOoSqoeeQUgPe+23377wgArr+RKn8t8XwRnhF+MVgZYRX75LwT4nirqdZUcmYpNH8Eyri+fqpnCwHq/p9xOAQUUUKB8AQOs8k3dowIKKKDAEBMoeuCHgP5Gafl1Hk55IOfBqz8CLKYHMo0qH0z5I0ShBxdT8/LBn1OgVhRgVVdspdfSKJkm6Cl8YbrW8ssvH3/M9J3q/jP8PfsnSGMwDYfpOHmAxYMm08TqHSnAyqfT5a/NwwSqjTheqkar7lWVvy5V+OTTCBsNsKi4Ygofg6maNOKuHqnaq1aAxX1CgJMPQsNUjfS3v/0thm2MZgIsplVyv6TKnOrza9f9zHmkAKt6Kic/Y0rd/vvvH083r0LjzwSQr3/96+PPigKs6oqtdM302dpxxx3jH2lmT7VcM/dzfs812i+JzxOfq3wQOhG28r88qKPBfbo3CMcJZqtHHqKmaYRFFVh5Jd7cuXO7gtd8f+n+ryfAwp0FHIpGrQbradve/PIKxFrTMblvCaBT+FnG9eXfU3y2UxVYvd9VbqeAAgooUK6AAVa5nu5NAQUUUGAICtR64IeCh9m0AhnTWviNfn8EWCkYyvlTgJVPj0o/7y3AKqrI4LVUebHSG4PpejTcJnSod6Sph/mDIQ+vyyyzTL27iBVS9ENKlRZFL0zGVKnQHyft/+KLL46rHBYNwhFCkrwvWKMBFtVTo0ePjrtnGhnTSavHpZdeGhv91wqw8gqr9NoyAyya7dMnjMo0KtSqR7vuZ84jBVhMT039jtL55QEW914+6H+WqpaKAix6iBWtBJjfv8mimfs5D2C4twmeGhmcH9PVihYYYLrnt771rVhpSLBMNRmDaXXcn0WDEI5wmZVGCciKAiymYNI/jkpGplMWjRTq1hNgMVU69eyq3hfhYOqTV3Sc3vwIGWs19S/aH/dHGdeXV7MVTT1u5D12WwUUUECBvgsYYPXd0D0ooIACCgxxgZ4e+OfNmxenBBFAMJhKmB5A84fCfBVCqkny1fN4XT6FpmgVwilTpnRVkqS3oy8BFg/2qVdT/vamXlIpfHnooYdinx4GUwirG4JX3xpUaTHVJw+weGivngbY0y2VAqyiYI7X5aszUoVBxUaahkUARzVH0UgPyTT5vuOOO+ImKcCqVcGTppulyi5WOqQyjJE3Bs+PR/jGNdQKsIpWESwzwKJSj8AkD+ry82vX/cw5pAArBS/5efUlwKr1vuerPzLN9oUXXmjqfs4DmLyHWiNfjYRwP/vZz+KKgwShBKBpUJHFdEBCtk022ST+da3PKOFN6if3pS99Kfa6KwqwWMgghbnpO6X6fNPU23oCLKZj8nkrGnye0nTEop/35pf67LEP7oOeBuE1q42WcX2EVqnKjUUS1l577UbeUrdVQAEFFChZwACrZFB3p4ACCigw9AR6euBHI59KyANYWgkvfyikaiT1gSqqSMpX4GpFgMUKhkVTdVL/ptRLiqlHqUl5rZ48LEfPwx/T3mgyT5hURoCVB0D5XUf1GKuyMZjSRCjCtD6mAB144IGBleiqBw/9NDNnJTcqXq666qq4CVMimeLIFKjU0Dq9Nu8RlAKsPCig0ooQsXqwmhy+7QqwUgP/RqcQpuvor/uZ/fdXgEVzdELg6pEHw/TA4rPVzP3cWwBT61uRgJt7DlPC37zfFRVWe++9d5yKynjuuefi1Mm0wiJVdPy8erDCYqr8SxWHRQEW+6VHWPqO4n7MB5+JYcOGxaqwegKsvnzz9+aX9yqrnj6ajjtjxozAdw2VXpx3GdeXfy/nq1v25Vp9rQIKKKBA8wIGWM3b+UoFFFBAAQWiQG8BFtvkzYATW/5QSOUFlT+M6tXSqMygGooAhtGKAIuKD6bspKl4HJcHxDXWWCOew6mnntrVCDyFPPT5oiIrTeVK15mvZpaqU8oIsNh/vuJcOl6aCsifeejnYTb/u7/+9a/dVkpkOxrJ0yuLQV+p1GspNa0v6iOWN6fPe2ulEIZqs+nTp3frLZT3MCojwMqrkghD8ver1scz75tVVO3XrvuZ8+2vAItpcgRFefPvtMoflU551V0z93NvAUyt9yKfEkj10p577tlt03wKcpqSmqYHUkF33333LbR6Zx52P/zww/EzWxRgEfakSk9eQwCdj3w6bLsDLCpM08IGaZXB/Fxp4k8lKGEbK1DyvVDG9eX+qcm//9pTQAEFFGifgAFW++w9sgIKKKBAhwjU88BfPZWQS88fCvNV1GhCTHhE82Z6x9APiFXr0mhFgMWxmMZFMMOqeo899lh8gKQaiTCA80p9paZOnRp22GGHeHpUZhGQUN1DdRYPnmn1PAKbRx55JD5wlxVgcRwaxFNhRcXIueee2zVFMPfNwzd6P1EBlZpjM72J6jcefjlH+t4su+yy8XpSw3P+Pw+z9K5iEMTlKyfmAVYeSlBVc9ZZZ8WqEKrB6IOWKvDKCLCuu+66rtADUyrPqHRbdNFFa3668tXZivr6tOt+7s8Ai33zXhDK8N4S3FGNd/XVV0en3KGZ+7nZACvv3cX9QCi6wQYbxPePMJiKR4JrwlD+zMibk1Phx3RQGthz/1NRlhZzIJBlajKjKMDi7/Owiyl36f5m+iuf6aJq0f742u7Nj+9PpuZOmzYtHh4nKhkZfDfRf4v3jcF7mlY97ev1pX5xecDZH9fvPhVQQAEF6hMwwKrPya0UUEABBRSoKVDPAz8vpoKC/k9pVFc1MB0oPVCzDUFRaurMw23qidOqACudJ5UehB5p5A+P6e/opcMDcP6amTNndmtKTTCUpiyVFWCl4/GAT7VVeuAmpKJvVF4NRlNwHmjTICikeTWVOQwqyO6+++6wyiqrdG1DBVVPKySmKaHVqxvSe+ikk04qvGfS+1pGgJU3mU4HK1rFMD+RfLrk2Wef3dWUP23TrvuZ4/dXBVZ+/dX3M4EPqzLmo9H7ubcApqevz7xXU/rcUzWY7kv+btKkSV1BMO8f4RRhXBqEXoTD6fuCCkrCq7T6Zq0Ai+8SgukU/nA/E0xTuZWPdldgcS5Um22xxRZd11h0rgROVCWmHmB9vb5U7ZYWn+jpffRnCiiggAL9L2CA1f/GHkEBBRRQoMMF8kbQ9J/JA5DqS2eVLqoFGKwORpVTGkx5YSWy6tXXDj300HDYYYfFKgxGCrBoOJ2anxetfJamzVEpxBS5fFB1xLQ4RmoazsNvmmJF+EOj8VTxwHYc//LLL49TdIoGwRbXkz94sx3N1ulhQ3CQBhVmNE1n0HSdCpJ6B0ZnnHFG7C/Fg/u4ceO6BWU0aefnqZdRvl+mZ+KfpmPyMx6EqTYhcCpaNRCDMWPGdHuoJ/wieLjkkkviPzkeXvngGq+44opAY/c5c+bEZtBUYPFnGrnnqwDmVVtFPdA4bx7eGYQReUNswjKqvFJ4QbCRplvVMk2VKUWVJe26nznXkSNHxnuuqOcYlrwPjOpVCPPpYvlnIQVifO7Yb94AnCCRir00XbTaqpH7mfA0Ve2xUMM222xT7+0ct6PnGvdf3ridv+f+pqqq+jPH9dPf6qijjup273Nf8nlj0YF8IYi8Xxuf7XQvcQzuTUK8iRMndp0zNuPHj4/fG1RRVn9XNXRxdWxcr9+TTz4ZqyKpoMwH58uqg1wHFaP5aPb66NuXvrN6WvGxjstzEwUUUECBkgQMsEqCdDcKKKCAAgqUJUBARa8kHlJ5IM0bO5d1jHr38+yzz8apS/TRSc2je3stAQyv4QGaMC9NNeztdc3+nN40BFKNeFF5xTkSOqy++up1HZoQgCoXViZcbrnlar6G945pfCnQqN4wrai23Xbbxf5pZYzUDJwH+VrHzY+TN2JPfZLKOI+ifQyk+5mpg1TVDR8+PIaV9fQMa9X9zHtIQEOPNqYQrrXWWgutRlrkS6CZ3s+eVvrr7f0lyGaqLfcQ93iqYurtde34OfcUFZ5UXK600kqxerK378lGr49wkL5gu+22W7j++uvbcZkeUwEFFFCgSsAAy1tCAQUUUEABBRQoUYBpolTSUDVHhU8+qOQgmGBQJUPVSLtGqmQ74YQTAlVcDgUUqAhQ0UcYSFUjoV4+9VsjBRRQQIH2CRhgtc/eIyuggAIKKKBABwqkxs9cGg22t9566zg186677gqnn356Vz8xpiitvfbabROgCo3KOhqJ0wi7nsqttp2sB1aghQJp1VhWUOUz61BAAQUUGBgCBlgD433wLBRQQAEFFFCgQwTog0bvnNSTquiyqvsQtevSL7300rjyXFHPqXadk8dVoJ0CBLtMSWTMmjUr0FDfoYACCigwMAQMsAbG++BZKKCAAgoooEAHCdDHiOmDNFRPK7rRMJ1G7qNHj+5ajbHdl0z/MBqd33vvvWH27NlhxRVXbPcpeXwF2irAggxMr50wYULNBv9tPUEProACCgxhAQOsIfzme+kKKKCAAgoo0P8CNOfmf701me7/Myk+wty5c+PKljTdr6epebvO0+Mq0AqB9HlYaqmlWnE4j6GAAgoo0ICAAVYDWG6qgAIKKKCAAgoooIACCiiggAIKKNB6AQOs1pt7RAUUUEABBRRQQAEFFFBAAQUUUECBBgQMsBrAclMFFFBAAQUUUEABBRRQQAEFFFBAgdYLGGC13twjKqCAAgoooIACCiiggAIKKKCAAgo0IGCA1QCWmyqggAIKKKCAAgoooIACCiiggAIKtF7AAKv15h5RAQUUUEABBRRQQAEFFFBAAQUUUKABAQOsBrDcVAEFFFBAAQUUUEABBRRQQAEFFFCg9QIGWK0394gKKKCAAgoooIACCiiggAIKKKCAAg0IGGA1gOWmCiiggAIKKKCAAgoooIACCiiggAKtFzDAar25R1RAAQUUUEABBRRQQAEFFFBAAQUUaEDAAKsBLDdVQAEFFFBAAQUUUEABBRRQQAEFFGi9gAFW6809ogIKKKCAAgoooIACCiiggAIKKKBAAwIGWA1guakCCiiggAIKKKCAAgoooIACCiigQOsFDLBab+4RFVBAAQUUUEABBRRQQAEFFFBAAQUaEDDAagDLTRVQQAEFFFBAAQUUUEABBRRQQAEFWi9ggNV6c4+ogAIKKKCAAgoooIACCiiggAIKKNCAgAFWA1huqoACCiiggAIKKKCAAgoooIACCijQegEDrNabe0QFFFBAAQUUUEABBRRQQAEFFFBAgQYEDLAawHJTBRRQQAEFFFBAAQUUUEABBRRQQIHWCxhgtd7cIyqggAIKKKCAAgoooIACCiiggAIKNCBggNUAlpsqoIACCiiggAIKKKCAAgoooIACCrRewACr9eYeUQEFFFBAAQUUUEABBRRQQAEFFFCgAQEDrAaw3FQBBRRQQAEFFFBAAQUUUEABBRRQoPUCBlitN/eICiiggAIKKKCAAgoooIACCiiggAINCBhgNYDlpgoooIACCiiggAIKKKCAAgoooIACrRcwwGq9uUdUQAEFFFBAAQUUUEABBRRQQAEFFGhAwACrASw3VUABBRRQQAEFFFBAAQUUUEABBRRovYABVuvNPaICCiiggAIKKKCAAgoooIACCiigQAMCBlgNYLmpAgoooIACCiiggAIKKKCAAgoooEDrBQywWm/uERVQQAEFFFBAAQUUUEABBRRQQAEFGhAwwGoAy00VUEABBRRQQAEFFFBAAQUUUEABBVovYIDVenOPqIACCiiggAIKKKCAAgoooIACCijQgIABVgNYbqqAAgoooIACCiiggAIKKKCAAgoo0HoBA6zWm3tEBRRQQAEFFFBAAQUUUEABBRRQQIEGBAywGsByUwUUUEABBRRQQAEFFFBAAQUUUECB1gsYYLXe3CMqoIACCiiggAIKKKCAAgoooIACCjQg8P9ecvGw3rsxKAAAAABJRU5ErkJggg==)

Buyable/Sellable Tokens
=======================

To find the number of NFTs to sell, it is just the number of NFTs that are deposited into the pool. The process to find the number of NFTs buyable is a little trickier, but the easiest way to do it is probably iteratively, as seen in the code snippet below. ![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAv8AAAI3CAYAAAAMQDT7AAABXGlDQ1BJQ0MgUHJvZmlsZQAAKJF1kNErQ3EUxz+zsULNgyRJexI1WrPidUZD1BpreNF1N5va5tfdlbz5CzwgeVfyH+xF4sWzUkgpnnjzoPaAdZ1r2JBTp++nb+ec3/kdqGvWlMq6gFzeNGKRYe/s3LzX/YCTDjw04NP0ggpFo5NSwpf+jNIlDlsv+uxZ6mm7Jzi4n55adm+NvZzd/q3/EY3JVEEXfZMM6sowweEXjq6ZyuYN4VZDlhLesTld4UObFyt89FEzEwsLnwu36BktKXwn7Fus8dM1nMuu6p872Ns3p/LxadF2yU4mieAlLjpDjBAJxhlh9J+e4EdPmBUU6xgskyaDKRNC4iiypITHyaPTj084gF9ywL717xtWPdUGQ3vy1H3VW7iGYhd4Nqte96N8ZwJOj5VmaN+XdZRchaWBQIWbilC/a1nPCXD3QvnKsl6LllU+AOcNnJTeAWqsZL3Li5k+AAAAVmVYSWZNTQAqAAAACAABh2kABAAAAAEAAAAaAAAAAAADkoYABwAAABIAAABEoAIABAAAAAEAAAL/oAMABAAAAAEAAAI3AAAAAEFTQ0lJAAAAU2NyZWVuc2hvdMvf3G0AAAHWaVRYdFhNTDpjb20uYWRvYmUueG1wAAAAAAA8eDp4bXBtZXRhIHhtbG5zOng9ImFkb2JlOm5zOm1ldGEvIiB4OnhtcHRrPSJYTVAgQ29yZSA2LjAuMCI+CiAgIDxyZGY6UkRGIHhtbG5zOnJkZj0iaHR0cDovL3d3dy53My5vcmcvMTk5OS8wMi8yMi1yZGYtc3ludGF4LW5zIyI+CiAgICAgIDxyZGY6RGVzY3JpcHRpb24gcmRmOmFib3V0PSIiCiAgICAgICAgICAgIHhtbG5zOmV4aWY9Imh0dHA6Ly9ucy5hZG9iZS5jb20vZXhpZi8xLjAvIj4KICAgICAgICAgPGV4aWY6UGl4ZWxZRGltZW5zaW9uPjU2NzwvZXhpZjpQaXhlbFlEaW1lbnNpb24+CiAgICAgICAgIDxleGlmOlBpeGVsWERpbWVuc2lvbj43Njc8L2V4aWY6UGl4ZWxYRGltZW5zaW9uPgogICAgICAgICA8ZXhpZjpVc2VyQ29tbWVudD5TY3JlZW5zaG90PC9leGlmOlVzZXJDb21tZW50PgogICAgICA8L3JkZjpEZXNjcmlwdGlvbj4KICAgPC9yZGY6UkRGPgo8L3g6eG1wbWV0YT4Ke28MbgAAQABJREFUeAHsnQd8XMd95//snSBIsPfee++kKKr3ZsuWezk7iS+5O6c5ycXn5JPkziV2bMfdsWXLstVldVGiSFHsEnvvHSwgWEAS7Lrfd3YHeFjuvl2AIEhK88cHu2/fmzflPzP/PjO1Lpzc8b4FCBgIGAgYCBgIGAgYCBgIGAgYCBj4wGOg9ge+haGBAQMBAwEDAQMBAwEDAQMBAwEDAQMOA0H4DwMhYCBgIGAgYCBgIGAgYCBgIGDgQ4KBIPx/SDo6NDNgIGAgYCBgIGAgYCBgIGAgYCAI/2EMBAwEDAQMBAwEDAQMBAwEDAQMfEgwEIT/D0lHh2YGDAQMBAwEDAQMBAwEDAQMBAwE4b8SY+Dc+Qu2ZO02O3P2fCXeypx0x94i27L7UOYE1fhkw45C23PwSDXmWHNZFR07aSs27qq5Aj8kJe0rOqbxvN0Yh1cL9h46auu377sqxecy/8LYuypdEwrNgIFz5y86HnS6mnhQhmKy3i4U7Zj73kb3v2rznqzpQ4KAgYCBawsDdbNV5+GfzbalW/dXSNaxVTOb+5d3Vrj37Vmr7UdvrrYff3qa3divQ4VnNflj864D9tycZfa5e6Zay+aNKxR9+sw5+8ETb9r0Uf1sZP9uFZ7l8mNnYbEjdsP6dM0ledY0sxavsTat8qxX59ZZ015uglfmr7Yxg3pYpzb5l5tVjb//rhSubXsO2rC+XWq87Gu5wEdfnG/TR/e3zm1bVrqavHvo6Ak3R+r07mzdOhZUOo/qeGHuexvs4sX3rX/3mqcZucy/XMceitRjLy8oQ0mzxg1t/JBeNrRP57J719oFCvWu/cV219Rhl1TtSMkp+/mzc61h/br2lY/OvOT51bhxOeO9pusLvW3VoomNGdijQtHf/s2rdvH9xO7adevUsQEa9zdPGFQhTdyPPQeqlwfFlRX37PjJUis+fsK27yuyzm1a2pDeneKSV3j2qxfm2aEjJyrca1/Qwh65bXyFe+FHwEDAwJXDQFbh//sPT7TT5y6U1eALj861cb3alf3mYtPB4/bk0q0V7l2tH7OXrrMu7VpdIvhTnznvbrC6dWrbiH5VE953HyiyenXrWP16daqleQ/NHGsNGtSrlrziMjklpef8hQtVEhLj8q2pZ4VFR611fvOaKu66KAfmeaD4uDVu2KDS9UVQ5d10CnKlM7vMFw4fLbEBPTteZi5Vez2X+Zfr2Ntz4LCrxOfumWKlmm9vLF5rb4oWIRTVqlWrahW8wm+t2bo3Y91mL15ntVXvsxHaf4WrE5v95Yz32Iyv0MP1O/bZhMG9KuSOQoXgP3PsQOsogXn5hh22cvNuGy5+1KZlswppM/3o1DZf83ZKtfGgTOVku9+3azvj/zuPvaa2VM6gdOR4qfXu0sYmDe1bVkyjhleeD5YVFi4CBgIGLKvwX9C0XLjYVlRimwuP2LceLNfQsWF87Zkl9tVbh9nf/KHc8nU1cIvV//jJ0/bgzDGXFI/Vf822vTZ1ZL+MDC/1JYTmJ15fZEVHT1pjCen16ta1VnlNy5K9sWSdrRLxfl+Wy15d2trtE4da3bqJSKoX5q20s3r/9LlzhosUAeAzd02SUtLE/uuP8+zYiVKXz2fumuysa/xYsHKLbdt7qIIF5BeyvnXr1NpmjB7gwo2efes9F76DEjJqQHebOLQigymrXORiz/6EYDJHVtaDEvpaNG1kd04Zbm1bNTdCmX4ob8gDN452XoETp87Yz5+ba4/cPlGM/7zav9j+5MEZZczmVVm09h4sts/dOzVSQvrLNVv2ylOy3krlom4nD8ctE4dYQV4TlxhX8cKVm617pza2VkLIhYsXHVPEUkp40gtzl9vJ02fde8XHT1mfLgmFk5CrOBzE4Z3+X7pmmx1WGBHi2Ajhb/rIcgaUvhVmi1Zv0/8Wh6v69eo65XHy8D4u+Q9+/4a9r78zEpK6yAK/S5Y5rFgfv3Wce54JB3F4B0c/efotCQTNnWX2vPqIvp6quvr+8dbD37w035XD+BicxfqG0E9/XtB4BR598R33/eUHbrAGsvAyd375/NvyinW3lRt3qt/OWR8x+LunDndC4FNvLrVChemg/A7v180mDevt3s+GA5cozcd5hTAQvkD4zbc3vOrynT5qgA3qlVAGfi3vRK/ObcvG+M+emWsj+ne19q3zs47Lt5dt0rjaYydKz1gdKfx3TRlR5mHLNP+oYlXH3l6N2Ub167n5TT4IRvOWb7JTGsN1ZOHFK3BUwh+Yb6X+vW/6KMtr1sgWrtpqG3cW2qfvnMRrDn7x3NvWQW2kP5+ctdRq167l5gdzaJ/wP25QT5s0PIH7TDQIq/6i1VstX/Rmt8Zk00YNNCbHW7MmDe2ld1bZ5l373XiGLn33d69bEymRX7gvMaePizZt23dIeO9t8zVHGavQG3CTrT6zFq21tZpnjLGenQrszsnDHf6hza8uWFXmRVit+U/eX3pgumvzlRjvSXRm/IqjBz96crZw1cgOHjkuWlHLeXHGDU5Y8VGIMs0FxujJ02fswoWLNn/VFlu0ZqsE3XZ2+6QhtlteFqBft/bWUPxklLwCCP/7Dh1xwn/c/NuwY7/DH+/3EM28a0pFbw1z6BXhl/GO0jZE3ryZ4waS3NZt22dvLlnraBRj6FbRYcbg5QK0iHZ27VDRa/je+h22RHSWNkJrW+c3s3unj7TmGnveENWjY1sryC/npb4uB4tL7DnxuGPyLOQJ/3g2e4u3Atlov88jfAcMBAxkx0BCUs2ezqV44r3t1rt9vg3s0KLsjd+/u81d3zOka9m9q3WB1b+rs/pfStjeSlr9R0l4yBV+I+Go9PQ5e1CCMYLY0ROnxJQTbYfJrRSDnTikt90+eZhi9w/aGgkbHnbJHQoDNTGOOyYPtSG9OjkGy/M7xBAhzudFOPMkiHto3LC+s8j63ys37bYjYsSjBySYDm7vwwrVIL+xYhwLxDwhwNkA5g8gCDwkxQihesGqze4ewgTMvXWLhOVplyyY/M5XyFSBFB2u/fsI4avVxuE5hEyxlgFm1K9HB7v/hlFiAidswYpEmRS8Xbg5fuq0bVc4z7RRfW3KiL5iDo3spJjXH15b7JSsB2eOthIxgYtSDDqrX4FsOMiEdwQaFJcOBfn2qTsm2a1ixq3TMB9XSMoHShDC9afvnOwEU4Qq6ok1EgF54rA+1kACMW2coFAPrMVAHA7i8I6iiiCAix8Gjifr3XXbXZ4NJWA+dNNYpxQh0HHNf18JFNmA/iQtyl9Bi8T1R/QbwR/YVZjo+2UbdtiQPl3cOEORAVAUijX26Mv+6tOFEmwQ3LPhwL2c4WNfEk+E/VCvvKaN5Z1bX5b60JESa67wGYBxyPzLa9ok67jce/CoLZbQRb98Rn2GBRbBw0Om+Xc5Y+/g4eMK80jMIQQchG8E5ibqoxL1JX34kZvVV5p/JzTu5yzb4KqDAkA730+GgizbsFPhFCdt7OCetlP9wdi/TcIaQlYDKZ7d2reyjbIqA3E0iDC5EpUDfbln2kgnFC5XnYAJMhjcp34EMIaA+/tmJH5zD48FY2uoxgBwRPMeyKk+EmaZK7dOGCwF46BtlJIB7BA9RCj1QLiI/32lxrsvK913HD2ApiJEHys56cZ7l3Ytbf6KTWV9lGkuUM7d00aUhZQ+fMs4h9upom0ARhNCfRCK6c+3l62XYlfbBvVMhMzEzT/6nX5imDROsZITuvWkFHOU4o/fNkH8aKg1alDflbldSsFL76yUMtreHlCfn2TsReaYS1TFD/oU6FCQVyGHbXsOOfz17NTWjb0ije/lGteAN0TtlkHKrxlAsQGYNxgzGmvsPThjtLWUgoLC6CEb7ffpwnfAQMBAdgwkuH72dBJU37enFm+xL80oj088dOK0/cvz79nvvzzTrFJqRA4FVjJJNqs/1qjKWP1hdAhgCIq4ZOuJ8cKwOsm6C+NYsWmXs9wMTIYstJMVfa0sLMSlw8hPnUlYrb0FGGuPB4TOMxIam0jYjwLx/zB7LBwIZG9LQOiv9xBcsJQj/EAUC2RJ6SS38UIJoWu27LFxQ3pGs7nkGs8DzPxOMQUAZoYFF0CwhyF5AXDvgSPOy1FHjLqOBFpn8VOanvI+vCwmQj65hE29JQGiZbPGThCgnO4dW9vuwgSz4PfBw8ecRfDz907Td7lQgEBTS5ZOBH+skgPFGBHkOkgIzYaDOLxjweN5vhhKgWJxcxX8qeuUEX2cp2bL7gPWoG49bkn4PytLaAJ34AMrL+57wnAILQPicBCH961JZe1uCW30FcLRrqT3Bs8SzPakBBSYfSrjdQVn+MBiT/pSKX8I8KnvYr0GPnrTGHmFyhk6VkVCFhBcu0oIYQ4s37DLNu3c78LJGD+ZcJChKu62Vyo/ccdE5/0a1rervbZwtQT9ixI4T7r+6qT2A4xLoLPCHmhH3LjctKvQCZYI1lgXUy2MmeYfnreqjr0SCYsILz956i2n1CLY3iNrJ0B5N4wdIEW3SF7E42pr/TLPX5e2CaWWOdpWBgYEIuLAWa+0T/2BB8AbHLCCskaiiRSibDQIhQIv4y0SwgHw5RWMfM3LY0mBHqOEn/ukQ1HBkHHTuEFSXBL06aiEYGhgXH2whmPFHta3c5kHirpu1EYDtKdQ890rR5RzQL/baO0YgLcMqO7x7jLN8IFlORM92J0M4XropnGu76D9eGRRdE+pnzPNBUK8wNNK8QY8xanza7/ajIfzZ8/McbwF790kKajeW5xp/tEEFIa2dZu7+Qbtj8IrostY1++ZNtzdduV2S6R4ad4KZ7iaIC8OMFD9zaYV1QHgCX6QGtZWpFA+jAbQTaCVDA07k/TLz3kMGx4S9LKdvSZBn/l3p7wadaQUTRBu8JjhPQA3VeV/vpzwHTAQMFCOgZyF/9mb9tlRWQ3uGVpuOf/W66utX6eWdkKC7NIdCcFu44HjNqhDvrVrXm7RLi/uyl1ls/rD/EYP6JZzBWBahHj4WMwzYuwAhBfhAnhP1thlSYssv3tIQAYKZQUEZowZ4L7TfcAIINhRaJv8zTNioWGoMxQfCmxSaADw9Ox33bf/aNAgexdikR4sou+BmORGScUDJQArvwes1lEmXSBr5l65pXdL+OLZQxIMswFMFUI9vF/5Al3aQ9iUBxQrQlmigj/PdsgjQPiMZyinpUSx6BAGmQ0HcXhnUWy39gVOeJq3bKNT0uL6x9eTUIfnZr+n+pg1xTOhOQAQ/oVLH8ZG+Arege5yfyMUt5DQmQ0HcXiHQdJmBH+AtDDZKLDgbmgEv9FncddYHPFWIMCnQuFh1lY0rSD4k4adouiPsvpofAJYtVGqM+HAJYr5QJjEA0FbgVMKl6CceuprYugRoBFUgd1Kyxz2gmrcuCRsaYuszk+8vsS9gyA7QMpOFNLNv6qOPXYEor8Jx6C+eNgIVfDtekkhgJsU9oISjyCJ4Dkwif+mjRs46y/W241Kg0B4Y3LOI0QNloeQMQguEOYJ2+vXrYNt3XvQNScTDUIZuTFJf/z4bJ/0WvJiKj49bmYnrcJFohmzlya8MN7yH1cf6g8OendOhOeRHx5Gb4EuVn4jFCrmwY3f5AL+KznefXmp33H0YI9oHX3nDQQoywBelGXrd2ScC74M6GRBmjVKKA2E2/To2MaFX3Xr0NopeWXvZZh/0edcR4V/5jMe1FslKKcCnizm+ukj510YoX+O97A6gPmLRzwKjAH63SsbPDsrY1br5JoGlFw8j1+4b1r0NXfNGMILyEJzD4x75n022u/Th++AgYCB3DBQLo1lSf+kwnumD+xs0TUAxHUWKh7+f/1hYdnb/zV3nbVoVM8+PibeGl32QjVclFv9x16SG1ZTBBR2+KkMEJ+L9cbDOuVB7DDWMCwRMIdMu2Bg1cCd6y12Po/oN4wAV2wUyB9CR0gI1m7im70AcUzpe4hZ3H9juXs++m6ma8IlEExbJIUoiDMEeFhyFxIYOlZ5AI/DQVkMoztUtJelmLa/On+ls+YQVpUNEOyBLu3KY0GLhTPv/ThWolAe1cP/juYH4+gqId0DFreWeQklKRsOsuEdbwKhKq8vWmOEV6B8RMOufJnRbyxnLSR0+Z0oiBcHhygteC/YJYfwFYRWrOUI0Fi9suEgDu8I+1EFLFVQxeoL/thlo7LgQ22iAoTPgzE/SoJzKiCsNotY+Lbs3u/ay0I/vBuZcJCaT+pvcBBVgDfKk+CFfcYoO+Z4WLdtjxOq/e+4cYmQTfw68/RZKcv0d6rwn27+VXXsLdf6COCW8YPKlBNfT7wm67SVqfcgokT//rVFFRZJIgxtkzBPv7NDkFdwqA9CKh4nQuKAEnl8WCy6o/BQRhpUJAs1Y7SLvDRAWZ9HFD7izFFSokC4C7QUvO9KeukY18ekyANx9SkuOeHSeE8NCgt1gLYgoEKH8GIAhMMxfr0CernjHXpJOGRHeYVQkHKFTPQA4b1xMmyGvDao/zAE0S9xc8GXS9hW6m5yCOLgYZRCOAcn17T49P470/zzz/dIOIZHoDB6QPAHWMuRCihwAGt6vBcnNQ11Yk1APXnT0tHj1PTR30dF5wen7GaFckq/e34DTwFnowYm6AqGKJSedMAYQWFNt6tbNtqfLr9wL2AgYCAzBnIK1jlYctreWrvb7h9ZUTD41gNj7J2/vsv9z/mrO10p//bQuBoV/Cm03OpfbsH2TSbWH4E6lRj755m+2yUFOBgiFon1sn56wYRtCREiYeoAi3dZuOdh36FiLVa6lBj754QHQHQ98/P3+SbGmZhymOPkYX3LHvXSorGdsoayIApgf/Rc9lfGigXA1LEAvqzFfhDn8Uk3MGFGCJO0ky1SeRbdOpI60tajSkMsaS6AQE0oCGXSzlcXrHYLHScnY18JYUkIyxWtRuQN0+A5oR+EYRC33CG5m0Q2HMThnUW7MJe6UspwKaOceatkXJtQnOpr/PDufK1ZKJKQ4QXzY2J+CNFYLn0I11EpNghn2XAQh3cYJMKtB5inxwH3+A1QN/qrMsB48Eps9D2YNG3snPQ2RJ+h8BEDzThBsFyxcbdbPItiGoeDaB6p19QbYXK/hHzGFwujERz8Quqz589rgaKslnrGOECZah8JRco0LhH4EWYALJygp1FEied+pvlX1bG3R2sMol4JyvCABwyoi1Kvtr749nL3O4pnFmES1kA40/hkCB/zHBwhMLuQII0HhMrE/Mx3W6NmokG7DybmlxeEUYqZj1FjBh6s99/HY3XB5UmlsPQzLz+vbZLZiIB/6Bj0LVt9esqaDWzeecAZEV6bv8qVx8Lnc6IBwBEpCITOvL5wlfvdXqGSwOWOd8JeXlW4mKd1LtMsH3H0ADxD7xhzKDHQfs8/4uaCL5K1XMxNaJ8HH+7ivWf+vv+Om38+DR5YFsFGAZ6EYvKuzutg/kLHF4vWAcwRLOeEX0FP6WvaTciihz3KE9y9oXDLygJjcb+83JRJ2YAP4WITB/jN8+Ip0Juhvbu4NOClU5vEOqLU8gjHxJNFfheUNx5HeC+Qjfan5hV+BwwEDMRjICfL/3Mrd1qjevVsRt+KrvP4rGvmaS5W/xsqafWn5kPlbl+l2M0fPTXbCYq1dK99qwTR6ij3OSEkCNK49AGYQhnjPlxi7SIudpdAHwgx7HDh4Q/aeQX4zN1TynbBaaXQn8NiPuzs4mNBSQPz2aLFc79O7tACk2Y3jmyAUIGgC+P499+95ggxC5i9IDBYRBkvA+1soQWXQHTrto5Jax1xu175yVYmz8fI0oMS4z0mfrcHnlEXLyzzOwrjtNCR3Ui+q7r6NN7CnQ0HBzPgHWbyjhbszVu+0Qk35MvuGwhb2WD0wJ7uXXZEIfQGZopARp4I8ChKrLsgDAVhjC1VPYOPw0EmvCMwJBhkwqoPo+Ze57blHhfKJFzmyTeWOsHtAa0D6Z7jPv3O4pv0AkXbjpADpPNWsevMys277CfPzHFpGB93Th6REw7cC2k+vDDJTjbf//0s1y+ECrC7EECIyFYtHOQZa0eAqLKcaVxiBWaRIIscmSOEWdw2MRELnW3+VXXs4QFKtaK7CuuDxZwojb/QDlrUB+GNMRSdS4TjYEi4afxgl4Z3WU+CUEcIFMIxnguEW69kxNGgfVJGmkWsw1jWCUWLwmhtGIBH5HuPv+7m/cdvn6DQpP0uZj9KdxppDcuJUoTg+PpgFYcGvpBUbpgrn9COYQBKIgoOWy3XqrXRzWvmIPi43PGOUIugTl49kh7MaDvTXcfRAy+EY4RhByKgV2dtS5nc2SrTXIiWM0jrwFjwjXeRRdM3adG+o8P0vwwj6SBu/rGdZlSR+Oajrzga/TEtKAYmq25va80RNArwi/9Zt8XC8aVSDPB+A+xINVoeTw/s+gR0jnhb/bNs3yPlmWYROSGyw9RONidg/jFGObiPMlE6P3rzOPGdWran8KjLMkrLomVMGtbPxf3DiwD4FuuMgGy03yUKHwEDAQM5Y6DWhZM7Kmc6zDnrmkkIgW7ZvKlbIJpaIgetwND+/OGZqY9y/s0ON6mHhfmXIchYGrEY5iJI+vcu55swphOymOZLUE+Nl4/LF0sKrlNvDYymRcBk0ZUPN4g+e0sxwMsUx/6Vj9xY6TZe0CJxrNSZ8BctJ3pNXbEyRwWk6POq4IA8iV2G+WVygUfLiF5j1WLLxkyMO5o29ToOB3F4T83nWvhNn7BWBOZenYClNU9zCGElClgOS7XmI11IQ9y4pL/oa8Z6VJCN5p3p+kqMPcoizAiBEitoKhBKBmBpryxcDRoUV0fmJotaWQ+SCoyfJvIkpPZzarrK/EaxWqCdp/AYobzlCpnoAQrnMwoV+/OHb5Iyf87YYSkdXbxScyHX+qdLBy9ifnrDTjQNHhd2k4vSPnDwPSkMKKN/+tCMapnXP316jrWV1/yOSUPduq+qbClKWCh7Maejt1Wh/VE8hOuAgYCBBAaue+Ef4RwrVzqBBAtPbTHbdMQwDIB4DOBRwXJPvPktskhm20M+PrfwNGCgejDwQRqXixQqyDkhhLbh/ausklw9GL2+c/nhH96wZjKEfFKei+oAdltiDcdffOym6sjums6DraRn6TA6tvtlF63qAE4wZn3dCHmqAwQMBAxcuxi47oX/axe113fN2HuZ2Pu+3do5d/713ZpQ+w8KBj5I45IwJNY1DO3TNQj+18gAJfwKj1xldoa7Rqp+1auBF+q1hWtciFTzDOFNV72SoQIBAwEDDgNB+A8DIWAgYCBgIGAgYCBgIGAgYCBg4EOCgUsDUD8kDQ/NDBgIGAgYCBgIGAgYCBgIGAgY+LBhIKfdfq5lpBQfPXYtVy/ULWAgYCBgIGAgYCBgIGAgYCBg4JrBQLD8XzNdESoSMBAwEDAQMBAwEDAQMBAwEDBwZTEQhP8ri9+Qe8BAwEDAQMBAwEDAQMBAwEDAwDWDgSD8x3QFR7Kv1smjAcoxcF57qIOTczqpMcD1iwEOHdqdPD2zJltx6GiJrdHpn5R/vcGFyxj72/cW2QGdYHw9AueDsMtSTQEHwPlDryiTU7WXrtvp/jfqBOErAdfzuLwS+KiuPDepv4p1/kAcOFqkU6hrEnItM8gA8b3CQZfIA5yD82EAzwPOVEL+uaCDP+F57wtX1xJkjfn/ynef0JHdhyvUmdMbH/vfn7VDmtSf/7dHKzx78IZR9sjM0RXu1eQPtqectWSjPXTDcO3/XPE0xTM6tOWx15baWJ0+O7BH+6zV2qIDX5Zt3G2De3XMmvbDkqCw6JgtESPury1ALxcQKPYpvxtG9b3crD6Q73Oy69xlm+2eqUPdaZe+ke8K/yuTSinnYrXQOJ88vJe11inDucKCVdt0+m1T69wucZJwru9dTrrn56y04hOndMptQ+urk3w7trmc3Gr+3UIJ71Ud+2+v2GJDdPJr25bNa77il1niqq2FOl242PpVw5zPVhUOcXppwRqbNrz89PITOgfhmA4I26OTi9u1aq6x0zZbNpV6fj2NS+o6blB3HaR17Y8jhJ15K7faVNGmljppOxPMX7nNCvJFi3RyeU1BrmV+mGSATPwmrk8OSTGHJnZrX3N9F1efK/3M84B+aWjQ2zpwkMNXU+XFOjrleun6XTrZvIF171hwpauYc/5Zhf+vf/YO7UVdbuX92k+fExPrlCjgYuJw4H/+4t3WSqfsAnk6xfJqwsLVO6x9Qd4lgj91WrJuhztufEC33JgHFihO5QxQjoHCw8fdgWp1q+GU1827D1qtlFNdy0sKV7sOHLHjJ3VQnY65j8KBIyUiJPXt9okDdYpmqb313mZbKGH+rilDo8lir28dP8Dq6bTjmgIsq0U6yfdBKeXX6x7g+4uqNvY5Kfa89kBvfx0IbOnGw6Ejxy1fpyXXBMxast5aNGlUgUl261Bg/P/qxUXWtlXuCm4u9b2exuURzR/mUMMGWdl2Lk2/4mlqiW7dN31YVpngxOkzNqhlhyten2gBuZb5YZIBMvGbKN5SrzEGwsObac5+GKCdjDcP3jDM6unk71TYtuewDe+bHg8FUn43yAt2XQn/rZo3LmvjTgkjEKDbxw8su8dFawn+bVs2u+qCHFb/EwrVuXV8/wr14wdW/827D9nYAd0NopQLcFw68OuXFtlFHYXeX9bKcYO7u3uLVm+3YrnDb5uQwMXcZZvs3PmLduOYfvbYq0ts0tCe1rV9K5d2q8qdv3qb3S9CyLH3W/R74ZptSn9B1tqmNmVYL8trlsAzbsanZi+3QT06OFf7aSle3ZXPDaPjreNY0Vds2uMEK07lbdygvt05ebArj0rElYlb9o0lG6xEZTdT/cYO6lZWdwSXV+avtSOy2DaSsFhXWmyLpuUKEVZorCMn5farI7zOGNUnqzUZXO0oLHYCEbI/+KW+D944wuGLMebr01TacrQ+LkGGj7XbCnVi6h5rUL+uE4pbCqczx/Z3OECBfXHeajt28rTeft9Zy29SXzUV0Vqhky637zts904bVpbz0+qD1i3pm3ILZNnDlItMODii8fHHt1dZgfr4gBRJTpqeNKyndWqTOE0zUzs37zpoCzReLki5fl/jDvwAD84YYY0l9B/VqdZtNN8guPy3lGBWLJx5mPPeJqewn1WbscxAnO+fNlRjo7E989ZynSh7xiW9X+1tECFiuCfnLtsiT98RlX3R1ff2iYPcmCLMa5bGyH5ZvxkDgzU+h/fr7IvM+I1w9bLGD/MHeHbuSlefh2eOdAQ0Ew58hk++8Z7DF3VibqP0fPSmUf5xxm/mJ8SWcrvJuzF1RC/DAhM3DsgsDgcoXQ3q1bE/zHpP4/2MtclvbndMGpSxDv7BfinMwGIZH6ApGBSma57geSGM7nevv2s3j+vvvAK4z598c5ndM2WInVV/vLJgnX1M7fXK9jxZlw4cLrEHNBayAQrhJinY4KCLxtz0kX3ciee8R/gM476TrK1blIb+nji4pw71a+vCk2Yv3WilmvvQJ+ZMtyQtyzYO4sZetvoy7g8eOWEPiE6mAnihjh1bt6jwKG7OV0iY8iPbuIyjidlwkFJU2c+Sk6X2jCz3XXSa7g6F3EEvsYp7PpFpLvgxkZxC9pxoCjB+cA/r0yW7++yE+m/W0g12pKRUb71v+aKLntZlKpP8GeetJLTgnUV5Hdyzgw4/68ojN27xSu7VM/hYfc2LhzQmG4hHgJ/H9S60C57xkOZ6FAiBWLZxj/K8YJ01LmkXHh0gDu88j6MHmeY878WVyfNMECcDZBsHhBbNW7HV8UZocH9Zi8cP6RFLg+LoATICzzPhnTbE4SBTG7Pxm5XiqSs3K9RXZdeT0W9g93Y2sn9iHOwXX2vWqL7Leu+hYzbn3Y3Wq3Nr8exyOSkdHeaFOBqUqa7cd7KBxvSpM2eFywvWVfNphng5sE91QL6AdoHz9q3y7BYZuoBXF65zXmf6AEDWevqtFTZB84g6x8H2fUX29vItLgnzd3okWuHJN5a5ukCfiBRBDsMTMnVEn7Is8+Sdp27XEuQmBSdr/NKC1c4C1LdzRcv5f/vWY3bP135s/+uHT1tRUmC+Go3E6t9BVn+EnFSA8SK0DOhese6p6aK/GVynz55XWEofJ/iv3V5opXJLA8SkNohYv+lYCB9QW4Nut1zUAK5PBH+ENQR/3pu7fLN1lyXrZgmmEPZFa3e6tHyQD4SWsnBvTxvZW+8mvCplidJc7JZwhADeTILFjaP7ucG4fvt+lzKuTIR7mEmjhvXsFgkgzZs1MkIUPDw/d5VwcE7CyUDLFyM4Lhc8Qg+AVYTwk+F9OzsLz/C+ncqUDf9+uu8RSn/zmISChjJ2myzYN41NTF5fn4YSlG+TktlAVi5CVHIBcHBK/dNFAs1M4aBYzG6dFALglCY6YwNrOfmCqyXrdrlnzRo1lPB8qiwmj3ewqA/rlfRwuVTpP+JwUJjsS+k3dtu4ASJGZkuTfR3Xzs4iLuCkbp3aOl25pbvmN4I/MZYohO2SFlCY90FZZlEwPOw7dNSFSED8posA9evS1hpJuQIQAHFZQqiaKvwmCn98e7UT/FFc75k6xDq0ziuzcDyncXBUygz5De3d0ZZJcGTsZgPcoNQdgTdfY4trFGYsJ3E4IF+Y63EpKut37teYa2ozx/QtE0LjykXoXSdleGS/Tmpvb9upkBUUfyBuHPA8Dge0n3HTTwLyyH5dnJCMEJkN8BgAeVLUbtM8Yowul/ADHJCwC1NFUQX8mGmuvgF3PCuUMg8c15jctOuQQhazW0nBAXhDQJw8tJcTNlFwPewVfTqhk2wJ5xkzoJv+u1qTxvUdfXtJyloL1ecW1ZXTbi9KCe0gJgpkGwdxY8+Xnekbxskc9YaQaDrqC7ROCR+Jm/PR91OvcxmXmWhiNhykluV/7zt03NF2aOiNMubU0/ymzUDcXEDhZN4wx1F+3RzS7+45hFowh56SgIPQeLNo7O3jB5WdJh1XJsYylG3G3kSNIfpl9dZ9vim2XAIOgj/zC1rRq2PrMv5XR+26dcIAjaFG8lpC/cphZ+FhWywaOLB7exmK+jo+CV0kLMjXJxPe4+hB3JyPK7O8Zumv4mSAuHGwX7T/1UXrnfJ815TBopu9pSAlrMVxNCiOHlDDOLzH4SB96xJ34/gNKc5JwCbU7D4ZkPp0bmMrpAh4OQhDVCuNS+L+X1u01np2Khf8s9UnEw2KqyvPUEYxRmKIHTOgi6NtB2WYAU7JKDNAId13y3hC6OBe8UKMGwAKanQtEYoZY69nx4SR1iXK8MH4Z94ByCZRmKG5PCgZRo4xiHSpJ4TXqlXbzmoOXktwqe8iQ+0QSGcv22D3TS23OCGMfPGuyda3Sztbo2PRH5+1xH7/5rv2Z/dNzZDLlbudzeqP5bsyVn+EKiwSWAyJRcTdg0DOgEVLxEruY08R8NE08X4AuMgPSTAGVmhSYOHAwgPMVYgG3hQEYKC3JtOqLeVEFesicLsEJCZVroDl18V+y7IMoOhgeQHiynxHEwBlBaGutoj2SFlzEYBY5HfidIIB3KuYc4hz/Xq1Xfu94LlDhBwBE4UDaxL/uQDW6uPOAm+yXLUuEzB5d/mG3a7ed8jijIdmkKxNc4QzLLZRK3W6cugzhMRRSesUwua+pOBEn4yTRwOlDIt8w3r11Id4AczaS8gFUFxbKd3S9TtFEAqcxds9iPmIwwELPLHuEWJDW3qKQa7elujruHZCXGD4jBuE/2gsP5Z8gDGzWv+lUk4biqlME3MBEmPxvN5pIqv0YHcv6moED+AST0sUYJB4su6St6h1fmIce8sFFhoEFpRD3m8rKx3WDcK2hvaOV5CwWFN/YrlhDNG2xOGAvsbLAAxTGSMkbANd2sUTagQWBH+slD07JayiuFzxThGzHjcO4nDglC7hGqGFNpfKMPCu4jiTU8zVLdPHQSkICG3TpHgBMJJDyXl+QOMTJc+7kWFiDeW5YrzUlWkGS9t+WfqhQRgNyKe/LG9xgKCH4M+6HG8ZXirjx3b1cc+khYv4XsYm3qRoWBkMG3pAX1OHXuozFHy8YNnGQbaxF1dnnuFNQbFKBwihtJ06RSFuzkfTpV7Hjcs4moils6pzYb+UdOjlHRMGWR31a37efiuVcgVkmwvMm1IpnnhionMotV2pvxeu2S5b//vOOIPnC/DrBeLK9N4qjCjtNF4RXBC6POyW0lhfbUChJYxv/JByXsV48nM+dY0LC7dbi0aP7J+Yzy1FozGwAXF4RyHMRA+yzfm4Mn170n3HyQAYT+LGwVx56FqKz3uLNPjonlw6GEeD4ugBdcyE92w4SNc+fy+O35AGfor3iMgP6BHAWGwkPoVyxFocDAtEMPROeqJyqU8mGuQKyPABbcMgMkJyCvwUwIi3R3VrI77VS/IUSiL1QSaDxnlZAxmOiAOAslEMMOym0hSXIOUDw24rtR05mHyigGwEbYRuZ5qbh8UDmiY9JNF3r+Z1zsL/gmSYys1jBpTVt4kagyUB6CVhCcvYK4vW2J/eO8URubKENXCRi9V/YM/si3x9VQtlrROdLovRgtkDWOSweGINa5eM4XVWY8nZHZLW2LYahKvk2mSgIiQN6NbeWV7RlrHanjl/3n4vt6iHhhL0PCAUYAWsjODPu1gkcV8BhC4wQfA2ZCsTgn7x/Yv2hMJcPMCgYI7b9xW6ye4Xa51JEul2SSsgi6Z3ajK9snCtS5eL+8yXgUATFXr8fcI7sBL7CVkkyyiQTfD3CtiIvgmmwjtYLHzdfagRi9XrSqpC8O9VkCAeKLFYqMAFRIMwiYlJ1yD5xEEcDoqOnlSYQl5ZWxDUYZhAtnb6MdU+6Q73dSDGEsACg4UNtzxuyDJ8SQECsPhmAnZPaREJ5yMdSkwjiFdS8I++i9AIvLZ4Q/S22pIb+bgoghn1VvhMsuGA8Bb6BeE/V9i9/4hLukZK1pqk14cb4AiIGwdxOPBK19A+ibocSIbyFEgZygZH5YHqGwnPQNghNA0gzAWa4gFPUlSJxnpKyBiKJGlvTQm59O9FvxnHKCVRRQlG6D2TpC2R0ImCFBX8uY9lDLrmxxP9hsUMwTHbOCAeHYgbey5Bmo/DGpPU2Yd/pCYBL4z1KGSb89G06a4zjctYmngZcwFaBj1A8AewmnrDQ7a5QHoMTv0r4bnmHTzJXaU4esGfex7iykT4p98R/AG8i03kHfYwZmA3m/3uJntSfINQUcJdPa31aeBJqcI/IWQTepTTJvgUwjAQh3eeZ6IH2eZ8XJnkmwniZAA8n0A6msi4wqs2JcKLomXE0aBs9CAT3rPhIFp+uutM/Aa68wZ0X7IQyre3+EOXEKCZs8hCQD2sFUnIpT6ZaJDPI9233zFtQHLzAWgARk74OkatFxTFwLhDhkDpRUkrkCEMYM0VafGgEjqFsZQIjFzB8wAv90Xfc3Q7hhcwBlFMriXIjXurxi8q5AcLf3QNQGpDUAZw3RH7DuGoKSi3+pcrJr5s3JfO6q8dfioDDDKs5x4IG0AobpXX2Alu3PeMf92OQveM+HEAgQ3iQIwYVjRc6sAREXvgYzeNvsR15B7oAy2VeP/KAJZsJmGHpDJyKCkwY6EtPhZfJtZlhPZ0O3mUqC4IhB62ynqKJu3dXoQxEaePl4B4cOLUs8XO+bzwcLDrSyowfrp1KLfuop1DdLKBJ14+lAXtH2aJ54DYyy17isx7MOjbF99ZY+2S4UvkDbHYfeComFyJwpg6lVlis5UbhwPK79S2PEaZehDnDWRrJ5ZOxptvj68HlkcsDKPFfNMBQikCczoh3qdnEXHUG8B9mJV3S/t0/hurT6c2LRT6den88mnivv149EqjT5sNB/QF1jM8UrkCu8JAez5x69hLXsk2DuJwgNKFsoq1C0B5xeOSrW7eUtU8SRtgVoQKsX4IwGDSMbkGhDF7uOSk2xXIPdRHG1kMN+85aG+LWeHVIhQrGxxXbDngjRGMd+hD5zaJd0/oOUywRxp3Nwpqe81rD1jUvDKSbRzkMvZ8vqnfPrQJy3Y6iHpa/fO4Oe/TxH1nGpdxNDEbDuLKY61NlD5iNfU0KNtcwJJKn6XOobjyeIZARBhNOogrk7mX36xc2cKQwdoiD6xb+uRtYx1tfUPrQxav3aFQn4H+seMJjLmooESMNdCsSWJ8+TCePsmdU+LwznuZ6EHcnM9WJvlmgjgZIG4csLYDaByZR76MbDQoGz3IhPc4HPiy474z8Ru87s21xu/OyUPc66wZwziG0WB/UYl4lNnDN41067oWap1Vt6Qwna0+cTQorp7QXcr0hgzWzgB4Uxev3e4E/4/fPNoZL5doTLLOpW3SWImSybt4bLlPuFplAIUY+ceH0EbfPao+H9Q2vXGZOYjHwMtn0feu5nVOXJVwiI279ssVnLDy+wovV+zXKlnYsGQt16KQF+avknbVokYFf+pSbvW/dKW1j/XPZWtP3y6+IXZYJRCscf+tUrxjz04FzoKCRRkoUSgEisfm3UVli164j4scwFI2VkKaFxDayzOAQEed2C8W4sdiGkIiAH47t1LS2uJu5vBBTDGD2q91YDsqBJWGclVlK5PY1zVqG94MBBP2IydeEYARo53zjHtb9ax5knAj8KNUAUxECH0267xLnPzAbcg7tJlyPWDdO6hJhtDEQmkmqQ+R8mnSfXvhYYsEJTwfMCQmKmEEfoErMbYIXm/JYgVEd1/BOgCxx3oxLMetXeNw4Jn1HikUtIV+xiIxsn8i3CtbO4m1pk99v/g2Yy30ljJ/L/qNdQxLXCaA4WMNaZ/iuuwhoo0bG68AAO79NaFHWMH8ft0wYfbvzhUKi49VUBr9e9lwwNxD+K0M9NAcPav5Sf0BmDQLW4Fs4yAOB1jfmzUuxyvjKF1suiso8uFDFaAFjEvW0yDEDZOCCdAXbGWJZ3GWxixzIiowEWJHe1j74EO7ItmnvWQRJQBjZH7NkxEChdEz5n1JBuoV0WgmtHG/FB3o03LhjTGLOx3INg6yjb1oOanX3ouU6onw6cAZ45H5wHwC4ua8fy/uO9O4jKOJ2XCQqTwspvS192z4kJL2BQncZpsLJ6WwAyxwjNLLTOX5+xiAdsibCd4Yf+8Rqpakt3FlQndRNj0wd/AkA5wPAg0AEHDZmKCp1otEwQtpXnHkGYYS+B+LJxlfGIwAFmUCcXjneSZ6EDfns5VJvpkgTgaIGweEtRIewyJjxiq4X71ljysmGw2KowdxeI/DQab2Re9n4jdnFaWAEZR2LNuQEJpZDwTALwkfhf9PGt7TrWUi/AXIVp84GuQyyPCB0RAaiZeWOcV6QHg3RrLS0+ed4YtXkWPw/CIHReUS6gstxpiVjv5lKNbdxrof5QHRtPQbRm+8PqmwRGtcqIeny6nPr9bvcrNuTA1eWbzOMe/J2g0iCtsKD9mjrywsuwUx+dtHbin7XRMXxOkiaBFXnQre6j+uklZ/8mErMHZneUaLpQA0yylaCAn0UIgTsZRPzl7hOrWOLK3RgYSLlclPiEfUoo4rfZgWS7JwygvOWA9xvwNeUGgbIbruQZaPhEu2XDCJDtJsZY5S7OU8CSSPa8cRAKux38GoX9c2LpaNZ9zH90e8JoB7EkGGOGSEVFxoN0RWt7tEMR/shfuO9oB+9JUlzurud/oZprAK3Mm/fnmxy3eo0nnLUEx2Wnx8wuF8qyz84JbJdvukgc5C0VtxzhAuQpuoKwt8YUIQaQ/E6uEdmKw+9iEP/lmm7zgcsHATwJrl28I49DGB2dpJvDa7JPh++dxdE1x+WAtpTyZgdwrfR9E0CHLLtJ7Cw0sL1rpLdlZBiCVPdox6PrmTCPhhSzNgoMbnTjF8duoBwGEuCplLrI8D6huvNPp7fMfhAAEFo4IXlqLvxV0jqLIjDDG3czQ2AebuMIXbZxsHcTjAa9chaTknTxaE99VC6mzgQxWYk796abGjoyyeRzEHyIOY+t+99q6bB9yLxpQivAG9pNREx6u7meGD/qTNzCMAOna31u14QJFhF5Z0QIgVePuV5h/vAb4Pso2DTGMvXTmp93zICAzde1eiafCGrtMGBtskyOLyZ8eOuDkffTfTdaZxGUcTs+EgY1nJtUfes0EfMI+8wSZuLpAncfqsYWJRJcIPu0P5XcMylcn9EX06axxsLKMjeFF9vH2mMhFgMHz5tV0YpxBuvJDO+hn6gfpDJxgf4wclQnlemLfK8QZfp1/8cYGjxZ+6fZy7Rd/hKWfhuo8O8GEZcXiPowdxc55C48r09Uz3HScDZBsHo7RG6V3xHGg/0CPpzc5Gg+LoQRzes+EgXfui9zLxmyHiv+8l2+HW3Ki/CWsGCPvJT4aPwtfgO0vW7XBrIbPVJ44GReuVen1Uhljq8aYMJQDhPmzgAQyX7MAZIeAceYVw6kYpUQMoLvDQKck1mO7FLB9sMcz498CYJpwtutNbb22Cw1oz1oUi8/mw4RLxic27D9gNWu/ld2zz+Vzt71oXTu4QKak6nBRhYBDQCX7HiqrnVvk3f/TkbGMbJb+dUzQHDl3Ysa/YuSej9ytzjdsQId4vyIu+i3svHUMmzpI4eBZ2+cVV0fe4xvKD+8iH0KQ+vxK/48rEDYdwnxpmQj2IkUu3NzvWAMKU8uQWTBdTejltOK7V/CwkzlUQf0JrKNgNg92RCFdKZ5Wlvzhow3tiovXDnQncN3149HbW60w4YCcBdlJ5WC5IPATEdadrS2XbmbVCl5kAS/EJWapapKkvyjSCQDM9y2ShrUrxVwIHCDAI6OA9lejGjQPqH4eDqrSPdxBe8BR6YS+aDzjFgJCOxuC6hqE8onGU7nk0n9Rr+otw3HTCdGra6G/qikElHW0j3ZUaB2xpy85D2RY0+7rmMud92qp8x9HEK4WDKzEXaDt87H0s9JoPqVCVMvEg4r2N80KmluN/EwZBnHimcRmHd59Huu+4OZ+tzHT5+XtxMkC2cQDtbyAl2iv7Ps84GhRHD7LhPQ4HvuzKfsPjqFO6sZMtr+qsD3TplxLEp2oXn67t8t0idDw7qcB4Tkdn6avHX39POz62M9ZO1AQ8//ZKtzYuGhJXE+XmUsZlC/+5FHIl0+zcs99pd6kMnjJxtzkNMIOVq7rrBdGap9MKOQiLfV7DybXVjeHM+f3yhYU2ThOabb4qA4TjbNxxwAm8WMHTKTmVyc+nfVYeI6wO6ZRSnyZ8BwxkwgDhhGwWcEjhh5O1i4bftSdT+g/CfcIkCDGIekvj2lXVOR+XZ3gWMBAwcG1igM1Q/qizeh7WuSds0lEZeEveL3b6w5D7Ea1TTGeIq0x+uaRF4XxLZ+6wvXY09CiXd2siTU5hPzVRkaqW0UxW/0xQ2QGSKZ9c75+TtZG9sid27FG2DWiu74Z0VccA1gXWY3TJYd/r1FLcIVByyXIAS9xYSn0v2+8uipOv7tNIs5UZnn9wMEAcdSu50kf175bTIt8PQssH9UzuhZhDYy5nzueQfUgSMBAwcI1hAEMuhoHKynV4DPD2D+7VwR1OWROCP6hD4L+liptk1ATqr3vLf/HRRGx1TSArlBEwEDAQMBAwEDAQMBAwEDAQMHA9YyCn3X6u5waGugcMBAwEDAQMBAwEDAQMBAwEDAQMJDBw3Vv+Q0cGDAQMBAwEDAQMBAwEDAQMBAwEDOSGgWD5zw1PIVXAQMBAwEDAQMBAwEDAQMBAwMB1j4Eg/F/3XRgaEDAQMBAwEDAQMBAwEDAQMBAwkBsGqm23n6ITZ9yhH62SJ8DmVvz1nWqVtonkuHV/8mF1tGbvoaPaV/+U9rpOHPxVHXnWZB5XAic1Wf+rURaHI+3aX2TD+3a94sXv0MmH57WTTK+Yg8KueCWqoYBCnUK7aed+lxN7jQ/R4VQB0mPggk6F2q4D7IqPl2hXrLY6kLBJ+oTJu4EGxaLnsh5ea/MP2rNb28oO69vlstqV+vKStdu1M0t7d85G6rPw+4OLAQ6HW75xpw3tnRhPi1ZvdY3lXJjJ2p+/uuGMDoKED5SePev4J4erxgH14R1geL+uGcfnMZ0Rs1WHc9WtW7cCb+EU3+Ubd+heF3dqOvmQX6Z2xj3j3asJWS3/D/9stvX6m99V+J/6zRfK6rx231Hj97h/ftrG/tPT9o2XEifiliWo4YvNuw7YNx99RYzu1CUlc1DFt37zqo4433HJs7gbj74433brwKYocNz8awtX68j5xDHn0WeXcz33vQ2q387LyeKqvYuQ4XByrHpxctUaVImCX5m/2pas3VaJN8qTvrduuy3QacnVCZnqM2vxGlu7bW91FlWWV6YyyxJkuDigczH+64/z7MKF3M8bPK4zNYqPn9Dpkzt0TkNhhpyvn9tVwUEurYNZfe93r9sr81fYOvU7B91kg0CDsmEo+/NMc+Fy5186XpS9NmYrNu6yP869lDc72rMycRJ2LvnkkqZYB1gyhryQlcs7Ic0HAwM7C4vV9xvdyc8nT59xNBq689767dXewD0Hj9h//H6WLdD4Xa+DENMd3plaKCcL7ygscry6NkdUp4F5yzfZz56da8s37HSKcTQJB3fSvui7ce2MexbN92pcZ7X8f//hiXb63IWyun3h0bk2rlc79/u8mPXnfjXHpvbraH/7pze7e7uPXCp0l71cAxezl66zLu1aWcvksdPRIue8u8EdNT5CGl+ucOjICTtQfFx7y1Y8SY6DvIDObVvmmlVO6Q5LmRhQif2uc8q0hhIVymsBdGnbqoZKvHaKWb9jn00Y3KtKFZo4rLeNH1K1dzMVmKk+nMg8on+LTK9d1v1MZWbLdOueg3ZEJ2HWqZOeGKd7v2/XdjpLo51957HXrGOb/HRJrqt7VcFBLg1ctHqLY1Rf+ejMXJK7NIEG5YyqjAkzzYXLmX+ZeFHGSkQecIBarTTCTuHhYzoZvVkk5eVf7t5f7Mpqnd/08jMLOVxXGNh9oMiwvtevV8da1mti904faY+9ssgwllY3vLkkIet95KYxOWd999RhtmjVVjt87IQ1bVxRpiMTDJh4raaM6KtTgLtfkm+ntvn2uXumuPb5hy3lec7Uzrhn/v2r9Z1V+C9oWo6gbUUltrnwiH3rwfGuvnM2F+rY8HP29TtHqMNrW10RlxY65OpqAVZ/iOuDMy8dDFj910gDnTqyX1oimFrnE6fO2M+fm2scAgX85qX57nvG6AE2WCEGew4cdkz15fmrnFegqY6Z/vit461Z8vj0NzQwV23e7Y5U79Wlrd0+cahcSPGOlvOy0p2WCwnX8Lc3vOoG2PRRA2xQr8ThN7+WB6JX57Y2cWhCUPzZM3MlyHW1kToI6Id/eMNmjh+sk0Dbunqu277PZi1aa5+9a3JZndyDNB8wlefeeteOCXfNGze0aaP7l+VD8p89M8e6dWht2/YedPilrV9+8AaX0/OyJm3ZtV8n5tVyIVC49/ykWrdtn725ZK2dkfJIeNStE4eUhRwQHrRQGnv3Tm1srRjTBR3EMXPsQBvap3OaGpbfWrR6m1xsWwz3Yn0dooEiN3l4H5fgB79/w97XH+V1kVK2S1p6+4IW6pdx7vmaLXulta+Xi/C8q88tqk+BQiDI64dPvGkP3DjaOkmQ9H3/yO0T3XPaeOLUaf2XWonGRYfWLexjtyTypA/Q7i/ooLH5q7bYojVbrXeXdnb7pCHllc5w9br6B6sIMH1U/wptJ6zlrXfXG98QTvD3yG2JeZchO3c7rj4I2IxnxtccWS/qqM9unzRU9U2MmYOyijz31nsaB6WW16SRTdc48M+qWibvZcL7avUH4wPcUa/vykINfP6eqW4MxfU16egn3u3aoYCfOQHz67GXF9hR4YKZTQjMfdNHWV6zRjZ/5RZbLq8gJzO6MawEJ0rP2AMzR+s4+VZ2VuPqqTeXGkouzG14v242SYobwHw/fPSEeUb00jurlP6cYwrg/dcvvGM9NNahUalA5JUAAEAASURBVFG8Z8OByzzmgzmOJ4dDwTjo7s7Jw6VE1XZuaFzR54UfANzm6UDEz4gexEGgQQkadDXm37Oae9v3Fbkx3Ux0+IYxAxwd9vQoEy+K60/G4WbRZ2gcwj/joIkMWV+4b6p7rVhhP63zm9n3Hp9l55Vm1IDu4pF93bOq0gMssnXEB3781Ftu/kBT758xygmFjP9XF6wyr4yuFh+YLz7wpQem20IJZRt3Ftqn75xU1qRfPPe26G2+eMdg50kAR+SPgEldPS/khRfmrbSz4vOnNe/oP9r7mbsmyRAYH+bGmH9p/kpDAYeeNNHpsR+9ZbwzIMbRoDi+UNaADBfIIkvXbJMQetIweYxQW6YL79l4Ee0/prDgk6J90LKekgfumTbclUJEwxLl2bBBPZcv/YpQ2jwpk2Siw7wcN97x4GTC+ynh+4nXFykC4qQ1Vrn1FCbTKq+i0kd0xLA+iTAgV1F9PDlrqbVo1thmjhvobpVI9vilvL/IAAN6xIc88+7eQ0ccrrDAM6YH9OhoNymvODrsyyaKI51xGBnqrMbCRcki76zY5DwKt0wY4g4W27Bjvxu35AEdv2vKMJ9d2Xe6dvqHcc98mpr+jpdGU2rzxHvbrXf7fBvYIWE53Fl8wjoVNLUv//Yd6/e3j9uXHnvHVuw5kvJWzf3E6g+TTjfZ30pa/UdJWM4FGtavZw/dNNYJXQi7XPPfV3GMwF4RIIgxDPWeaSMdkVsu1yoAQ16p64lDetvtk4fZlt0Hbc3WPe5Z3Me+oqPu8UUxcsrKa9rY5kgA9MDx1gjnAETiqIhAXtMEYYPQbd9zyD1DWKQOHSWkemXEPUjzweR9VIpNIzGEh6Q0NRThe2PRmrKUCDxHFf+2UopMexHhe6aNsD46ZQ94VaEuCP63Tx5qE2S5Bictkicub5eA+dI7K2WdbW8P3DBKxOp0hbZs33fIjuvedhHcaaP6Ok27uQTObHBWghkK2KfvnOyUIgSckxLQUGBKFdIwcRhHaddxmj11KkzidMvuQ/aKmE4/EZb7VR80/wUrEu7ufRLmwGfrpAVslxQ7fucnvUe75SYkn6F9utqkob1dO/eJuQB3Cx8oX8DDUgjot6myGuQCYwf1sLunjnBlQQij8IyETOrw8M1jpcyOtu4dW0cfZ7yOqw8WOeDkmbOuHzmBEMYLMA5QcBtrrD84Y7S1lFAMk84F4sqMw3sPtQl81RUj79W5jbvmt1ceM/W1r9MOCUpAh4I8fyvrN0wGz+BHhFfGO0rdnGUb3Hvb9x5yQsXYwT2dkjt8QDcX14nwBDz64jtWLAGf8dNf42ihlD0YMLBD7zaoXx5vulPju1GDhCFkV2FiPKFwMH+ieM+GA5d5hg9HZzQvmQ+3ThgsIe+gbUzWdVDPTg6fCBaDk9f0UzYINChBg2p6/tEvxBffNWWEffL2CdZE83DWwgQdzsaL4vp0ggxF92m8Ahi+mF/3SRAHGLvnL1ywIwqfQwhjXryrEETgcujBftFK8h0ty+mdEpIQtgjLAJiz0ZAJlB3/GwUcHuetxMsUdkEIEfMRIOQJBfsO8ZuxA3s44QzFyMMu5bVN884kTpNmSK9OTtHxzzN9//aV+U7wv0XGs0/K4NO1fYHjIaSPo0FxfCFTWdw/Ln4K7+xQkG+fumOS3SpDkfeSZONFu0TDEbRRDCdLWYA2sUYH2Cb+j7GCdT3IJEXCJaErQBwd5nnceI/D+29EE0tPn7MHZThr07K5k0kwjnlAcQCHjK0oNJB8tcP1VeLuqwtWaxyY1jom5Kto2tRr2n7T+EHuNrIHYxpeD8TRYZdAHwcVyQHuU+Fe8T3WqWDA/OjNCV4OfQa6tW/lypFopSiQeqmvOsU0XTtJmAkHl2RSwzdyFv4J8Xlq8Ra7f1RiIlLPIyfPOE9A+xZN7Nmv3Oa0/X94bmkNNyFRnLf635jUJKOVwOqPdQzBMJ3rM5rWX2OlR6hAw0bo5Zp/LH4AAwgl4xYxXRZPYomAaDGxV2za5TT5gQrfwerRrlVzlb/PZ53x268r+MQdExVOlK9FWF2dQEvcLlYY8u/ULhFmtPdAQskiHdA6v7kVHk7cw4KC4IjWmg3mK76NfB+WdbyL8h4tgefk6bNlQo2v03gRYLRdLMEIG+QPTsdp0jFhxuk5RBwLNfDSvBWOGEyQsFwgC8RAEeKdWljm4aDczVgoP3/vNLdQBxdb944F/nHG7ykj+lgXTUQWyDaom5iEJ0vPisEcVkhXHecJkO7kFvM0laJUV2UAb0kxbCkBm7pTDsL0buUB0EbebVA/4QgDt1gx6qg9WIJQKob366I29pDC0cm94xkUi70ZX6T3Y8QLry5hzAeKI0wSwLoVBbwTWKCwoqDQRi1c0XSp13H1QTmjjx4WYevZqbWz+Jmzf5u9JkEf7w3Mmv6aoLmCcIBlKhvElRmH9yaN6lt7zQ3GUq/O7crw58vL1Nf+OX2OYp7rnOY9mOwNYweoz87bPlmPGtavL0taqcsShZA5R70YD2NkjYPYN2/S2HlLsODfOXW4ddP4mTaiv3vHLzrGa+b7kLGB8NQx2adxeM+GA1dImg+UchTyYX07O08k1jJw4dc/MAYZ7xgoUFQYm+mMIqlZ+/n+YadBNT3/6Ic7Jcg01tjbse+wBIz6smAnFMtsvCi1D6O/8xkDSe8PwjDjwC/4ZqEvcLcExQHaYKKnFHAPl0MPMBb1U34YRQjNgzYi5AOEGbWKhBkd0O82rRJhRz5cFCs0dJfYauqFlRZPMcYuPJWd2rR0dJg5umZLwqiWmHNnHf/B0wtPQqHxNN23K/UbuQHD0UclQDKH2ooeIVCifAGZaFA2vpBaTvQ3nlXqmy8DS4FkJ9o4SJZrII4XQScRMBF02RAE+gQ9x2gBYF3G002dkUlatWhaxnPj6DDvZhrvcXjfKaMGkRb3S2juKp4MzwA6RUKhdyXHWPSeS9OmhXuXa9Y77ZCBbea4wTnRcsbvOdE/6D79zJj2PDeODlMW/XZKxi9kiFQgn1J58TFgcs2/l/fwprSVjAW/ZvylQqZ2ki7uWWo+Nfk7Ie3kUOLsTfvsqKxk9wztWpY6T4QK+MubBltL7fLzpSkD7N7vv2z7jpVah7zsVtyyjKrhIpvVH+EcwbaywMLCoRL8UoHwjxulgQK4DZmU7aXxblVoDMBCqmVJKwq/e0jYygb7JJwVaMI2TAqhpzQQGeCEVPkwI4g5sFtpaZMnbh2kZODyQyhYKGs4wqqfEHHlEsqTr8GOoAtAeAFfBye4SBNGuI/CHgnICBbDImE6/Cb+Gks8AvPpI+ftJ0+/VfYaFiwPEA3ctpWJ88bd+9zs94QTs6byEuBNABCQCbeB2Pm+6K5QkOUbdsm12MgRWhgHOPFAXDMuSoAwDm/ld79lufIMyltCxw1KtB93I9BOVg4PeAUKRBiqAnsOFrvwJfo4ChD4BbIss6CJdSVY7zwhiqZLd52pPvsPH5UFo8CNJ94rkhXNW2SwKOFx+rkWOnmAsTDGcoF0ZcLg4vBOvijRpEPxjEJcX/t0zBesTZWBlxQasEkMH1d4PXk+YMQDhV/PWFEKl2rhNgyGBciMY8b06k273Vz09USIARASsD7iKu6UXOtS3qYEg8ESmgnv5FGeviIOeJYJ6C/w1ltKkweUdu9t4B5hb0AHCQS5QqBBCUzV9PxbqfE1e+l6p/DjfcXC3TTJX33fZeJF/nmm71Re4dMhaELny8a06CAKJFBVeuDnQjTMg1CK5kmPcLEU7BH9urky+HBtSu40BL/C6krZGzVH4Sc3KgwE2KRwIODp2e+6b//RoEGShifX4M1I8mT/PNs3tKCxPHRRa7V/J44G7StK8IE4vuDzSf2GnkMPWBQ9b9lGt9OSr3ccL/IGP79mkfkPjvCYc838x9jm4ayMN61lnOJZNjqcabzH4R1DA6G3frfDMzJ4AFHhGIMfYyyVv3VuV+DqzsYsLyvkCsNEv2REga9/3DdyiR+rPp0fe5noMOn2JPl3F+E/HeB5SlVUfLpC8U8g2j7/LFM7eR73zL9/Nb5zFv6ffHebTR/Y2aJrANpIsAJwYye+EwLMWWmoNQne6v/gzLGXFOut/tNH9bvkWbYbWPGZXJ1TNL0iWUOZUF579AIig4aV5wx2H9OYrYzoczR34vQ8bNQWVl7YRygnDtTDum17JLA28T+dgEjZhLYgtE0bkVt7SzVh+yhG3cNOaeDRcrCOUies9FEoEhEHvIWEugKdZaX2z778wA3OiuoeRD6OlSTwitZeGcCb0EJt9rHv7BBDP6BA4EnAIktfoDC1lQeCyYolBEUD6CKC44FYV18+ePdhNbjoDooAjJFbGSBUBguTbyfCeiMpMVF84Jr2oT8+/1y/9x2SJUzKSyrgrh8rhWPl5l2Ki1/nrLy5Kq+Z6oPlOrqFLC5iv1gW4Rdltqpb/qUrMxveaTMCKuMVL0gU4vrapzuqfh0cUT79/UzfrHVgLQyudhjWbimwv39tkcMB7nbGDff3ayyhFPENtJMF6B15yJpJMCINsGW31rnoGvz58COshgBKp2tTkj4elYIRXcQfxTvpM+GAZ5mguCQx/7wnEEGFueDHMe954S7bWqNoGYEGJbBRk/MPmvPG4rVu0T/l4ulF6Y8qtpl4UbTvMl1Dw6O8wqdDYfdGDu4x3j3/qSo9wBsHRPkW1tKeUqqxupKv95ARigJ/jQpbWF0xSCEEswmCN24dE+3qoXVn9984yuWf+sEuLCgO6YT41LTR3yWam97QFb3PdRwNyoUvpOYX/U0oJ57V1xViS3gThjBoYCwv0hyH5mCFBjbuPOC+sbp7A4IPH2VMYdgYJY96LnQ403iPw/sTry9xXh1XCX2wfg2+iDfTA3SVqIRUwANLW+Yt3+iMUIRbVQYwqPix6t+DBgKZ6DDPfL/hjUoHJRGemPp8j2QB2pfOqJqpneQR9yy1jJr8XVGiy1DywZLT9tba3Xb/yO4VUkzrkxAaf7lgo5XIjf740q3WvW2edWt1qTBT4cVq/lFu9a8YN00xxPpjvayKcMbkAbDqw1g97JE2y8D1bnQIDwIiAwrhikmNkAEQUkAYTjYgfzT3/RLyeZ/FOUxov5j17PnzWogoa7qeLdDCRCZ0+2SIDXl76x5hCCg6UeE0rmwm5l4JtHgMqDPW4Kj1AAt5tByflxcaIeBo3MSnghMsphBzhB8sGzAy8mbhFOE5AG4w0vpJ6vPM9k0/1FdfwkDmK16funrmhbsPjRyBh3AZ4KiUjI66B1Glf1ASYUDEF9Kbk5Ox+VhtYa6047k5y1xf+12cYJx4DzwUSlhvKQ9DFFhUSd3Iu7JQrG1R27dOhEr5d9mWj/5FqfHeEm9d8WnivtPVB28M9fOMFlc3Y65z0uKO+xlvFThgx4MNsupggcsV0pWZDe/k7RiTxgLlRudYXF/7OpF+vyx+vMuYyAZYvwDWGLBm48W3l7vf4KDCuNFYYFcHBBnmNF4xQq8Q2hknRcLdio27nWsdwYG6AjBKxhjhcH6RXTa8814mHPAsE/TsmAjR2CwBAEb/mjYeoK6EWXiAQbbMKzcm+PuZvgMNSmCmpucfYxchGE+Uo0Fa1AlN8jSWWmXiRZn6MnofD+n77yfocHSOYYVvL8XWA2XgQQaqSg9QqIF129lW9rybY6xTw7twLkkfj0hxhf68vnCVS0vonwfCRrHq4uUcP6Tc29xLBqqdmo+EvwLEuROS4mHfoWJtUlBuHPP3s3330Xw5ojntPd7wQH8dR4Ny4QuZyoYX0ud1paywMBqlxXvssvEi+g8eD115U9s2Y+SCznovH5tn4P1+XnwMGYD99rPR4bjxHof3dknDGmMWXrFePMMrfb7tF6T4oWBh4Wc8RAHLPW1BqausLIBBxYdV+jzj6LBPc05yFDimj7084p95oy4GzHSA15+NMNJBXDvjnqXLq6bu5WT5f27lTmtUr57N6FtxFTZhP//3IxPtr/8w37736grrr90mvnbbyJqquysnF6v/DVWw+pM5AiBhOE++sdQJJg8oto14cYhTs8g2UVgpvIDIIltcei+/s0qWg5WujggOUULmbqZ8+Jj+2oq7/r6sPgjHCOEQJwBX6VYt6OEZsbyAF+S4xrqHCw4vTGWst7j7np+7TLs9vO7KxNrsD0yC0BC77AVEyvFAPBya97PaJYi6ElvvcYKwxCKtpdoyC0EIwFo+WtYNgEnkBXR3I8eP0QN7ulX4rO6HcKBgYEWC+DCh6S9iQNm6DiUJi5N3abOmgMXB3joR3QVhsAjkYoUN/eip2Yr3S+DWM14UDBaAeWBx3KDkASb+3iCt7YCAYsEZql0N2HUgDmB8v3phXlmSZTrXgf/JipkcJ4bHQtJZsgR6vI6SF4IxlCukq4+3irRvlQgBQeEjf6/AThrWz8X9gwMAhsSC2FwhXZm8G4d3nnOw2WrFrvty//KTt3JbiwXT97V7mPwYqcX7LLLH/UyYgd85Ipomes0iWJTGX2gXL9oOIWcMwbCYw4xnmGpiLLWSArSmLJyLHb7wwvzkmTkuS8bHnZNHuGs8SBgg2JkEQwNMt00Sz9nwTgaZcOAyz/CBks2YeCGpwDAfPpFiPUO482tUMmRT4XagQQl0XI35B89gcwf+/eJPH75ArTLxogodmOHHaNEPLMzQeOgbO/1gCIBG+hAGBCHudU6GrlWVHuA9gNYTr88/XuRHbpvgaoaijHDPltu1am10PAA+wFz0QOgsAvhNWnwbvY/xjs0lfq0FpgDPJkZCXA4eLrF2kYWmPr9s39CEVZrXv9UOYAD04LPayhGIo0G58AWXScoHvIqdZLB40wbaz85wPqQzlhfJI808f35uwmiBgeEjSRqNdRnas164g+di7GLRqg+rjaPDceM9Du9De3e2VVrfCO2GX9CLnr/4ZtNHnP0DzfVjzz/D441B5Watm6wMIJM4Q1ZKqGgcHfb5j+rf3dbKsEp/g/+vfuIW/8i8URfaGgW2k6Y8D5wjBf33O/5xP66dcc98nlfju9aFkzvKTdpVrAGLgYtkqWzXPL1WVMVsc3qNmPKWzZu6HVFSX+CglU0iGH/+8MzUR1f8N4OFxZK44fzEzrVQQijy9J6Pw/fvodGXarFKuh18iCvDDfdR7WLirdb+vVy+KRMhKEpwc3kPSyg7BaXG9Pl3EXRZvBZ1BfpnVfnGYnJKHhKsGZUFYrixbqXb5gvmhwLj3cyVzbu60+MxwhqYakmp7nJS8yMkCypeFfym5uV/x+Hdp0n3fTl9nS4/f4/wJ6yRuXrH/Ht8J8Z7fcdoo/e5Jt+a7i/CGtkm14elpdapqr8/7DToasw/BEO8UpnCUKral5fzXlXpAVZetsz1HrBoHZhDTSS4pvI30hDKCWTakpbxfkL0P19KjBds3QuX+YF3mnrlywMardeVoEF4Vo/IEo6SlI4vpuNFvPOd37zqFjz31FaTqbj96dNzrK0s8XdoQTQezlQBFvTE0eFs4z0O71j10/HUuC4hv/+U0sB2yWxxWp1wNehwdda/pvKqFuG/piqbrhwGHhbndAsTIaac+pYpvitdftfbPYgzmjVhC+wvf5cOsQgQMBAwEDBQUxgINKimMP3BLYeDlzgXp0QhSp+5e0qlhckPLmYSLcOy/9grC411dOlizr8txYBw3xHykFzr8Me3V2hb0oMuSuGLOt8hqmxd63X/INUvp7Cfa7nBcRpnuklyLbelKnVjcXUzhS/MHDeoLFynKvmEdwIGAgYCBqqCgUCDqoK18E4UA3g5e3dt685SiePp0Xc+TNesDSCkNJ1MQ5QBaw05APRaB0KJWevAhhqcAxEE/6vXY9e95f/qoS6UHDAQMBAwEDAQMBAwEDAQMBAwcH1hIKfdfq6vJoXaBgwEDAQMBAwEDAQMBAwEDAQMBAykw0AQ/tNhJdwLGAgYCBgIGAgYCBgIGAgYCBj4AGIgCP8fwE4NTQoYCBgIGAgYCBgIGAgYCBgIGEiHgSD8p8NKuBcwEDAQMBAwEDAQMBAwEDAQMPABxMB1v9tPtE84fGvLrkJjD9kBOrwj00lt0Xeu1DX7ZH/u739gXTu0se/+zWeuVDGXne+x0vftqfWJk4zbNKltd/ZteNl5ksGGQ+dt/u7Eib5D29a1UR3Lj/yulgJqOBNtqmT7T16wTs3rVLnk17acsW4t6ljfgg/UtKsyPqIvPvy1RnbjuPP2ubvORW+H64CBgIGAgYCBgIGAgWrGQFYp5OGfzbalW/dXKLZjq2Y29y/vtO++udZ+MCtxim00wdt/e691yKv8IUzRPCp7fVinWf7ZP/+07LVP3DXtigv/v3j6Tdu296D91WfudodylRWuC+1o5YBTZq9lOK1twlYWnrX1+8/rsCCrNuG/qDSR7zwJvLcOaFgp4f/0+fftU08V27dva5GzsL3/xAWb+qNDZaju1qqu3T+ksX1xVOLE3rIHVbj40ZIT9t25J9ybDevVsp8/mG+jq6DM/Ovs4/bg0EYS/ptWoRa5v/L0ulL72kvH7O4hjez/3ZyX+4tXKOW7e8/aT5ecsp/emzhdOLWY99bXttfnN7Qff+1o6qPwO2AgYCBgIGAgYCBgoJoxkFX4//7DE+20Tr/z8IVH59q4Xu3cz89N6msPjOjuH9kP56yzFbsO1bjgTwUWrdzs6jFj3FD7+B1Tqv3Ey7JGRi5W61jwnfsO6rS9S62V7FX8g7//og6yqBd549q7bNu0jv3H7S3sPxaesOfWnK62Ck7qUt/4f+jxw5XOUwcZ24rd5+z4mcofPv1vd+TZ0Lb17aWNpfbtt47bTT0bWLf8qlvrdx674AT/v7yhuT0iwf2/PXfU/vTZI7bkz67dPZVf3nBax62bzd6k/rwGhP8DJy7agu1nMo6Df/llQ/vEXaU6Vbjy/Z0x0/AgYCBgIGAgYCBgIGAgLQayCv8FTRuUvbitqMQ2Fx6xbz043t1r1qCu8Q+cl6n7rfV77PNTB7jfNfVBiM+XvvETO1WaEFzffneNvbt2i1MAZo4fYn/xb/+lUwNL7Rff+BNbsnar/efvXrGbJw23h2+daL95Ya69uWi1De7bzRav2KDjsfPtvz9yuzspl/ofPHzM/v03L9rmHftkFb9ovbp0sH/9Hx+3txavscdeetuOlZx0zfyf/+9XVrdOHfvCAzNt4vC+9n9+9KRt33PAPevRuZ397y894K75IBzoO7/6o23YtsedSjx97BD77H036P3aWetTlkmaiwuSm7674IQ9vuyklZx+39oqPOWn9+Vbv9Z17ferS+07c48bIT6N69eye4c2tn+Y1sxqpckn9RYC+F+/eszmbT1j51RI//b17KmHW6m+ZjN/UWT/OLO5E/J5b6Is7/95b74NbRc/rFYdOG9/8cejtvfoeatXp5aNlJKAApLXqJZ97A/FtuVQQpn6+O8O67nZLf0b2zdmNHNVm7fzrP2d6nPg+AUraFbHvnl7nk3oXB5S1KZJHevRso59ZEgT+8E7J2zJvrMS/hvZV/UOITt/MSFhdf+ShPhReu/zIxvbPb89bLf1a1TmJcCLcM+vD9tPH2hps7cmBOnPjNBx8kLYn4xrYp98/IytPXjeBrZJtHPaTw/Zx0c2sd8vP2V7jpy3sd0a2KPyDuwtuWBfePqIbVUIVN929ezUWWk1EfjxkpP288UnXH+B1/+8u4V1UJuAdXrns08U259Pbmb//vZxK1E//NmkpvanY5vaLPXFd+eVCE/nDU/E30gxeVhWfoBxsHjH2cR7c0tsQ9F566cwo436/pRwy2E6F5VmRKcGTiD/6vRm9unhjd1735hdYs+tPmVnlcmYrg3s+3e2sOYNatnmw+ft008csTe/UGAN69YyLPl//sIxm/+l1q7MGT8vsondG9ir60+5vP+76vzJYY3t5Nn3bcbPDlnpuffd2Bnzg8Sc+IeZeRU8THOWNLCffb3E5RU+AgYCBgIGAgYCBgIGriwGKrXg94n3tlvv9vk2sMOl7vv5mw9Y0fFTdu+wrle2xim515aJs3vHNtasaSK8Iz+vmfud17yJS3mw+KgVH00IFqWlZ5zAflQCOFCs+iLAv/PuWmvVopnt2V9kz7+11D3jJLq/+/7vyoT0IVIQtu/Zb5yml9esiSujHhKwoHO7Ave7eZNEHTq1aWkd9E/eBw9XDGX45x8/ZWu37LLmzSRwSaF4Zd579sRrC10+cfVxCWI+frlMYRUS/u9VqMtzny6wj0mgO3I6IWwSgvTXEhBf+Vxr+9qNze2xpSftWYWG5AJfeeGoLdpxxhASybevlAkETGCPhPdjUjQ8FEloPpki4Ppn0e8zMu0/MKShPf+ZAvuhFJS1Cjv6uqz0wL/clOcUCK6/cUuePfqRVvYnYxN4RZj+vATiIR3r2W8/1tKG6/svnj9C0jL45tsl9ogE1Rt+ctCGda5nt/VOrGHYrboi1HvYpd+HFMMPDO9U334tnHh4fFWpnZeEPFhrFfZKyWgt7wiCP9AjP+HJ2aP7Hg6oXt+Zc9wmSOj/xUda2uhOiTTfkvKBwvV9KUSdFevPtYfnNpTav0s4/8yYJvZLvXNGAvK/zCkXgE/r95FTF53g/9kxTe0HwlNB48R4+/rrx22QlIXXPt/avieFIb9R+TRepHUWKGkfk4JXoHq/tDGhFJ9RdcnvH29KzN2DavsXx6MgJcokVOj3Uhw/P7aJ/dOtebZiz1n7PwpTAkrPm9G3hIUBp/itNnvYd+y8vbDmlMt7ptaM/Oubx42Womj+6qGW9mUpXHgi6Ev+pwpPHgqLatnR07WsV6eKipF/Hr4DBgIGAgYCBgIGAgaqFwPxJtpIWeclUDy1eIt9acagyN3yyz+8u82mD+xsrZqUM/byp1fuqr5Mw//4Jw/Z716eb0+++o7dOmWE3TN9dKUKfPj2KTZz/FD77N9/39Zv3e3e3bJbykzxcWvUsL795l//wupI+jtWcsrq16trYwb3dP94FQj7+R+fvMPatCyPrf7c/TPs8DEJUv/wgwr1KDpywikQ5IknYue+Ivsf//eX9sbCFfax2yaWpU1Xn7KHGS4el/CPsPt3UxMW8v4S0j1gFSaOHqs5QiZC2XpZjbMBFttFCtf4yuSmzjpM+v9bDWEkxMuP6FDflssqj1DeoUVd23QwYe0nRKdAC4+Bni3rOs+F+6GPJ+TBAMZIWN9UdEHCf32bpRCXpbJEd85LCMZY/ls1qSXFpLb+L9pBhZw0lScgDrB8/07C/4r952yYLPRPSfi/R0oU8j4CeyNZ1z00TToZjp2pKKxO7dnQ/unGBO4JdwIWbjtjnxrd2G7q1cAm6N5I1dXDb9Rf+Y1rW4uGdWzHkQs2VIrM82rfGXVL0pnmkmJFf0SCvAcUr2NaT4Fw3axBbZsmi3sUCHfqIrxhsZ/Uo769LuH/f00sX2Nwe58G9st3tQBbOJzWo6H9SAoj8NL60+69r4xPpF0qJeJ16itFIBd4SDgk7zHqk2dWlrrxNUBjEM/T1uLz7hh3rlNhZ2Girzu0KVeMUtOE3wEDAQMBAwEDAQMBA9WHgUu5cYa8Z2/aZ0dPnbZ7hna9JEXxyTP2+qod9oNPTrnk2fVwA8t9vmL0gXPnE0LxgaJj7nff7p2c4M+PPFnrLwcOHkl4AdgBqFatWtatY2uX3XEpFVFIV5/o83TXB2WJvWtgwtuR+vwHi07YD+ef0FqMutZJFmiWcCDYZ4NdincHJnSpKGBmey/b84USLAlpyWtY23q3qWeHT1504STZ3tt19IILE3pTi4g9jJPwi2Xaw6cUxjMxKXwP/94Be1xhLF4h8mlSv7tKcejTtp79RmE7tUc0cVZtwlaAFo1r2doD5bg6kdjAyFpI8I7CdK0tiEKJQl6wtA9ok1AEmkrhatawXInYf+yiC8F5fXO5QkCoDWFWrRVa44E1C1HAA/H1W5rbv8m6/ryUFAR9Qp9QWoDZm844peL7WsNRJLzuUMhO0alE/bG+A4RaNdB/felEcj45OCTLfl95OjwMFj6eU/65wpB2iXa2luIFHJWCkgt0bZ9It/dgLSvIK8dzLu+GNAEDAQMBAwEDAQMBA5XHQDm3z/Luk0nLfnQNgH/lmRU7ZR2tZzP6dvC3rplvwoKAs5J4D8mSnw7KRa3ypy1bJARpH7vPE0KBENpT4RwrVHOA/GYJq2rhoUSoyqHiRMhFQ3kConBpCdGn6a/zZEVeLct1Ksjg7wR/Yse/pBATLMdD//2Aa0s0bX0Jg2dIHIH2yfjzlQfOyVJ/6cJl3jmRtIBvKy4PA4lkISt2bSka0TvyHijcZWTnBvbbh/Ldg48qFv1QyaU4TEVrm6aJvvzl/fllYTg+52hIj7/XWYLx2iROGqoeJyILiPdKkYjCx2W5/udZifHRSxbqLklPQketEyhWiAyoQSbfXJxojPc0+DyioTfcayZhHw/Ldq0BmNqtvp2VgsJaDA8t5d2oo7H56wcSOPD3U7/xDKTCAwMaGf/L9p2zr2pXn6+/cdyee6SV0QcoHO1U93d2litIr24qtSHtK46x1DxbKHRoZ6QPt+ia9QRAoySVKFFIVxNpDFukUFQKNGcuEHuWBtoXvC/vx/u2dU9tG9r70jGQ5pVwK2AgYCBgIGAgYCBg4DIwUNF8mSGjgyWn7a21u+3+kd3TpvjDks12/9hesijmlF3aPK7UzW6ysgPf+fUf7bnZi3Muplfn9i7kh7j9r37zUXtUi4M//48/sjNIcUnIT64r+I/HXnLPd+w9JAWjxF0/+dp8l6r4WOL307MWW7sCxWfnNXVrAb6h2P///YPfuTTjhvTxWVb5+6Z+Dd0CzhcU5oGAv1gx2ywalXwuga2Wi/8n9AcvADHhqTBFFnTiuufvOlu2yw6hIz20WJR4eARNXmPxsN/8qZ8W9r6o0JCjCo35T22HmQ4mdK1nCxU6xKLRE7KGA4TmnDp30YUisXh1peoaBazkLP59dm2p81D42t7et5Gr+/cUqkJeLCj9laz1Pl/yKFQbOGOA+xsl+N83OLEQljj8JRKID+j5E8qXmPoo3Nu/kRNQX1xTqvUS5R6UeyRkYx3/uXCAt+RHi046y3o0rCqaT/R6rCz5T6485dYa/GhpRfzc1q+BrS88Zy/JUo9igfLy2xUVPUDRvPw1ffik6k8fDJLXpLPCpJrWT8y7P2odAVb9Z6UI/OGjif+BUtpeTsb9+zzSfU+UgsJC67laLMzi4Fl6Z2hyO9Ne2jYVHfpJ9f0+eZhoU2VgePu6Doevy2NDW1Nh2pgz9vaynO0Qqa+H3wEDAQMBAwEDAQMBA5XAQE4c97mVmS37K/Ycse0Hjtl3HppYiWKvXNKErbI8/9umjLRNO/ba4lWbrH3rfDup0KXUNDLnl7+QvGItwde++KD928+ftq27C90/sfq1a5enfeiWibaz8JBt2r7X/bdvlS8BP9+enbWoLL/S02fd74b169n9M8fa175wv33jx0/Y8nVbXZo+3Tvap++eXpbeXaSpT8UEl/76K8V171Rs9Ve1i85X9Rhh7dGPtnRtJW78/2knl18tTgiu7ASU6sEgPvv+YY3s809qRxgJu3O/3NraacHoD+/Ot89rx5qHH0ts2Yk1+z4JysAnRzS1v37xqI3VLi7s2OOgHD3u5/0KRVq485zd8csiJ9CzReaXtKj0S88UOw8E9RygxatHk6EpiUzM/tsE7XKjBbC/e++kTdei3R/f08KGKCzlr2c0t29qcfBPkrHqhNLcJwHdw9/JEg50yq9rH1UIzz1SGIDb+jSyx1eU2hTtSESsPf9RIM5+Rp+G9qa2x7xP5xJ4ICSINQ8szuUf4foXSY+FT5Pp+8vjmho7FnH+AHjzlnTSf2F0Uydk/8/IgmVw+Egy3MjnmToUzkro/z+vHbe/fznRTnY8+v5diUW8s1R38oh2wQytN2DXI3b58UDLyTea7nParWiOFLEvqv8BFgv/003N3TXpHhmV2D2JvFhwnQqRaZF4FMmcHYxmSjn9irZIBf5B+UbXMfzVp0/bbX+SZ//05TPWrHF5PRMZhc+AgYCBgIGAgYCBgIHqxECtCyd3fOC5LSE/pafPVDlmv+hIiQTii9Zai3pThbGqdsbB4mPWqEEDa9akXNCsal7R97CGY53tovj+6MLRyz2hlrhxQnzYtQZvggcs0MWlF4zzAioLrCkgrCaaXy554IHYqUWyLL5tU8ly2aUn0ym9t/+qyDgc7Ifa4jIVcPiA166ytEean5rskt9YuvcoxCgVbz4hC3x3abcc8IenJRdgwrILUT1J8VXBe1wZh9XPpYq3SocjPDxscIVnprrhpj9tYvdOP2tffiAlRqy6Cwr5BQwEDAQMBAwEDHzIMfChEP4/5H0cmp8FA4Qe/VT77a/ae85tZ5pLSE+WLMPjgIGAgYCBgIGAgYCBgIFrEgMVYx+uySqGSgUMXFkMcHDVGO1o9OQnCywI/lcW1yH3gIGAgYCBgIGAgYCBq4uBYPm/uvgPpQcMBAwEDAQMBAwEDAQMBAwEDNQYBoLlv8ZQHQoKGAgYCBgIGAgYCBgIGAgYCBi4uhioceG/53cPGP/VBb95cd7/Z+87AKK6svc/pEkvgnRBBAUs2CX23o1JLNFNTDFtk81v08tudjebLSn/JJvNpieapulFYzT2gtgV7KCogChI7735P+cObxhgYAZFQpJzdObdd/v73nvMOed+9972qkrqEQQEAUFAEBAEBAFBQBAQBH7VCHSo8q8p/ece9vpVgyoXJwgIAoKAICAICAKCgCAgCHRGBDpU+WcAWPHXjIDOCIj0SRAQBAQBQUAQEAQEAUFAEPi1ItAuyj+vO55bWmkSo86m+F/MzEdcQorJfl+LDPlFZdh3TLfRV0v1n7uYjRNn01pKlnhBoBkCe44tR15xarN4ifjlIJBTWIojp3/+e5hL/Th8+vw1Ay4lLQf8N05EEBAEBAFBoGMRMLnD7+IPtuHguYxGvfLr5oToJ+aouLeiT2HF7lPIIWW2t687npoxCONCjdN6NI9/Z6H9HIxPwu640xgcHtTo+jri5OzFTLzzzRZEDejVYnPRh+KRkVOIfiF+LebREpY++z6qeScvEi/ajGxI32AsmDKcNmVqF/tOa6bdjmdSM7E25ggeuWWa0Tr/+NKnyC8qxdt/vrPdN0Iz2qCJyA9XRyOyTyCG/AzPiomuNUresG8l7Lq6wN2pR6P4znBSUVmNN7/eiglDw4zi+N532+Hu7EjP7bDO0N0r6sP63cfRzdUBw+n9u1I5dDIJSRezMLDPz3sPY+OTwe/pIHrum8qna3djwrBwBHi5N00y+3zTvhO0I7orevl7ml1GMgoCgoAgIAhcPQImNcM3Fo/Cjqdu0H9CfdwwMcJftZxRVI7X1sfhmdlDEP+vRRgc6IEXf4prtVedzfvfamevYWL/kAC8+NDN7drCnHGD8cqjt2ByVH/8FHMY+4+3PrLQro23sbI88ioeTzTuVbxEBg8r/l26dMGhhOQ21nxtsh8/k4qM7IJrU/lvpNYdh04pY3RwWHNlkpXMotIKTBoR8YtGIyElHXW8BfVVyKWcAni6OV9FDe1TdNTAUNw2e1SzyrLzS5CZVwT7rrbN0toSUVRWAf/uzXfTbksdklcQEAQEAUGg7QiY9Px7ODb8gU/KKcaZS/l4ZcF1qqXzeSXqOKKnJ2ysumBgDw/8cCgZNfTjZ2Vp0aw3nVHxL6usxF/f+hYp6dno4eOBx5bMhLuLA9JI0XvpwzVKmbaxtlQesDe/2IjXn7oNB8kj9vm6Xfh/j9wCa7puFvaEFZWU4cFFU5CZW4QPV+/AqZRLKm30wN64Z94EFeavR1/5HLW1NeShtW1kAFTX1OG9b7ZS/UlwsreFG3lB7Wxt9OWYArR81TbkFJSQh9QBv184GeE9ffXpjnZd4dXNGdNH9ccOGjWIPpQA/gGPjj2NrzbuQTEpV1zfuKER+N3M68B36Nm3v6PRh1DMGD1A1ZNHIzh/e+trPH7bbGzYcwxnUzOQXVBMoyM9cfLsBXi6O+PJO2bDxdEOrAS8/dVmJKVlwdbaCjdOHKav591vtsGCGjhLSl1WfhHGDg7D0hvGorK6Fo+/uhIVVTVqpOKB5z9S7d42e6x+FOTAiSR1faGBPjhw7Cx5isNVHq6ztf6cv5SLN7/YhIzcAjVaYFjnB+RV9nB3wo0Thqq6/vvZRoQF+Sqsth2Mx57DibAhbPgaIwjTu+dNRDd6Dr7dfBDbDp5Q2H239QDW7TpM8U745x/mq3r464eYv+LYmX2YOHQhRg24Rx/fWmDnkXdwJHETPT+2uJSTCe9unrh5ysvo5hyI9JyT+HDNw3hyyRrYWNvh7MWd+Grzv/DMnZvwyU/3UPoFlFdUoodXAD2naXCwt8O9c5fB2cFbNbnvxLf4IfptXCYddOSAqZgW9bSKr6wuwZebHyGv8jlcpn/BfsG4dfq79K5aq/Qdcf9DfPJuwt4LCcknVNzvpv0ZfQInq/DVfLHX/0RSGsYNCaPnovnfBr4Hgd7d1H03p53zGblk4B5FaUWVqq8HeaC1EYOvNh1ANimnFdU18CHPchaFuck/LJxEeFsqKl10bALK6Rn07uZCz8AAeNC95pGzt2hkYv7kYaSUuqGkrBLLaMTn1lmjVPoP0UcoroI+5SimNF9PV/xuepTq7gffR1NfKum9rsNuemb3nTiH0B7emFX/XrV2TRez8vFj9GF1Ldwffgd7U1mWSurjqu2x4Dzc96ERPTEqMkSlxRJlkd+VrrbWYIqOpxs/30PoOeiq0vnvhbHr5EQ2sLfT3wc+XqYHhdu9lf4msGzadxLxdK9Y+N2L7B2gwhoedfxgkaxYt1sdJw2LQP9QnUNoy4F4ehcu4HLdZYT08MKsUZGwqv8beYD+bu45coZ+H+rQ09dDtevv1U3VIV+CgCAgCAgCHYeASc+/YVe+jk0Ge/77+uq8NUPI0z8wqDue/HY/PtidiLe3ncCd48KNKv5cT2ej/XCfWCHmoedHbp2BwuJSfLflAEejmn502fus/dCxsppH5yz9e/mrH+iDNDzPwj9mW/efQFiwThH/futBlJRX4t8PLsTf75uHIN/Gw9oPEdVl8nUD6Ie3sSeZ62PF//brx2DqyEhlkKgG6It/3F/6aA39oPrgr/feCFaM3yBjxJjwjzTXzT++LHWX63DLzNFkrCzGkjljsGH3EfUjzGmhQT5YT+ea7CAljK8n0M8DuaT0uzjag0cUDp08R8r7eMKkBLHkjWeF4fllq0iZr8YTt8/G3PFD8Pn63aqfXBeX3XX4NI1C9MPdN05QxkhKei5sbazw1NLrlaHAnv0/3TVXfQaENlAcDpw4qyg2g8KCSBlNVwqVVmeL/aEML3/8IyyJ5vQ49ad3oC/e+mqTuk9clhXAfMJQk6y8QhSSscbCeJ0+f4moMvbqOThHlItdZAywTKH+cx/Z2Bk/rK8KP3DzFJWmfRWVZKGKcCgpy9OiTB5Ly/PIeMonI8Ud8yc+TOFc7D/xqSpXXVOicL18uUadV1WXkrFUpcJFJXlwsLXDsPAxOJ+RihmjlqK8vAJHzqzSt5mZm4WZo+9CRPAA7Dq6gfql41V/teUxeqaSMHPU7Zg95m4KJ5OSqjO+uDD3nw2R1MyzKs/UqN+R0mypr/dqAtvrvf5DwwObVaN5/SdH9W2W1lJEMSnhTEdZMnOkUrBTLuUo44Lzs6Ls7+2mKCkZ9B7MHhOpFPt0MujPXsjGejJq+V2dN3EoPa8l+neB09kA8HR1Us2mZuaqczdne3V+gdrg9yqydyBGR4YijdpJJ+WZZe74wXoq02IyCBZOHYFxg/uotNa+SunvxFcb95NBqaM7FZeWo66uDgFkCLGwUyGXjH2+hhFEJdpz9Ix6Xjktifjy/Heml78XbqD3Lye/GIdPneekVq+T0/lvFF/r4mkjlNHU06/hb9SIfsGYS+88p7vSO6FJVxtrdV1sKDja2aowX2cf+hvCspmMhqM0V2EUORNmjRlIfcjCiXMXVVoiOQGi6RkYQk6EueMG0bOXo4y27mSQiwgCgoAgIAh0LAJmK//szf92/1nMG9rAUWf/3cwBgdh1mjzS0fE0bF+FqJ7dW72Czuj9v/vG8Yr3P+W6SBwnz68pYU8bK6ZbibPKcpC8byyjI3urYwEZEawcsyLa098DU67rp+K1r0CfbmRwuGin+uORUynkjfbBRPKkXU8/kJ5uDXnYi8/Sp6cPKTd5yqvIhkvi+Yb5GD+RV/rPb3yN+//9ofISThqha5e9d8NIceD5A1XkDWXvfyp5TlmmEkWIjRxt4h3PMxg7JEKNCnB6eLCfnnvM8xP8PN2V0swKMo9ARAT7k2e/EHZ2NnAghWA7ef40YaNn2sj+GDO4t1Ke2ZvIzwzzhD1IwbLsYqHCfG5vp/M+l5VXI5WULB5piOzdQylCx8/qFAiut6X+pJMiVlhSjpunRSlP5b3zJ6puxJ1KVkdzvu6YO1ZdK9/bhCRdmy5OdqqP7HXtRqMt3FefJvcuMnQm9XckQgNGm9NMozyLJr+OASFzEegThOT0Y43SWjoJ9O2HvsFTVfLw8FtIQXMhIzZLnz0sqB84/ubJ/1UK1onkdSrt7IVEUjJdybAoQ0VlEY0sOZOxuVZfTgssnfMmKZq3kxJ3N3mgJ2jRV3xkr/9JuvejaASsPbz+3JF+9FwOIvoQ008KisvUu1ZAHnM25Fh5Hjs4XD1fPuSd1xRpVzJkt5Nxy0Yee6t7koHLSu+FjBx1bRcy88hxYakMVI5IowUB7Oldt6RhA/bol1dVU5s9ENU/mObh6Dzd/J6zsBLL18n5fen54I8jjd6Zkj1Hz8KC3gMeteCRj77kWGDxJYfEsTMXUUAG6qzRkTQS4a7a5P6dqH8fcsjA5pGNsfR+hQR40lwDRzIIde91a9fJ9fOoh0NXG2V0cLvaaAKnsaFbU6ubP+Tr6cZRStiDz9dVShj7ULx2nTwyWkTv3pHEVAymkYm+vfzUyIk3jUKeTEpXZXfGnlJ9HTMolP52ecGDRinYgBARBAQBQUAQ6HgErMxtcltiOgrI23ZDZIPn7kBKNp5fcxA/PUqe1u7OWEbe/9s+2KL4/0wDaiqdUfF3oiFy9kazsFLOijB7+U0JK7XPL/tBKZzbDpxUxgAbBSyLpo3Ee99txZOvfa4U4ltmjcaYQTrDoLV6z6RewpCIBuOqB/WnjDx7LOy5ZgU0LkHn2eO4/uSBZBqNJgE0hN6PPOh9grxJGWiYdL2GKAU8otGdeMSe5LXjH3b2VLOw0sJKOo9cWFr0V6MbU0Y0eGAt6T5aW1kp/j3n5wnE1dQmU5tY0skTyh+W4ABvdb3qhL4CiUaliTMpXkyZMCU8qsBy9kImmMbD13yAKBTa5MeW+sNUCZageg8mK2FsjOSRgWKOsKGlTY7mvqZn55tTTOVh5Z0/bRV76p9GuXG0c0NeYYMC31pdVl2siUphq1ekLUkhrKrVPSdczr97w/1zICpYctoh9O05Sxmk5VUVpJBFq+ptrLsSRo255TbW1kRxCW6t+Tansdef7+OwiKBmZTWv/4IpI5qltRTB7+dnRDkppnfDlYwz1r9ZOfciShobxjyi5E7eejZOWZnmVb26kALv7NhVKdOswGvCI1T8fLNcIs+/5uVX5/Rcd6sfBdCe8ah+uvczrf758KY2NeFRAY82cvUV3ZAMSs0oqqisQlf6e8SKdiKNRrF8t+2Q1oQ62tpaqXvJlKeRNAKhSRXh4knvMxskbDS0dJ2cf+SAEOwhetL/vtysDNqbaBSElXhNGEcbovJptEYtno9FNDoRaYAhx50j6h8LTxKOo48mwfWTefPJQJtkMFm+igwppimJCAKCgCAgCHQ8AmYr/98cSsKEvgEwnANw6HwOPOhHlhV/lnG9vfEiHeMzCjHQv8FjpBLpq7PSflhxYC89e8ZZYeQfX+t6g6CMfmD5/FITZZC59mw4/LjzMHH70xUdRLtO9vbzZF7mxH/2024s+347eQtDjP6QamX4GODjSZ5MHY2AzzNzC4n7r+PvupHXmeWJ22boFQUVYfDVnxT/mUQPMJRaUgRY8V84NYqG4iOVYnDX3z9QRy0fTxD+ZI1OIeR5D6xAaGKEnq2SeF4Ey8LJw0nhblDyVWT9VxfyaLYkFmQb1hIvuKnsI8oPj0ycJroPC19/nDIIJqjzlvrjQoodC9M83Mizy5QFplQ4O+hoC9ZEWeB7qQkbU20Rpr/UGOkv15GaeQiXchPQ03sEGVOmjTxT7VpbOaospZX5ZJg6ISPvdKMiLWGgZcrK141E8TnPDfAjY8DRzl0l9+4xGHPH/FPL2uxobaAANk08TaNMTJUKp7kS/OybI5rXn1f4MSYNXH/dfTKWp2nc9oMJSvF/YMEkpbBupzktrOizhz+GVu9yre8bU2ICiLufTN5wfo54QjFLD++G55UnnvNoGwt70jX6C3Pts4hGo63acyFDNyrAfx9YWDm2o2eK/25owrTAtq4GxQq8oZGclJZNc450718hKczBZJjPmzxUa0J/5L8NrORrtBzubyEp5UP79jR5nVzJSJo3MIIMmaM0kX0rjdYdJZ6+oXGWnl2oRgX0DdYH2MPPVMgAGokwFKYl8t/J/6M5T01Fw93NSfc3g/taQPXwogcigoAgIAgIAh2PQMMvVyttZxVXYPvJC5g3pGejXONDfdUSn5sS0lBO3uBvaE6AK/3I9vPRzQlolLn+pDN6/9ftOkpe11LsjEugoXXdDxJP5mMPIisTnMbD6E1l4vB+2Lj7qDIYIur5/pxnN01qY0qOh5sjUUG8lNfTlMLG5di7nUD0iGRa//o4Tda7SJxjTYbTDzUrtKu2xSp6AXs/mWPLylVrwh5PO/KCs9e9iu7R6h1xqh7DMqwIsCIeE3eKVlvpa5jUYph5xrak/HxNhkUOGTlsZPCeCbx2tzkSQuWZnsFluCwLH0+QEjKH+MvP3DNXfR5cPE0p8RpNqaW6fTzcFM68fCgrKD/QdbL0rV8mlRW8eKLy8P4KMXGJNJGyddyatsMezDiaj8F1a1QPLU903Ae0bOlyHE5cpUVd1dHXg2hXdN/2Hf+ERmJSEXtqc5vqS0g+TCNFieTZXU73tY4oMrOoPks1qfjE2f00QXuXqi818yCt4/6N2XWvXLsLb3y+EecNnktThTWvvzGlWPP687yQtkgZGTRMGeN3iifVs6eZ6TDKSCeluDtRYdjw5vvk5+WmDPfuNOLFdBbOx+2ywb9hz3Ga9gyipfVRzfPzyPeXqUP8nnB5bSlLHgniUQZNLpFy7E40G0PhuTJMq+O6zRVW3vnZ5sn+TAHiuQy+ZLCwhNCkX8Y6K69YnfMiBEwFYkklihLLyXNpqKGy/LyzIRJJDgBT18l7CLBCbkmLMjCPn6Up9z6vkChFni4qzfCLDQwWvk7D94CdIfw3iefosDAFb2/9PiY8AZn/Dp2me8XXyROYWTQ6ljqRL0FAEBAEBIEOQ8Asz//qo+dhR3SASX10E1q13vX3c8XtYyPw52/2K0pQTy8X/GXuUPqBNe7x7WyKPysPrMCu2RGLbzbtU+H75k9Sl8dXMJ1Wqvh28z716U0TbZvKxOF98cP2Q2r1HMO0TTSh8F1aw5+NB14FZ9GM6wgTnZ21bucRfLlxrz77kmfeUeF3nllKXsZeWE8rmPztbZ1Cxiv6aML85CWzx6iRhFXbDqpo9kKOqp9nwBEadUAro+Loa/7kEWoy7tqdcUox8CClxTCvomTQnACecGxYn2E9Wpj5yVyWKQKP3z4L/125Ho+8skIlcz2PLpmlwrr6Gz8Hhmc8cjCCRkNeo/Isd94wDqygsQJmuBQkT1rWUX8avNmqQP2X1h+mJ9xPE3F5tZ9yHjZiAABAAElEQVQ/vPCxSp07fqheeeM5D1v3HccfX/pEYcAKkr4//CCYkGkjB+CjH6JV3Yz7u39Z2lCivrwZ1ejLEIr6cPOABQb2Ho69x7eqj6crK4MNk5V1+Q3Lc20N513oWXvjm3tVtpCAUKLA6Ggui6e9ig9/fAAfrf2LvsmofhNo4qz+tNVAablu5MTFoUEJbq2A5vWf2IrXP4hGmpii0xbhUbQvN+3Hfz/fpN4xVmAd6vn1TNvrTwbfxazcetqKpaJ+hQzwUk0MJ8/4PloCl+efsLJsuDoOj5ztJ4rZO99uA88PYPGrV8R5ZMHQQ88T35liZyj9iOvOinUcTbrl+SpTzZjAHNW/F60gdYyuZaPi4HN9mledDSZe3eoTMrpY+J0aVU/z4cnJ/F4kkLLN8ynYqFlE811YoWdp7Tr3Et1n8/6Tqj7+uzSU3g3m/bPB9PGPMao8fzHFkD9jaK6Gth+Jbr6OI77ZclAp//MnDVNzJ/zIWcL38ie6lnX0N4yF67yufh+TSHJsMDbHaQIwG2ksPHFYRBAQBAQBQaDjEbCoLU1pzr1oYz/YY5tTUgkvp9apANeC9rNibYxSitvY5UbZ2YPF3jX2fhkqxZyJvYD8A6nx+Q0L8tKFLy1fg9ceX6K8/IZp7EEsJ688L73ZVmFPujMpp4YcXK0O7msG8e25P0xvMVfYG8lebx6NMCbPvPkNfLq54sHFzYftjeU3jOOREa6f626Kn2G+jgjzs5hF+PDqKcbwY2xbwqAj+teWNkrKcoj7bUPKUtufoaLSDLoXlkR3aVjFRWubVxoqLssgjIJJgWz9ndXKlNGzfN8/ltEEYFpt6r4btOhWj7zhVSIprw8ZeabY+87e9bvI6Gur8q81yjQbQwNZizd1rKXFC9iDbaxdNnD4fdfmAZmqqz3S+Znlvxctvc9sRJUQPciNDBJNuX//ux3wohGO2TQZmPn9vCxtU2ntOtkzz/SdltpsWpe55/x3gClAPKLR9P3jkYFamm+kUafMrVPyCQKCgCAgCLQvAmZ5/k01yathmFL8tTo07z8fO4uwwtqSkt7Sih3v07rxPBF1EK1KY0yZZOWdP1cixurT6uG+Nl1tRktr7cheTmP18tKAa2lCMK+wo416tFaPsTSN/28sraPj+FlsDR9jGHR0H81tz9G+gZtubhktn7bmv3ZueHQg/j9/2iKJ9XtW3Dp7tNnFeJL7uBa8/j3IK3zfTeOv+B3hTlyJ4s/lWIE2pvhzmgOtWtXRws9sa0o4G/pNnQ9MDxpKG2TxtRhT/PkaWrtOHvm6FsJ/Z5pSiLR2dB7/dvnJ0aqUoyAgCAgCgsAVINChf4k1xf8K+tnpijjSxko3T7sO4+s3oOp0HTSzQ7zSCa95zkpdD++2KYRmNiHZfgUI8HyUFf++v01X0pLhzJWwZ70jvett6ngnz8zedebYG67o1cm7LN0TBAQBQUAQ6EQItAvtx9zr6ay0H3P7L/kEAUFAEBAEBAFBQBAQBASBXzICZq32054X+Gvy/rcnLlKXICAICAKCgCAgCAgCgoAgcK0R6FDlXxT/a307pX5BQBAQBAQBQUAQEAQEAUGgZQQ6VPm/FrSfli9NUgQBQUAQEAQEAUFAEBAEBAFBwBCBDlX+uWHx/hvCL2FBQBAQBAQBQUAQEAQEAUGg4xBoF+W/htaLzi6pMNlrUfxNQmRWhqOJF3App8CsvL+0TLy2fcyR92gDodpfWtelv4QA70Cr7UgrgAgCgoAgIAgIAoJA50PA5FKfiz/YhoPnMhr13K+bE6KfmKPiXt92El/sO4Mc2kCqh6cz3r9tHEI8nRrl105+S7SfLQdOoqi4HDdNGqpdvjq++OGPOEm7XLLw7sJDI4Ixb/JweLaw+ZbK2OTrkzUxtH56OOaOH9Qk5Zd/mp2fiE37v0BUv9vVDqad7Yo20MZVp85fwsO/m9qsa+2xcVWzSq8wgjfY6ubqQDu9Bl9hDW0vxhvQbdx7HDNGD2hxrfe21yolBAFBQBAQBAQBQaA9ETCp/L+xeBQqqhu8sPd8Go2oEG/Vh6ScYryx6Sg+vGsS+vm64uGv9uLva2Kx8q7xLfZR8/7z8dcsKRezkZ1f1OwSWUEKCfDGH26egrMXMvHh6h0qz+8XTGyWt6WIP911Pexo4x+RjkWAd1rlXZ3HDeljtOFtB+Npr4RuLW4gZbTQNYpMSEnHyP4h16h249XyBnR3zhkDN2fzd542XpPECgKCgCAgCAgCgsC1QsCk8u/haKtvm5X9M5fy8cqC61Tcxvg05e0fG6pT5BcO7YWHP49BSWUNHG2bV60p/voKO0Fg1fZY7CAvfV5RKXjXyyfumINAn244fykXL320Bn17BaidfJ3sbfHg4mkIC/JRveb0N7/YhIzcAjg5dMVts8ciakAvRXt495vNKC2vUvkeeP4jdfzXgzfrlULe6ZJ3muXPGTIAtuw7Dk3537LvJOJOJdOOwy6IPpSgyj5xx2y1qc/mvSewdmecirth0jBMMNhgjI2K77cewmaqq7S8Eh6ujnj0tlkI8HJHZVUNPvphJ13HWdTWXUYUKYX3zJsAK9qNk6Wiqhgvr7xJjUQ8eetPKs6crxdXTEdPnzAknj+By1Rg7KDrMX7wH1XRFevvo+v1xaxRz6rzD35Ygp5+gzB56KN44dPpFHcZ5RVVCPYLRlJakjreMWu5ystfKzbcj5T0FPL+W2HBpCcQFqjztMenbMDqHa+hvLISXW1sMH/ik+gTOFlf7oVPp2FY2FQcOk33gHZB9fHwwgPzvtKnX01g+6FTCrOh4UHNqmGvf1FpBRZMGd4sraWISzmF2E73mI98/7zpnt86U/du8XNZWFJG11BJ96cGvQK8cIPBSM9mek5OkiHC97OXvwfmjBlEO7p2wQffR6O0ohK8EdTuY2exj3ahDu3hjVnkjTcl73yzjZ5lO2SR0WpB/64bEELPSsPIwQff70CQryfdryx1rY52trifjFZ+vt75dpuq3t7WBvfOG9+oqcKScvD15BaUqOeEn8075uh2CmaK0Gq+1tJyuFDbE4aFU39/3Y6BRuDIiSAgCAgCgoAg0MEI6LQ/Mxv9OjYZoT5u6EtefhZXextSAnRKLp8XV1XzAdlEdzEmnY32wwr891sOYP6UKLz62K1YSDv2duliobpeVV2DYlLmLmbm4dElM4mW44Jl321Xaazovvzxj0rZevz22egd6Iu3vtpEBkQZepPi8qe75iKyT6DyAnOYPy5kIDQVVtASyUPbzaWBJlVEStDxMxeQkJSOu2+aiDvnjgd7VFmG9yPj6taZpPDVoajJHIuNe46TEnWI6EAR+Pf/3YwpUQOUEcDlPvkxBnEJyaq++xdMRiyFdx85w0lK6mprUFVdrZRlLc6cYxkZGadSjmPmqLsRGhCGbYdWUTFGBygoziHlNUuF+auwJJ/w1J2Xk3Lap8dAeLl7kIKfjHkTHsK5i+eQW5isz59TkElK/6OEmyO+2/aKis8tOo8vNr4Ibw9f3Dbz7/Dx9MPXW17Ul+EAGxQ7j6xFT+8++N20pxHk069R+pWesNefle1RA3vr74dhXez1D1RefwfD6FbD3289iOqaWiyeNoKMhmFkHHnq86dm5CGnoBQTh0dgDI00nEnNQFq2bp4HK/5H6RmZNCwCM0b2p7QsnKZ0lrnjB2NIeJAKL54ehYVTR2DcYOMjFSpT/VcJGRkldD8Li0sxb+JQtdvz7iOJyijhLFU0+ldASjy36+PpRobIYPQO0o0AWllaqnbcXRxhWf/+aHWzYbCcDM9qep+43punEsXNVfe8lxGmK9bthj0ZEQvImHV3ccCGPce0onIUBAQBQUAQEAQEgWuAQHP3fAuN1NRexrf7z+L3kxqUqUl9fPHXb/fhregEov2448MYnae6sKKmhVoaVvvpbLQfVyd7jDWiJN08LQqRvQPgYGeD5979HmXl1cgvLiFlthx33ThBpYUGeuO+fyQpj/3k4X2Vt93ZvisqK6tUuCkYp4kz/re3vyPDIld5bu+bP6lpFjxOXnseGTAUFyc78MfG2sYwWoW37DtBoxK+YIWPpYe3uzryFytxfQJ9yIOsM9QCvLph2/4TevqKtbU9BoePRFdr8xVXrfIBocMwJGwRKf/jEZ+8CBcy4+iah2jJLR77BU+HjVU0eY1jERl6A77b/jphmq48zlxo2oh70L/XHDjZeWL5j0+TkZmBvcc+UvX18huCS7kJpGwPQHJaMo2e7FDta40FePnj5imvq9PwoOla9FUdNa//sIigZvVcidefKyknxdirmw0Zf4406mKljAeOZ4OAjc9RkaFqxIfjYmJP07VmK8WZFfCBfQLQP9SfkxAdewqnUy4hoqev4tofTUyFPdHCfD1cVLo5XxfoWWRZODVKzT+xtrYiDz9T10pUnRfICGa5rn8vMoBCVVjz0FtaWqi2ysl48KWRJkNho4gGNXDn9WNhZaXzNfBoFMtGUvQtyFiYM3YgGQ1dMJIMq89+2kNGYClh0vZn0bBdCQsCgoAgIAgIAoKAcQTMVv63JaajgGgUN0QG6mvq7tQVr98yFp/uTcRHZADMHxGCZZmF8HBooArpM1Ogs9F+mN4zaURfvP/dVvXp3zsQ9xEdhuk/mgT6eqhgoI/umJh6iTz+liouqN5Ty4qWA3kv84jWYI5w/SPIi3/DhCGkwPUgakvjARhOb6r4m6o3r6gEowb3bpaNRy/qaKSgmO7dofgUlW5HfTUcibC2ssWNY59vVtaciB5eA1U2ZwedF7i0QqckmiprY2VHFBobPZZMM6murYCNpQ57zYAI8NJNmD57cSdyi9LQxaILGRm79NX7enqTstx4pCmi51h9ensENK//hKFhRqu7Eq8/VzSSaDV7iJrzvy83KyPxJvKM21hbIi0zX7UzOEz3rjElqI4+zkSL4REBPg+leSOalNJohx3RbTThlaA83Jy1U7OOF6lNpqNpE895BIVFexfSsvJpVKwL0YB6tVhfMSn//t11o4JaJh5dCwnorlf8tXg+8rXUEW1p2apofXQXGuWyttK9X/pICQgCgoAgIAgIAoJAuyFgtvL/zaEkTOgbAMM5ANyLWf391YfDmxLS+AAv567q2PSrs9F+uH93kEdyyazRiD2Vgne/3kKc+ROYP3mYvuuZuYVwo1GBDDqy8ITOkvIKFc4gJYvT2FPLPHtnh4aJjkzVYcXGmHh3c8Us8na2JHa2xo2nlvJzvBONNCTRJOOm4khzFViGhPckelPDdRnmq71cg0MJX5An3g6Des83TLrisJWVNU0UL9OXLylrCOsjWwlk5Z+iOQM9kJl/WuXq4T0U5zPiKHwOv7/xM6LetKwgOnRt7H3WmmFqS3xyGim09jQS0qA8a+ktHdnrzwqpRqcxzNfg9R9hGG1WeGRkiDICj55JxdYD8YpSwyMLF0jR5uena/2k7tPnM1V9bKxq9B7/+pGdi5SXjQFDyhDPXzHW19Y6xQYD8/U1OZWcToaIlRqR4Lj07HwyDJwU1U3LY3hkbz33I6B7N8NomptRrUbNGkXWn/B7M5loTQP79DCWLHGCgCAgCAgCgoAgcA0QaOxybqGBrOIKbD95AfOG9GyWY29yFipr6nCaPP4v/nQYi67rDev6iaTNMlNEZ/L+s7cznrj1PFEyoqefUnbYy2so62KOEL++HOt2HlFeUOYl+3i4KWVwbX3aDztYKQX6hvjpi4bQJMvk9Gz9ZE59wjUKDKNJvMeI7rHv2DmlhJ0+n0Ge1VylREYE+yEmLkGtLsTNszc2Nj5Z35PKimKsjVlOE2nf1sddbSDIpz95sC8Q9/8CTTxdpuYptKXO6LiPFdVn68H/kVFCE6RdgjGI6EF1l+uwbvc/iMJURJShYuyIe11NWDanbqa2vPH5RnxKcyDMFc3rP7qe6tK0XIPXv8Hwa5rH2PmR06lq0ixTZrrSkq8s3d11XHhWtFmRTqR7yEblVqJo8QRw9sL38uuu8p4hg4D59Bt3H1MUH0NjpobmkjBtiOeUmCtsMDCnnycts0GRQDQiQwMit6AYPtSHloTnxrDB0nTEKsDLDdxXNrxq6O/ErsNn1LVxPR60FCk/h5xWS9d7itrk0QARQUAQEAQEAUFAELh2CJjl+V999DzsrK3BHP+m8sTX+5BBvGAWHhl4anrLHu3OpPhzf3NIoXn103UcVNKDqD1MxTGUDJpk+YcXPlZR986bpI5M07mflurk1X60tLnjhzbi97PitOfIaTz9+peKdvPa40uUYqRN3jVsw9zw0mffV6MMnP/bzfvUZ+zgMLVyzwLaK4BHKXji8Vu0uA1TNJ65e66q+j6a5MvXyXMWNLmJRjeGROiMOQvKe6ViQTQcQ2H6Dsvg3vNoDkQ0Xv18CRlV1uqD+jR9flIWDcUCXUiB1NVXQBOEX165SCVPi1qsjkG+UbTC0Q3YEfsD9p+MVnG8GtDw8NsMq9HX0SiSTpj6xMLzMcyVa+X130t0n837TyqFmVddGkrr8fOEYZac/GLwSjo/RB9W5840Wfzm+lWEmAvP+X7cqUvjfEtmjVL5tK9+vfzAxkXcqfM0J6UHpkb11ZKMHtmIYC884/Je/aR2pupoBg8bIjw5N8BgHolW0cqf9jbacO7lT9cTncsSj9wyVWW5bkCo6qu2GhD3d/Qg3ZyB0QPDFO9fS+NndmEbVkvS+iBHQUAQEAQEAUFAEDAfAYva0hTj3BQz6+CJwGmFZehGPH9jy3saVnMtaD8r1sZgyewxhs20Kcxe0mxStpi+o9EsuAKmc/zjve/x8T/uU6v4sNeV+diGwt7KrNwiNWGzaZphvo4M87KQuYU0SZMoGk250+xhLS4rJ49r87Rr1cecwiTltb+S+nMKz5FC6ku4N8zB4Hp499+svDN0v5zIG94w2mKqjQ9X78T2gyfx7O9vIh66l6nsYK//m19vxUTi+g8mY66psKLs7uyoVuppmmbOOU8aZy4/P3ua8DP1nxUbaGnOSFrCszsqyYPPyn9T4b7xqk881+Rq5RzRxb7fdggPLZ5KoyjVsDWg+1xt3Vp5NfeErk2bQ6DF87GQVwcjO9BYmmE+CQsCgoAgIAgIAoLA1SNglue/tWasiLYQ6O7QWpZGaZr3n4+dQdjr6mNiVRRtEmTT/lqS59pU2aZlrvU5T9r082w86VJrk/n/2hwALe5aH5muc6Xi4dLLaFHm+3t1CzOa1lokL5fZr5e/WYo/18PG09K5Y/X7MzSte8GUETTX4sqVb2PKbiat+c/Cc0t4BSD+GBNDQ9VYelvimLLD18oG7LUyYnkvjJaEV7ASEQQEAUFAEBAEBIGOQcC4ZnGN2tYU/2tUfbtWy8svTh81EF1amb/Qrg1KZdccgRf+uLBNbfBcEPdWdqttLa1NDRlk5iUvmarTkUaaJ8014P0LRAQBQUAQEAQEAUHg14/AVdN+2gJRZ6T9tKX/klcQEAQEAUFAEBAEBAFBQBD4JSPQeLZmB1zJL8n73wFwSBOCgCAgCAgCgoAgIAgIAoJAhyHQocq/KP4ddl+lIUFAEBAEBAFBQBAQBAQBQaAZAh2q/F8L2k+zK5IIQUAQEAQEAUFAEBAEBAFBQBAwikCHKv/cA/H+G70PEikICAKCgCAgCAgCgoAgIAhccwTMVv6raHfOovIaox3ijQIKyqqMphlG/tYUf95DICuvWL8xlyEWEv6ZEKC15isz01FTWvozdUCaFQQEAUFAEBAEBAFB4OdDwORSn6z0P/btfuw4eRHl1dWICvXFizcNh7+bbmOiDfEX8cQXe1VaTy8XLLt9fIvr/v9WaD+8W+rbtDnUoZPn9Hf20SUzMSgsUH/eUYEPV0fTxlbxRpv7ufpktDNNIs++8ldk7dyJPk/8Bd3GTGmSemWn6d98hPOff4rLZJSx+N1wEwKXPnRllV1Fqbxdm3Hq//3LaA0+M2ei5++fMprWWSI37D6OU+cv4eHf6XbxNewXb463ekcc7rphXKvLpBqW+aWFP127GxOGhTfa0fuXdg3SX0FAEBAEBIHfLgImlf+vYpOx/kgytj45F6521rh1+Q4s33Maz84ahNKqWjz46U48OnMw5vTvgaUfb8czqw5i5V3jW0RU8/7z8dcqn6yJwfEzqWon2Z60S+vxxAuNdg/uyOvmjahmjRmkmvz3stXoHehDO9KOUOduzuZvztaRfea2cg8egAWts58Ts6VdlP/cmM1IWfExQv7wMDwnXY/yi0koO3eqoy9LtecydDSGvLdShVM+fAMlZ06j3wtvqnNLR+efpU/mNso7C59ISsO4IX2MFtlGhiZvUHYt9kAw2mAHR2bnlyAzrwj2Xa98c7cO7rI0JwgIAoKAICAINELApPKfV1oBv25Oem9+H29XJGcVqUq2n05Xx6XXhSKXaD/JmYXqk0dhd3ubRg3xiab4N0v4mSKS03Lw1peb6Me8UO1wGhbsjwcWTFIbLL37zTacpR1hswuKMTi8J06evQBPd2c8ecdsxCYk46edR1RaoI8HamprUVBciodumYFgP09ExyZg/pQo/U6yA/v00F/hB99thwdtqnTjhKEq7r+fbURYkC9tKNZfnW/ZdxJxp5JpB1sXRB9KUHFPUJv7j59FVXUt7p03QcVdJvrKE//5AgunR2F432CwUvL2V5uRlJYFW2sr3DhxGGaMHgDeWVXbXdXK0goOtCOtV7cGBfPZt79D1IBQlZcrzisqw9/e+hqP3zYbFl0s8NJHa9C3VwAOnDindrN9cPE06q+P6kNLbapE+jp+bi1WR7+Onn6huHXa21q0yWPpmXjUllcgaMkdSP2ClGS6VtBuymdf/RuKTiWgMicH7kOHoeDYUXT16o6If7yOvD3bkLbqK5XmENiDvPs1qMwvQPif/gmnvoNx8ZtP4RIRju7TblTt2weFgj8smRtWIW/3NoT/8w11nv79pyg5HY/ef3pRnZcmJSLh2UcRcMtdOL9yGWpLy9Bj8W2w9fTCha8/xaC3v1D948yJ/+8Z2Li6IujeJ1BbUY7kt15Azu7ddAl18Bw5Er0eeQ6WXe1g6ROg6rZ2doaFtQ1s6885MuWDV1GZlYE+z7ys8vDXsYdvR/eJ0+HUbzBO/u1RuPaPRO6+vbB2dECfp56j+CEqL1Oazrz8VxSfS0IXGxv0WHQrfG5coq/nagPbD50C74o9NDyoWVXs9S+ivxcLpgxvltZSRA2NLK7bfRTnLmahlkZkHLraYNH065Tx8Al52EMCvDAqMkQV/+D7aHoXAzGkvu0fY46iioyRChqRvEQ7I1vQM3Ln9aPB7xC/P5qBwn36iAzyWaMHUn2eiE9Kx9YDJ1FJ75M35ZsxagC6ubRuCJeUVWIZjaLV8bNIsmLdbnWcNCwC/UP98dZXWzDluv7o3UPn1IhPTsdm6sfS68egsqoGK9fvUW2lZeWT4WCD6SMH0HvhoepgauDq7bEoLC2Hi4OdGlUIra9HZZAvQUAQEAQEAUGgHREwyfmfGxmofiSfXXsY/9t2EhuPnseiEb1UFy4VlinDoKu1Jf6+5hDmDNHFZxWXG+1iZ6P9VNfUYBz9eL/wx0V45NaZSLqQgZX1P+q5pPS7ONpjzrjBir6z9IbxyC8qUYp/cWklKTnleOh305BMynYEGQ1Bfl7YsPsYcfx1hlFYT52C3BQITs8vbOCbZ5HhUVhSps/G9R4/cwEJpKDcfdNE3Dl3vFJqegf6YveRRGUAcOZjZy4qoyWcDAc2BJ5ftoruUzWeuH025o4fgs/X70auQTv6BpoEQkmRX7/7iD52B3luea5CICkmVdU1KCbF6WJmHpgi5OlGtC4yXljMabO8qpDqqEZhcba+fnMCOeSl79rdA55T5qKO7lFxvK5/ldlZSrH2u2khcvfvJy/+o6jMy0Pe3u2oKSpAdVERKcLPoiQpBS79B8EpuBfSV3+pmiy/lEFGwACjzdcU5qP8ks6Q5QxVeTkoJyVak8tVlagqLFaKv/+NCxH253/C2s0dLpHDUZ52CUXHDqmstWWlyNm1C84RA9V5yjsvIfcA9fP/HkPvR55GzoEDyN76o1Zti0fXISPp+g6ofnCmklPH1TW5DRuNusoKutYSlF1IQfgz/yLjxwtnXtcZKSAD48Sf/oBayhP+txcRMH8xkj9ahqrsjBbbaksCe/1PktefdwNmRbupsNc/UHn9W1ekDcutpOeUFf/ppDjfNmsU2Ji2pb8nLNn5xXC276rCTKUroPfEhYwdTVLTc5CUzs+WBWaPicSAEH8yHmzBuySnZuRq2UgJPwErMmRZ8WeDf92uo+hDI2DzJw5FaVkFdtQb2foCRgJdbayxcOoIpcA72tmqMJ/3qTeEGY/ki7rnnN8NVvz9PF2V4Z2amauf98OGURfKGx2nM+zLCFM2JOypzgWThsGdjJANe44Z6YFECQKCgCAgCAgC7YOASeXf2c4Gvcnb/9muBHywPR5BxOsP93JTrfMkXwdba2xKSMO5rEI8MVWnXBWWtzz5tzN5/3sHeiulobyyCln5Reju7oIL9EOtSXiwHzSvfdSAXvRj7q5X1H08XMkLGYQupGgMiQhS3vCi4jJK1xk+DvRjfjXy+G2zMJI8nmMG91Z1D+vbU1V3KD5ZHWPiTpGX0UcpF6w85RSUKCMkK78QdnTPuP3tB4xz/Q37NTWqPxk1paSA6RSX6EPxGDskgtSpBrl5WhQiewfgllkjlcFRVl6tFDZTbfp7DiSMRmJoxPUNlZkRyt27C25DR8Da1V0ZAbnEkdfEecAguJMSzNJt7DQ4+AegKl93z+x8feEeRcYSeabdR4yDc9+BqC7IV3nr6B5bOzqp8JV+Bf7uTvjOux2shHcnw8Ta3QOOwUHI2rJWVZkbs0m17RalG53J2hlN6cFqBKCmtASONCKRsWGNyeZdB0XBigzPzI2rVN7M9d/BIdC/0ehA4O0PwHXoKATd/TAqMrNoAnMJjVaQNzsnTxk+lRkXYUnXy/VkbPjeZJvmZNC8/sPoeW8qmtd/clTfpkktnnMZHj1aREp0RLCvGpGaRUo8P7vsDWcl2t/bXZVPy9Tdx4D6vz2cVkb3lD33t8yIUu/IFGrb1sZKjdAV0rvIkk/HpLRsTI7qp87XxRyh99yZ3q1QeLg5oS8ZDOcNDAWVyciXlVUX+Hq4kLFQCR9PNxXmc5t6Q8XTzRmXcnV93HvsnFL22bvPcpG8/Zb0TN48dThRotzBf1dyyXHCspEUfR5hmzN2oOrPSDKsKmikwBzDXVUgX4KAICAICAKCQBsRMEn7+WRPIs7nFuPIcwvR1coSD365G8+s1vH6XYnak1VQhn+sicXLC6NQW6cbEnch5dOYdCbFn/t3KuUSXli+RtFZAry6kYe6lH7MrfVdt6QffGsrK6XgcyTTHaqJKmBrY0lhnXdSF28JazqvJvqPi5NuInQJeRSvVFwc7UgRcGxU3JqwHxgWhBiiFI3oF4w4oh7dfv04lSczVzfakJ5TAP6wBAd4KyVKnbTy1Z0oSEG+nti6/wQsLfoT7acUU0Y0VuACfXX0BPbKsiSmXkJpeaUKt9amr0df3Dj2eZXP3K+qnCylzFbl5iDty2VEibFG7t7dCLpPV4OFlbWKYwWfxYLuD3vmQVSaLhTWxIIoL13IW1tXrTNEu9jaoLpYh5OWp61HNzIsmkr3KbOR8vH7CCGve/b2jeg2Ikr1qbqwQE0sri4upJGJaFXM0t4BXV10hnPTehqdk2fYa8oMZG1cC/8FS5EdE4Oed9/fKItDrzB1bh/cRx15dKS2pFCFyy+m0pyGVBV2Cgm9aqOHK9K8/hOG6tpVlRt8XYnXP5GUf3u6L77kIW8qF8kIZw+5W/37dIEUaH4HWLlnuVT/zE8aHtG0KBkEzjhAo1YsTAFypfepDxn6/MyWVxFNKL8G79WPYHEe9uqbKzwyFxnWQOPTyvl2dyNqXJIamdt7/BxN7u+h6IOcnkmUJB4R0UZLyioqwaOlLKkZeaijv5vLVumeEY7j6+ZrFREEBAFBQBAQBK4FAg3aUgu1H0zJxuCg7nC01WUdFeKD51btRy153nxc7GmJzwrcEBGC63p2x47EDFWLt5Od0do6G+3ni5/2ILynL55eOkf19/lla5QXXOs8/Qa3KC2ldSdvIo8GxJ9L03PjDSuxJkWjrKJhZESjCRnmsbM1PmowbkgYXlvxk1IymAYxon8vVYypAiwLJw8n+pFOQVcRZn5NJu//J2t0ykcPUvA9ySAwlMzcQqWEZdCRhSd08jwJltbaLCi+gNMXdqCbcyBC/Meq/Ka+cndvUd7zGlLUC44cAivtTK1hLjtLa0NV7EFtSex8vImeE2c0uQvhXVPRYKxVpOkU56aZrZ1cmkbBY/wMJL33Js0Z2IrC+ARE/P1FlYe5/CzuI0ajx5IHVLgtXz6zFtAchu9wYeXbar6Ax8SZjYpXXDwPGxp5qEg/r+IdeoZC63ePJffDITS8UX7thLnr8clpitLGCrG5wl5/Vkg1vr1hOc3rr00kN0xrLVxMinTXemW+aT7m8DvVU344LT7pIgwnqDMVjd8zY4YDjwbwyMDZC9lIuZSDRdNGqOpzCkvU8f75E8kwNu6gUBla+CqiUT3m/Ad0141GGGYL8HLHnqNnsJ48+ay8jx/cYCSxwdDTv+G9TKaRCB5lZOH3eDIZMNoIo2GdEhYEBAFBQBAQBK4FAq3pUqq9CeF+iCFaz9nsYuQS13398VS13Kcl/8D11vHa/WjZzwryiH+8+zSGk3HAIwItSWfy/ru6OCqPJk+kPXzqPE7T8oVXK6wgjRnUB2t3xiHxfIaaxBhHdSfQBEAWnizLikw+TayNiUukyYDVZjcZSROHuf7lq3fQJMMAveLUy9+LPKLW+HrLAeQQjYINs7iEFKQQv9kcYXoRj9owlWhSE68/l2eqBCs+62iSM49KsLFhTpuJF3dibcxybNynm0hrTl9yd22HS3gY+r74rvoMeOUjZQzk7txkTvEW8/gvuA1FiWeR+dO3uEzzCHgSb1Y9rcaZJgQzj55pMyWJ8Sg4erzFepomWDk4wqVvBBJf/3/KUGHKjhKLLnDtF0Ec/42Ks89xpbS6EE9MNkdsuvvAsVcwLn7/rZrcbNlVN6KklU1ftRLVNFch/bsVsHFxgo2HFxzCI1UfUle8QxOGL6mRh7x9O1B6Rscv57JMa3vj84349McYrSqTR83rP3pgqNG8DV7/xn00mtkgkml3+fRcsaLPwpNktXAV3SOew8IUmD1Hz6qJxD6k1GuSnk30JprMbkyc6RllL/uPOw+rib+smLP401Hx7WNPkdJdp7z0+44n0YhAgzFurD4tjifksvBcGDYuDMWXaIAs/M7z6AjTfFg0gyH5Yo6+vRIagRg1qLdK93B1QCxR+dgo4/eWRyN5NEBEEBAEBAFBQBC4VgiY9PzPGxSE2BSakPeqbqLisF7eeGrGINUfHg147Xdj8MjnMXhr8zF4E1Xl07smtNjXzqT4cyeZZ/sf8qTf9ff3lRcx2K87/Qg3eICbXgh7llmpoP96sVRx+lMVuG3OGBRRPf98f5U+4RGaMMsyjFbm2brvOP740idKkWZl2qA6fX5jATa4hvcLoYm/p2klkwh9FuYdP377LPx35Xo88soKFc9GwqNLZunztBbgvNyvgyeTaGUVnVJimD8juwB/eOFjFXXvvEnq2JY2NbqDYZ3GwpdJ2Ss6nYieS+/RJ1tQ35zDwpCzJxqW2oiIwQ1QdZMHmIjTDWUobGFwzgm8V0DgxRQkffAWzr2rM0b85t6gyjiEhMG5T28ce+IBZWjYB+pW4tFXqAUM2tWi+Og1ZRYKT74Mr0mTqR8NdzPk0eeQ8I/HcOzJB/XZAxbdAveRE/XnrQW8Z96As2/8Bz6z5jfLVp5+EQeX6Pof8sfHVLolUZ0i/voiTr34F8TevUjFMRUq7K/P68sX1z/f2kRafUIrgWvh9efm+vXyp4nrqVhJI3AsrJgvvUE3QjSYKG48D+WNLzfDvZ76w8q7JllERfQ2QhfS0u14hI3mBMyo591zPL8/PFp28GSymrjMcZxvWERPDpoUNiI8XB3xzZaDSvmfTxN0tRV7eE6ADa2yxSttGXrxNUWeVwR7/QuaE0J9GD80XM0Z4AZHDwxTvP93vtUZhTyasbANqyWZ7LRkEAQEAUFAEBAEmiBgUVua0tiF1SSDdsqe/TL6GFvCs6b2MjJLaElQF+N0H62Oa0H7WbE2Bktmj9GauKJjNk0uZI69uUqquY3wiAIvFepBIwwaV1kryx76prx+Le1qjnm0wg8vmdjW63nmzW/g080VDy6eom+e6Rz/eO97fPyP+9QSoGyoaBMc9ZkocKVtGtbRYWHi5pdfugBrJ1dYNaHx8HwDa1fiZpPB0Z7CFKbqwjzYdvdVy2+aW/f5D/+LzG2bMXzlOn2R4oSjOP7UH3Hd99tQlZsJKzcPsNLfVKpyMtUIh60Xjc4ZGEIfrt5Jm76dVHtQ8DKapoS9/m/ShnUTyZvNE9ybCnPn3Z0daXnPYU2TzD7n94Q95G7kBWcFXRNeBpQn42tL1Wrx7XHkica85OaV0H+Mtc+Thr/edEBRjLSRBs63Yc9xJNGE/AcWTlKTeF2d7Rtdo1ZXIa+QRpfO75iIICAICAKCgCBwLREw6fnXGucJatokNS1OO1pZWphU/LW8mvefj51FmnLc26tfrCjzcn/G5Foo/tyOxv831qaxOKY7rY0+jFTiRt83X+fVN5bPs8kEZMM8bW3TsGyHh0kRtvMNNNqsjUd3o/FXG2nl5EyGhm4OgDl1laefR+pHb6rlPoPv/UOLRWy9fFtMYxqQMTlDe1ewx90cxZ/L86jQ0rljW9y0i3n+TrR3xNUIvyfG3gf2pjtZGaf2XE17XLa157ktdbPSvnHvcaJT5anlQw0Vf64nI7eA2tLd+9b2EnBpYZ5UW/oieQUBQUAQEAQEAXMQMFv5N6cyU3k0xd9UPknvOAR4NaMwWmbx1tk0MbV+WUWt9W40YjF91EB0qecva/FyvLYIdOliha7evgh7+tlmFCFbT2/4Xj9X0ZOupBcv/HFhm4oxd7213XpbS2tTQ7/QzFU0YdeJNuaaQkuJDqDNvppKiL83/GglIBFBQBAQBAQBQaCzIGA27ac9OtxZaT/tcW1ShyAgCAgCgoAgIAgIAoKAINDZEWiYJdlBPRXvfwcBLc0IAoKAICAICAKCgCAgCAgCTRDoUOVfFP8m6MupICAICAKCgCAgCAgCgoAg0IEIdKjyfy1oPx2IlTQlCAgCgoAgIAgIAoKAICAI/KIR6FDln5ES7/8v+nmRzgsCgoAgIAgIAoKAICAI/IIRMHu1nypac7uiug7OdmYXaQaLKP7NIGm3iKOJF5CRU6DqGxLe0+jSie3W2M9UUUlZDg4nfofRkXfTngztuxb/z3RJv9pmj525CG/akbe7u1Or18g72mbmFqk8Pf08m6041WphSRQEBAFBQBAQBASBNiNg0vPPSv//fbkXQ577DoOf+xq3Lt+Bi/ll+oYOX8jDvStiEPL05/jiUJI+3lhAaD/GUGmIe+q/X2LJM+/g9r++h0df+RwxhxMbEk2EsnIL1WZCK9ftwvlL2c1y84Zdr322sVn8LykiOz8Rm/Z/gZra6k7Zbcb45U/Xqw3RmnaQN8t6ZcUGxCakNE361Z3XXr6s1r7PKSw2eW25BSWEVwkO0O7SOfk6I6BpoU/X7lbr6DeNl3NBQBAQBAQBQUAQaDsCJpX/r2KTsf5IMtY+MhOxz85HYXkVlu85rVrKpl19F7y1gUYDbGFnbY26OtObBYv3v/WbNCQiGM/9fh5GRobi/W+3YpeZBsCU6/rhftpFtEsX47eUd+E9nni+9cYl9aoQ2HYwnjzX3Yyui7/j0ClY0Zr5g8OMbzB2VQ13ssKXsnUjUD28upns2aiBoRg7OEzl6+Ht0Sw/78SbmVdEu/Fe3UZizSqWCEFAEBAEBAFB4DeKgEkOT15pBfy6OSHQ3UFB1MfbFclZOg+dS1cbRP/pRrW7767EdJMQdkbF/2JWPinZ28hbnqP6P2lEP9w2exTSSIF56cM1eOXRW8A7kLJX980vNuL1p27TXyd756eS0r11/0m1k2f/0ACMHhSGH7YfwosPL4JFfc63v9oCJ0d7LJk1EpVVNfjoh504cOIsaslYiuofgnvmTVCKIWe3J0yD/DzUJyk9G99vPUR19lY1nTibhuWrtiGHvKXuzg74/cLJCO/Z8i6vXKiC2nv81ZXqWE0bEj3w/Eeqrttmj0XUgF5ITsvBW19uIgWrUO3mGhbsjwcWTIKjwa6tb327gLyzBbh37hvw6qZT1FQlrXx98tM9RM2xQHpOKsrKKxEWGI7FU99QdJ1dR9/DsbPb8MC8r1QNm/a/hAtZCbhrzsd44dPpFHcZ5RVVCPYLRlJakjreMWu5vrUVG+5HSnoK9dcKCyY9QXVPVWk5hefw2YbHkFtYCEsygkYOmIEpwx/Xl/to3VK4OHgiLesssgvyVPnHb/kWdrYu+jxXGuDno4jelQVThjergr3+J5LSMG5ImMKkWYYWIvYeO6c84lXVNere8LMWQfd7y4F4sMf85qm6ttbtOoaq6mrcOGGIqunHmKOoojYrKO5STqFq887rR2PLvpN0/1yoH31UPu7vR2tiMGv0QNrx1xNZecVYvT0WhaXlhJMdJgwLR2gP4zsFN+3yD9FHcJZ2D7boYqHoPmyEas9QfFI6th44icrqWpU2Y9QAGO52y+9eF3pWDHf5LSmrxLLV0aijUQSWFet2q+OkYRHoT5tpnc/IxU90naX0nPBz1sPLnbAfpvLIlyAgCAgCgoAgIAi0jIBxN7FB/rmRgepH+9m1h/G/bSex8eh5LBrRS+WwseqiFH+D7K0GOxvth5Xhf72/ihSnGjz0u2l45u655DnXqezVpDTnF5XqlQ9WovPo3FByidbwxYa96Ne7B56663r0CfJD32A/pGfn41SyzhhixW/vsTOU5q2KfvJjDOISknH3TRNx/4LJRANJxu4jZwyr1Yf7BPqQIqujTuSS5/6lj9YgpIcP/nrvjQiltDfIGDEltjZWeGrp9bhx4jA1KvCnu+aCPwNCe6ii1TU1GEcK1Qt/XIRHbp2JpAsZWFmvaGl1FxQXKuWyurZcizJ5LCrJI4MpEcPCp2Fa1C1ISIknA+ugKldM3P3CUp13mCOKSrNRWJyr0sorKtGnx0B4uXuQgp+MeRMewrmL5wiHZJXOXzkFmaT0P0oKqiO+2/aKir98uRbvr3oAfD2Lpj6FqH5TsPPwWuQWNYx2cJ8On95PxlxXzJ/4MAb3GY3LdXX6eq8mwF7/QOX11xnJhnVtr/f6Dw033+sfHXsau44kYmhET9xOuy+P6NcLVvWjOilp2bC1aZjzcJ6MRDtbG32Tqek5YMMRZH7OHhOJASH+cCDPORtEqaQ0a7J53wmq00Ip/mX0nLKCbU+jeAsmDYO7iwM27DmmZW31uGH3caX4z6K2Rg4IIeMqH66OdqoMG5frdh0FP8vzJw5FaVkFdhxKaFTfhcw8ODt0bRTX1cYaC6eOUMaCI/WJw/zpE+Sj8hVTPYP6BGLJzJFkvAxAChkQbGCJCAKCgCAgCAgCgkDrCJj0/Dvb2aA3efs/25WgqD1BXi4I97ry7eo17z8ff245duYCSskr/fSd1ytPO/end6BOSTe3b4PCgkg5G6Wy9yPFn6WnX3fsjD2lvPL7TyQppXsw5WPZTQodK0IVVVXqPICoEdv2n9B7Y1Vk/Rd7TutIOWUjJbpeYerT0wcXs/LII+uN/cfPIvF8Rqt9ZlMmgLyi6VkFpPxZqLBhG3y97N09eyELWcS57u7uQvzqBgWR846KnIX8kky4OPobFjUZdnNywqShj6h82w59hdOp0QjyjTJZrl/wdNhYRdMoSSwiQ2/Ad9tfR2FJOqmyOsNs2oh70L/XHDjZeWL5j0+T8ZBBBsFZlFdWIjSgH4WTYdfVRXn2dx1dhrlj/qlvk0cL7rvxM3U+IGSuPv5qAqa8/ifb6PVnQ/NgfLJS+EdFhqiuGU6cLSSP/YDeASr+MnnGWXH389S9k7rzKqU03zJDh3VYvcLs6e6MY4mpqlx+cRmNqmTj+nGD1PlGUvTZaz9n7EDdqMnA3vjspz1kdJU28tKrzAZf/Gzy9UWR0q+1w8YsT/ZlWRdzhJ4pZ0Vj4/O+ZIgwv99QMmiUzZeeUUOxIseCr4cLGQuV8KFr47Ch8LvGo2in6fkvI4PRkihVBUUNc5EM80pYEBAEBAFBQBAQBBoQMKn8f7InEedzi3HkuYXoamWJB7/cjWdWH8TKu8Y31GJmSFP8zcx+zbNl0SojTE9gms2VyuDwoGZFxw4Nw5fr9+JeovPsijuFYX2DFa2nmJQ2VubZa3koPkWVsyOvpksTr6dWYXFZueqfNeGeRbxnPsYlNHiy+/fWjcpo+a/kyKutvLB8DZzI0GBDpLC4lDzj1o2qGj/4oUbn5p5076ZTUDm/na0tKan5ZhW1sbIjvGxIodN5t1npr66tgI2lzpsc4KWjtwR4DVX1nb24E1U1OsUvpzAN/GHxdPOAva2zCmtf/l4NfdLirvZoyuvP921YRJDZzaSSF5uV+Kj+uhE2w4JMh+FnyL+eT8/PBefluQYsl+pXzpk0PMKwmAp7d3PGARrlYmEKEHvn+9Qbu6kZeWrOzrJV0Sqdv5iKw31vTS5m5qvRsYH1xgjnZaqOX3c3ZViXVxH9KL8G7323XV8Ne/UNpZgMcKbtGJMioiBFhulGqbR0No4+o1EKLufqZEfXD9TW1tFoUeN7reWXoyAgCAgCgoAgIAg0IGBS+T+Yko3BQd3haKvLOirEB8+t2g9e0cOSlIO2SGej/bgRb54VKeZF+zTxLFoTXYaljDjFXSl8iag8xoQpCU1lZP/e+IR4/ey9PZWSjifvmKOyaBxoXopzvhn85IRzaejuplNouK8sT9w2o1XeOHv3mVvdVCyI4MVzDJrKF+Td5XkDTy/V9fH5ZWsU3ckw38nkn1BSnotI8pR3tTFfwepS76k3rIvD1tZ2qDHoY26hjiLVNF9L51n5p2jOQw9k5usmnvfwHkre/nMq+8yRjxD9ZkRLRckYcGoxLZbuF5OAhhHVxlxp8Po3b5MpX+wVn0DGYFukoKRM3WOea9JUeI4Kixcp8iyHT6UqJd2FlGCWi0ShYYPW19NVnRt+sTeeDYWzF7IVTWbRtIY+swd/MhkMA/s0VrQNyxsL5xSWqGiH+veAPfEsAWSMaGn3z58IBxpBNCY8z0AZLz4648UwT1FJuTIkAro3Ngy2H0xQij/PTWGMthNFiufBcJsigoAgIAgIAoKAINA6AiY5/xPC/RCTkIaz2cXILa3E+uOpiAr11Sv+mcUVNDJQihpaEjSHVv/hMC8P2pJ0Ju9/315+SlH6fP0eWmawRNEIdsbpFEpWnliJiqFzXilnO3G6zRV7O2tSqP3URGJb8nL2owmKLDwxMYLoCjFxCaSAZaq485dywUqnJjyBkRXKlaSUx5PieCPxr1mGE+ebFbRV22LBSiV7PzeT95bDhsJ0oJjYBPLglxNPv8EICPH3UoZOHC01yYabJq4ujqoOznv41HmiUVzSkvTH1Tv+i7Uxy/UKtj7hCgOh/qPoGamhycZ7iNe/j+ZI6BRGc6uLjvtYUX22Hvwf0YOs4OESjGDf0Yqu8tOe10jpTKJrrMER2hPgfMZ+c6vFfz/bgP/Rpy3S4PW3b1aMuf7sOR9iZHSoWWaDiLAgX6UQs/HIkk7GKU+aZeH5KSyFRNvh54SNC0O+fHp2XosjSc7k6edn8Medh9XEX6aDaeLh6qCeQx5Z4OeDR4R4NMCUsIefhQ0KLrt57wnVBk/o9af6efQgmihw1fQ3gZ+xfceTaERAR3njcvwcsFygtji+trbh2eSJxyx8zWwgaKJoPmTksu+B+xlHOFnRKBEb6SKCgCAgCAgCgoAg0DoCJn8t5w0KQmxKFqa/+qOqaVgvbzw1Q8cT5ojHvt6HfWd0iskbm46CP18/MA2DezT3wnUmxZ/77kR0m4dumY63v9qMR15ZwVHo18uflh7so3zW00dF4tvN+9SnN020NSqsgRiRcUPDkZDMK7yEN/J/30eTfF/9dB2ee/d7fambJg/DkHpvc1x8Eo6cSiGetRN+T3lH1nO+exI1acnsMcTD3k0GwEFVlr2toyJ76+vhwLzJw/EhrZLy4IsfYwStJPTgoikqnSdw8vlrK9er8ztvGIeJNNGXOd7/WfET7vr7+8rYCab5CiVESzIUVhjbKlykeTldPYHew+Hp6oYP1/5Z5XF1dGxefZM2LUDjCDx8QVJQko+XVy5S4WlRi9XRhkYTFk97Bl9tfgGvf7lUxXWh/DdPfVKFTX1pRpQpmothPeZ4/Se20evP9bMyz6v67CSPNi8RyjLtuv7qyLx6NjiWr96pDAvmunfv1uDlzyKKnrcRr78qTF92ZIyWVVZhxsgBWpQ6jh4YBub9v0MrX7Gw4bvQyMpFKtHgi7n4nm5OWEUrXPH95uVMmULGwiODI4i6dPBksjJSOI7bNxxZ8Sfjgek6G/ce52Q12Vij4bFx4uHqiG+2HFTK/3wyhPk94BWyvty0H//9fJPqJ9OIHAxWp1IVyZcgIAgIAoKAICAIGEXAorY0pcGlZjSLLrKCvHZl9HG3Nz5830pRfdK1oP2sWBujlGJ9I1cY4PXEWZFyd27swWVvJis0XW0b85SvsBl9Ma6XOf0erk4medX6QhRgD2gG8bq5P25OjftqmK+t4WyiX/BSi80V9rbWZH7+vOJUuNjTKJKlSRu0WaW8rKczlWWlv6nkFaWSB7mKsO1J19OcOtM0P5+zl529/jeR8aQtmWksn2Ec89jdnR2NLjG5nlbASaSlLx9arDO+DMuZG+Z7zc+lGz2TTY0SnrDbnvdf6xOPGLG16lK/Wo8Wb+rIFB07WlHImibqGhO+Dl7GtiX6j7EypuJ49S1e8lZEEBAEBAFBQBAQBMxHwGzl3/wqW87Jyr/m/edje0h7Kf/t0Rep45eLwIp1exRd6s0/3aF45OZcSR6tLsNe7qaKOZdl464LGY327Ww0mtMvySMICAKCgCAgCAgCgkBLCHSo8s+daG/vvyj/Ld1aiRcEBAFBQBAQBAQBQUAQEAQaI2B8jL5xnnY7a2/Fv906JhUJAoKAICAICAKCgCAgCAgCvwEEOlT5Zzw12s9vAFu5REFAEBAEBAFBQBAQBAQBQaBTIdDhtJ9OdfXSGUFAEBAEBAFBQBAQBAQBQeA3hECHe/5/Q9jKpQoCgoAgIAgIAoKAICAICAKdCgFR/jvV7eiYztBeYeCPiCAgCAgCgoAgIAgIAoLAbwsBs5V/3rW3qFy3G6chRLxJQE5JJUqrfl5tcvgSJ+w8bN6a7ob97+jwxewjaufZjm6X20tO64I+N7jAdqQ7fohu+9r6P0efpU1BQBAQBAQBQUAQEAQEgfZDwKQGyEr/Y9/ux46TF1FeXY2oUF+8eNNw+LvZIzY1B39YuQs5tN45y4S+AfjLzMEI7NbxG+8snFaJ596zw9Z3S9oPnWtQ09HENTh2bg8G9p53DWpvvcrPN1rB3q4OxTuLaP15s/Z2a71CSRUEBAFBQBAQBAQBQUAQ+EUhYNLz/1VsMtYfScbaR2Yi9tn5KCyvwvI9p9VF1tRdxkNTB+DA3+ZjyxPXIy2/FG9Hx/8sACy9vgo7Dttg99HO7/3/WQCiRtOyLNEvpEYU/5/rBki7goAgIAgIAoKAICAI/MwImPT855VWwK+bEwLddd78Pt6uSM4qUt0eEeQJ/rC429tgVmQgPopOAG4apuI68svdGbiuHxkAsZYYFdmYKkNbNAAAQABJREFUgnT83Fqsjn4dPf1Cceu0t83qVlr2MXz442MID4rE8bNx5DG3xQ1jH0OfwMmq/EsrZuD6MQ9R+nR1/q8Pp+DW6f+EtbUdlXscuHwZ7Fv36eaNi1npmDB0LsYPfkjlramuwX8+n4P84mK4ODli6ey34e7cQ6Vt3PcS9p/cjOqaGopzxu2z3tSnXciMxcfrnqZ65tN1foPq2lqM7D8F06/7sypr6quqGujSxcJUNkkXBAQBQUAQEAQEAUFAEPiVImDS8z+XFPrK6lo8u/Yw/rftJDYePY9FI3oZhWP3mQwMCe5uNK0jIkMC6pCQ3NzzX15ViCqiLBUWZ5vdjZraclUmNeM0Fk55HDZW1ti0/x19+dLyCpRVFOjPK6n+iupiVFfrys0cdbdKKykvwoh+42k+wo/6vFWk2Ls6e2DehP9DeUUl1u3+t0rbH78Cu46ux/CIibhl+p9RU1eL1Tuf1ZerrtHVzYr/8L5TMH/iw3By0Blf+kwtBIpKLRATa4Owns3nbbRQRKIFAUFAEBAEBAFBQBAQBH5lCJj0/Dvb2aA3efs/25UAO2trBHm5INzLrRkMK/afw4Gzl7D1ybnN0joqwtezFrsOWzdrzt9zIAaHj4SvR3izNFMRM0f9EWGBU1BUkoENe1eayq5PHxK2iBT5L9HDOwx9g6dh34nt+jQO3DLtDdhaOyI9Jx5xp3aqtH3Hv4MNYWxv54as/HPw8wjCqfPxNApQAWurrvry4wbfhLGDHtCfmwrc+lc7fLHJDjOuq8S9N1WZyi7pgoAgIAgIAoKAICAICAK/UgRMev4/2ZOI87nFOPLcQhz++3z40UTfZ1YfbATH9tMZeG7Vfrx7x3g9PahRhg46Sc+2RKBPY8oPN+3r0Rc3jn0eIyKWtLknQT4jVBkXRx/UXa4zq7yFhY5aY9nFEtaWtrCkz2WiAWliY2WlFH8+9+8+gEZWqlFZVYzi0lJFFzqZFA3+FJbmwsfDC+WVDSMMXCYytG0G1j9/X4k3nyjG+r22ZBw1HxnhOkUEAUFAEBAEBAFBQBAQBH79CJj0/B9MycbgoO5wtNVlHRXioxT9WlJmLUnJjUvNxT0fbcMLC0dicpjvz4rYmfNdMHNMc892QfEFnL6wA92cAxHiP7ZNfbSAcY58F7r2ClLYWTJzT7WpTqb91NbWkFFghayCc+TVJ2PAxgn2XbuCDYf7b/qy1frsu3q0mt40sadfHe6fX4dNeyuwca8N5o4rb5pFzgUBQUAQEAQEAUFAEBAEfgMImPT8Twj3Q0xCGs5mFyO3tBLrj6eq5T5Z8T+TXYTbP9iG+SNCMSzQAym5Jerzc+CWT3r4vngbjB3c3POfeHEn1sYsx8Z9b7Rb17q5uOHomc0oKcvBpgOvtbneTQdeQl5RKo6c3gZ/rwBVvm/wKIorQuypL1F7uQZ5xamIPvxWm+tuqYCP52UaXWgpVeIFAUFAEBAEBAFBQBAQBH7tCJj0/M8bFITYlCxMf1U3YXVYL288NWOQwmXPuSy19v+3+8+AP5qc+vdiWFka95hredr7+OEaG4zqX4UxA5sr/1pbGh1HO2/taGFRbxeRkWNMRg5YgDU738dLK+bDu5unysKjBBYGq+no6lCx+iq4OssuXbD/xFbsObZZhRdO1vH3J494HJfyztLKRO+qDxfiuscN+oO+PAf0fWsUa/rExbEOh07a0KgD9UHYP6YBkxyCgCAgCAgCgoAgIAj8yhCwqC1NaSCjt3JxFbTiTxl9eEnPzii8c+3rT5Zg+siWlf/27ndNbTV5/jPg6qTz3Lel/suXa5FNk3o93XqRMt9YE+cJvtlEB3J18FWTf9tSb2t5958kWtQDLirLx/8qwpwxHYdVa/2SNEFAEBAEBAFBQBAQBASBjkHAbOW/Y7ojrVxrBGiLAWTlWcDFEXC0N8vuu9ZdkvoFAUFAEBAEBAFBQBAQBDoIAVH+OwhoaUYQEAQEAUFAEBAEBAFBQBD4uREwOeH35+6gtC8ICAKCgCAgCAgCgoAgIAgIAu2DgCj/7YOj1CIICAKCgCAgCAgCgoAgIAh0egR+8cr/irUxnR5k6aAgIAgIAoKAICAICAKCgCDQGRD4xSv/nQFE6YMgIAgIAoKAICAICAKCgCDwS0BAlP9fwl2SPgoCgoAgIAgIAoKAICAICALtgIDJTb60Nqpq6lBRXQdnu8ZFai9fRnZxBRxtrenTOE0r2xmPtbWXsWXfMX3Xgvy6o0+Qj/5cAtcegbqqOlym58rS/pfz3Px/9s4Dvopi++O/9N57IQktEHroEKoIIqBUsYCIYnt/67M+K/KKz/dsD8UuVqoNUKQK0hVCCR1CSSEB0ntv/3Nms8lNvTfUBM7hc+/uzs7Mznx3LznnzJnZy09FriAEhIAQEAJCQAgIgctHwKjWxUr/0z/sxKbDCeptvv3b++ONSX0R6GaPg4mZuOvj9Sqdmzgw1B+v3doLbTydLl+LL1HNJaWl+HjpmqraRvTv1mTlf/6PG3A6MRnP3TseLk72VXW1tJ3C0grc80M63h7jikDnmi8cu1x9OffxTpxfsFtV7zqoLYJfGwlz2ytz7cvVJ6lXCAgBISAEhIAQEALNnYDRsJ+le2KwOioGK/86BntmT0FWQTHm7ziu+uXtbIvPZw3DwX/cjs0vTCQjoAzzfj/S3Pus2mdLIxVf/PMxPDT1pgtu78ET8ThyMh5FJSUXXEdzKEj2HaLOlCC76Mq89Ct3T6JS/EPnTUboB5ORue0UUpbsbw4opA1CQAgIASEgBISAELimCRj1/KfnFSLAwwnB7g4KRAdfV8QkZ6t9Hydb8IclwMUOvUK8sPpAnDpuCV9uzvb0llu7Bpu6ZlsUFq3agpzcAri7OuGBySPRv3t7rN9xAAt/3YKsnDxV9qn/fgVLCws8MGUkIsI7NFgfnziQVIonf85EYmYprCzM0CvIGu+NdYWLnRlu+CwV5RRGlZRThpEdbbH+WKHa8nmWn44U4I2N2WSAVSDEwxJzb3VFR0/tFo6cn4rZI50xiOpjifgoBR9OdEN3X0v8dVUWYEbXTizB2axS3NrFDq+PcgFdHnctTcfJFM14mbYojdoEjA6zx99HXL7Rm8yNp+DYPQAOPXyR+XuMam/GxhPwmdlT7fPXv+f/jMTkdLz0wET4ebpUpcuOEBACQkAICAEhIASEwIUTMKr8j+8ejMV/nsDslfvgYW+Ntfvj8OadA2pcceGuU4gmg+CnnSfx3LhqBa5GphZ2sO9YLD75bi1sra3Qq3M7RB09jf/M/wkfvvIQhfg4oDXNEThMXv+S0jK08vVU+ZwdjIf+FJGbfUo3W9zQ1hZJuRRS9UsGXvs9G++OccG57FLc3ccBh86VYPOJIrw3wQ2P/pSBhMFlit4Lv2YpY2AiK+8bcjDrhwxsf9hLnUsgYyKrsNpzn5pbhjyKqWc5S/WyZ/+5Ec5wsjHDK2QMTOvhgG4+lsoISM0vw7RF6fj7aBe0d7eEKxkixmTJ+sdxJOZgnWzOjg545q6VddINE4qTcmAb5Iay/FIkvLsZ7iM7Ku+/YZ7zqZnIIqOL+YoIASEgBISAEBACQkAIXBoCRpV/ZztrhJK3f+G2o7CzskKIjwvCfNxqXH3toTM4kpAOF0cbdA90r3GupR78unmPavqNA3ugb5f25Nk3x84D0di+7ximjOqPvl3b4sk3vkTc2WT8dcY4eLub5p3uE2CNnv7W2He2GGdIYfd3tSTDqTpsaEQbG9hZmiGHQnBGtrWBOQVmJZORsIcMApY3SUG3szJD4RDgqRUZiM8qQ5CL8Vj5UB8rzOqpGSfvbMrBjrgipfyHuFnA00GL/mpLin9HL6OPhMal75Po1TFe7Rt+2dkY51CWUwQbUv7Pf7YLzn2D4RwRgvT1xwC2XSrtjnFDeyEjOxduLXguhSEX2RcCQkAICAEhIASEQHMgYFTT+3pHNOLSchA1ZypsLS3w6JLteGl5JBbMGlbV/m/uG4ZSCld57ec9eGzRNmx+9paqcy11JzmdQmVIVm6KVB+9H3q6ftzU7R9ninHfd2Qo2ZqjvbcV0vLKiWu1p93W0hzWpMtbV94ZCzMzFNHKROcoFMjN3lwp/nxN9tqznKV0U5T/sMr8XMadlP2MQm1UgI8vRGytnODi4F+nqKWVFgZW54RBgoWTDXL3JqA4JQdhi6YjZ3sczO2sqhR/zjqyf2eDErIrBISAEBACQkAICAEhcCkIGFX+I2NT0DPEu2oZz4h2fpizbCd4iU9WTHWxpP0hoX5Y8kc0kmnpT+/KuQD6+ea6ta5cnjQtK7dGE90otOfMuRRMuLEfwju2qTrnQbH/taWEZ8yaKP/ZnINerWywYKo2enIHxdyn5Bgv72Vvhoz8cnAUDNlgOJVeqq7oYad57a0pgD+3SKvndHrdUBnz6lvVYEub0A0s2/IKouPIW19L7O1s8cKM6lWUap1Wh9Y+Tsj6MxYhL46EpYsNCuPSYRugzWvQ8x+PO09hP/kIC/GHk4Nxg0IvJ1shIASEgBAQAkJACAiBhgkYVf6HhwXgkw2HaFJoDnmerbH6YDx4uU9W/LecSIIVeap7UKhPXHouvtoerUKDPCj8p6VIgJcWpnTweCzmLVoDNxdHTBs7CP17dMCB6FhsoHcBWFhYwpz6u23PYdwz4QYEeGuKu5uzA4X9AO8t/BWd27XCkJ6dEBKgxeA31H9vBwtwjD0vr7k1rhj7E4rh72L0NiAi2Bb/Qy4+3JWLO7s5YP7ufNhbm6E1hQ2xdKSJvStpgvBN7WxVnoauX1+6I9XDE46XHS6gmH9H2FJYkTFb4a6b5qG8TDNADOs0MzMeguQ6vC1SVhyEla8jSlILkLb6GLwmdTOsBgtWbkPs2RQ8P+tWdGkTUOOcHAgBISAEhIAQEAJCQAhcGAGjWufk8BDsiU3G6Ld/UVfo09YXz98crvZZ4edRAF3YKPj0vqE1RgT0c811y4r8XWOHYNmGP0nR36+aycr/6IgeiKU1/Ndt34cf125X6VbkcndxrJ7UO3V0BOJodCA6JlF9/DzcjCr/D/dzwMM/paP7u0kqnr+TnxUy86sn6vKFaivePMDCYT4z+jrgg2256sNzAeaOd1OjAFxmRk9HPL8yE/3mJakVhDhNr8iMKqhdpzpv8PXQQCe8S3MBFu3Jw/D2tvh4Qk1PvEFWtWthZgkLS6OPT+1i6tixVwC8b+uBE48vU8dOvYLgObWm8p9HS8qyuDg0vBqTyiBfQkAICAEhIASEgBAQAiYTMCvLi62peTZQtJDW8M+njzt5/w2FXwKWRGE+rpTudBXe8Pvtyq24e9xgwyZd0v1S7l96JmysrOHh6ghWxC+F8ETdAHqhFi+32RQpKOH4/3IE00Td2mXp9iC9oAw+jsa970255uXKW5ZXjIqiMli611Tw8wtK8NA/P0dokB9eeWjC5bq81CsEhIAQEAJCQAgIgeuOgMmuW1taAJ4/tcWawn5a0dt+r1WxpP4FeF/6FYxMmaRbH1Ne6aeNe937wHn59rQUxZ/ba+FAhqT2+gg+rJLUrGyEtQ6g8KuIqjTZEQJCQAgIASEgBISAELh4AiYr/xd/KalBCJhGIMjXAy/ef6tpmSWXEBACQkAICAEhIASEgMkEtKViTM4uGYWAEBACQkAICAEhIASEgBBoqQRE+W+pd07aLQSEgBAQAkJACAgBISAEmkhAlP8mApPsQkAICAEhIASEgBAQAkKgpRIQ5b+l3jlptxAQAkJACAgBISAEhIAQaCIBUf6bCEyyCwEhIASEgBAQAkJACAiBlkrAZOWf1/PPLqj7RteW2nFu97HUUqw7WXRVupCUW4Zfjhc2eu2o8yXqLcCNZpKTQqAFEDDleW8B3ZAmCgEhIASEgBBo8QSMKv+s9D+25A/0mvMjes75DtPnb0JCRn6djr+9/iDa/W0Rfjt2ts655pqw9kQh3vg956o0b++5UjxHb+RtTJYcyMcHf+Y2lqXqXJd3ktDhzfPqc8NnqfjX5hzwS7+aq+xOLMaDyxruf8RHKaov6bXefny1+vO3dVlYe5UMxSvV58LSCty+JA0J2TUfnKMppVXPFj9jExakYeH+giY1y5TnvUkVSmYhIASEgBAQAkLggggYVf6X7onB6qgYrPzrGOyZPQVZBcWYv+N4jYtFJ2fj+8hTNdLkoHECQ4Kt8eu9Xo1nauLZ+/o7YO39Xrirpz2+2ZWHn483TUFr4uUuKntSbjl2xNQ/6nI6vQypNDJiTk/n2pONj45cVCOaUHhHTDFOp5c0oUTLy0p2PqLOlCC7qOZLv/WjT29zx7KZnmjtYYm/kzF0nu6RqXI5nndTry35hIAQEAJCQAgIgWoCRl/ylZ5XiAAPJwS7a69i7eDrihhS9nVhxeDFn3bhmZt74G9Ld+jJLWabW1SGW75JQ3RSCdp5WeKzyW7wd7LAibRSzPwuAxse8IStpRnYU/3EL1nY/rAXVp8owr83ZuO3WV6wriT46oYcpOeXYd4triim6Kin1mRi+6ki5BdXIMjdEmvu84SFmYZl2KcpKCFFy9HaDGspXRcu99fVmdgYXQgXW3N4UTscbCoLUaatccV4aU0Wksgz60nn3hzrgoGt6C25leJiY44QNwvc38se3+/Px/cHCzC5kx2W0PadzdlkuFXAnq45sbs9XhnmBK6ZvbhjOtrhwd7aW5pZoZvwdRo+neKOL/fkYX9iCc5ll2JoO1vsjC2Cv4sFvrrNA14OZjiTVYYnf83EkXMlitFfIpyq6vnrqizwBQ5Q+bNZpbi1ix1eH+WCwpIKjPgsBQW0LSmrQN95Sar1r4x0wS0dbNX+r2S0cP/CA6ywikKj7uxmp9K5zsbaczi5FI//nEkjU6VwsTODYZ3PELdAZws8OdBR1fXw8kz0JnbMir3YK47kw87KHLviitA7yAZvjHZGALXhrW25+C4qT7H7YFseviSjysfZEr/M8FD1XI2v2IwyvEjK976EYnX5sZ3t8NZoF7U/5JMUdPW3wmZ6Ri3IeHp0sBMeoD6yZNL9f4xGm3bHF8GaHsbbwu3x0lDtObhraTpOpmjGzbRFaept0aPD7PH3EU6qLH/5OJijI/1G3qB7tepQAX48XIBH+mk8+Zme1ssBS/blK/79QmzwzW1uqmxDzzufPE6hd8+uzsKJZO3at/VwqLqmsef9h/WR2LT7MKbeNABDenZQ15IvISAEhIAQEAJCoHECRj3/47sHo4jiR2av3If3Nh7G2v1xuKNf26pal+w+rfYndAuuSmtJO6wQB7tb4P2JbkjLK8c727UwG57ewN7nMlLSWfL5OEfzdA4mr30KnVt5QvOsc3jN96Qg9q1UxL/Ym4dN0UX4bIobVpOBMK6TLXTvKdc1b4IbpoXbIZ6UVEP5lepjxf+lG50xnRQ2Nkh0SaRr3/9dOrqRQrzgLnelGD+5IkM/XWPLfeK6w0kJZKmgiz9/g7Nqy4tU98LIPCw7orU9PNAaX9OxLosPFKC0vAJdfSxxlpR+D1Ly7+/viN+pXX8nBZP7vY688aS3Y9qSdBSQccOGwoMDHPD279ngdrJwWVYQeRRiDpVbTvWycs7Gx1dT3fEXUsLZs//N7R7qM5SURV3WkMI/uI01bmhroxTV0koHc2PtYb6zvk+HJdX5CXHvGWiDZ8gQ0L3TZzJLq/b5OvF0nJKnVZxRUIb9CSXwcTLHvEluOHS2GD9R21lmhDuo9rnZm2MSGU3c3rnjXNW5C/0qLM7Gq58Or/dz4OQKo9W+syOHjJFyLLvHE0umeaKzj3afuSAbhjtOk3FKhuG4zrZ4i4zUXLpHLC9vyFJ9+9cYF8zs64BvyZBZcUzrJxtmH9JvgIXvM/fz//ppRoNKNPjaRYYwS0//asMzie77O5uyMZDu4/zb3dEnsLpNDT3vRfT4T1ucRv+/VGDueDd8c4c7LCy0C5nyvGdk5yIrtwA55KAQEQJCQAgIASEgBEwjYNTz72xnjVDy9i/cdpQ8o1YI8XFBmI+mJKTkFuL1FXuw5C8jAaNmhGkNuhq53rzJhfpmhuMp9lgSpSlDjbWDPfZD29piMXk5J4XZgZV2lknkZWcpZ227UoLJE//EAM07qqd18bYkr3m1cqSnb6SRAlbGp5OSyfIDKcy6fEfee5a+dD46tYyUf2usP1aISFLE+tA+y1ekxP9MSv0pitG2pf5M76HVw55zjudmTyorWqyAcxw3y0zy/i6icjy5uIevlbrmhG72alSAz/cjL/jw1jb4dEeu8swv2JenlOb95O1nRXMEeXvjM8vgbGMBJ1szLCYv+jODtP6GklI6i5R/lnc25WAHedW7kVHB3uNT6aU0EmKm9lWGyi8OOTlJbXuKPNK9fa3xQnkWNpOnegS1gaWh9vBITUZ+Of5BiuswytuLmPSeW6gmdM+o5FB5iQY3/7rRRXm8B7ezwU4Kf3lsAOBNxo+3gyWN8JjBz6luexuqLC07DlujPq339MjeT+Hum2fXey7As3u96YaJqRQyxU+YtTm1x9cC3X1r/oxv7WKv7tU4Gkn5iZ6hzbHFGBtqg600Z4HP8TPLsoIMnFVHizCBRn54xMiTPPssbWmkiu9RbXmMjCk2hhPJcGpL5wcYjDpxXv5N/ONGbaRgUFC1YdDQ876JRpJyCivwxVRX9VxwHfqzbMrz3qdLW7g42aNDiC8XFRECQkAICAEhIARMIFD3L3ytQl/viEZcWg6i5kyl0A4LPLpkO15aHokFs4bhrXUH0THQnTyLJYiMTVUljydlo4u/G3ydNQWjVnXN7pDDQ1jxZ+lEym9qbi7yKj2ljTV2Bim191KoREpeBRZH5SvFh40Clju6OmALKVzTFqUr7/ZUCmWYYxA+0VC9HNIyor0W+sJ5OnpbIbNIG3pgBduKQjU2GEw67U9KruECTO0pfwSNSrCB0LPS68/1zKNJwx/QiIa/iyUCXS3URGAOu2EJpjAeVtK/JUPGvKeDGt0wVJatyBPLii976VmsKZakiNz+saQAspwmJZ4/LJ39rOFM4Uq6hJGir4s7KZYZhZXDKHpiPds1lTH+UWdLcIQMEu7zKjJydOW/ofacJ4WYpXvlNZ3oXrAxcq5yJKKeS9VI8iMOXDeLp4MFYtI077aW0vTvwqJMxJ8/Um/B0vICuDj413vO0rL6/tebgRKfH+qM51Zl4ub5KaqPPKpzG4X+6NK50hjgp9GPQpR2nSnGGFL+OeSqq1/1PeHn66yJfLjuAeTVZyNhBI3I8HNTW4ZTelMkjp5pfq7YIKwtpjzvPToEgT8iQkAICAEhIASEgOkE6v7VrVU2MjYFPUO84WijZY1o54c5y3ZS2EcFeQErcC4zD08v/aOq1Jebj8DVzgrT+ratSmvOOxwiw2ElZNcghiaassLoQIqjXSWZnOJyOrbASfIsG8pA8myy4fBhZK6aJPnF7dWx0e72ZlhCoQ/sxf6WwoHe25KLcR1tqryahvUY7ncgZYzDUXSJ49h1Cjdh8XbUtl/QnAR97oCeT9+y4v8whXMYCjn8leL/BMV+8zkO1+n+bhKFAmnKP+edRt7/f67X5nHwvIcgA8VOM2cMa9T2fR015e9pqrc+5Y1zkWO6YSGvPz9DtWU1Kfo8MrHrjDYZmPu/WRkEWkx7Q1V6VnI6SffQm9rGISXsVfaw19ppS/FAuQYTWRNJ8WyKcF/08CNTygV4dcfjU5fVm7WgKAtvLZxe77lJwx9FeOiUes/piezp57kiPOfiX7Ra1as0n2F8B7uq+ScxlcYY508m5T6MRpqYGxtSpwyeY87nS/MgagtP/K1P7qIRpPpGBPS8bnbVhp+e1tjWj8KsyulaPMG7DYXeGYopz/u51EycSUpHgLc7ArwuLhTL8NqyLwSEgBAQAkLgWiZg9K/18LAAbD2aSKEYORQTX4TVB+PRv72/Ctl4a0pfbHv+VvXZ9NwtitMbU/u3GMVfv7EfkwLPHtCfDuajf2XseTta0YS9kjxpls/xBNracjvFg3PIDBsMEQZhDhxmwQqNM03WHRyieXLzq8P3a1dTdTyU4tx3xxfjQFIptlCIzmmaDKnLWFLueILsXAq/4RhuHp34irz1ejy3nq/2lg0FNmbY686hPzwKwPUYykQKA2FFfCXH6FOfTBEeWeDQore35qilIdnI4HcmcNtNkXDyQLPix2W4LAtv/6RQkAdo1aKld3ioz9xbXJQSf6QyTEnLWfe7nZulUm4/o/uRSsuDztupzd3Qw084Bp0n8/J689/RRFX2gjdFuvhZYQOFZXHdtfA1pRqV187GBa/OWlPvJzx0stH6fqLQLl4CNZCMtO7+FJJEN5lsqSr59Ugh4sgw4InefK9vaK2F4HSh+SIr6Rw/mxtopaVYMgQiDOZa8MgVG7TLiA+PDDWNUNXlTd6JaGWjfmP/orkCvLwoX3NpZXibKc/7lj3H8f6itdiy55jJ15SMQkAICAEhIASudwJGPf+Tw0OwJzYZo9/+RbHq09YXz98cfk1wY32JFdjP/szD+1tz1f5/x2geRD43vbcD5tFqL/zhiba1ZVp3OxULzxNBDWUHxah/tTOvKlRmVJgthoZoCthHu3Lxv82aYspleN10lp2P+uCWUDt8GZmP277RQqh4xRtd2Lv+/AhnvEmTaj8hA4CFjQ59ngEfm9fjaud+PE7e+f9uzFFt4omrPuTtNTPQFnlQZ0SoLTbQpN5JNDm5thjolcqDbE5leQWkj2kU4rHlGRhBK8ywsGf5I0pj4foNy6lEgy9eUWlkR1s8tkybtPzKKGcKKdEMghtpZSFdOHaf611NbdPFsF7e5/bwqktv0kpLT/2cgYgPklTWB2iuhe6pHkNsF9N8jiH0/gBmwB9dDFDoSXW2MynM61UaHeG6mfvux3zq5GlKgpUJ4T0N1ffN3ny88GuWer74PjxNKzfpIUtchh+DUbT6DssYWmWJR0JYXqdVeu6iCbYcLsTSiwzWmbXmQzw00Anv0vyMRbTS03AKQft4gmv1fTQEr2ow/tXY884jZDzR91lagUh/hvqSMXJ7Vzs1mmTsec/N154JV8eavz/jrZIcQkAICAEhIASuXwJmZXmxJjn4CmlJm3z6uNtXT+RrDti+XbkVd48bfFFNYU/uGQoDaUXx8OwpNxReHpFDgvR4fsNz28hLP4vi/jc85KWWkTQ8xx55jjdv7WqpyhueM7bPXlAOY2HFrrZwW+NoqUdHug26Ulc7T33HHLJynla34eUu65OxX6UihEY7PiAFuqnCIyMcKhJAddfm19S6LjY/jx7EEx9/5/r5MduGGFzsta9keR6ByKX5IByDbyhsTPKKRT1osjTfC1awawszsKcwqPrO1c57pY45hIkNGD2cTL9uY8/7U28tQmZOLj566T7Y6Gvu6gVlKwSEgBAQAkJACNRLwKjnXy9lS3+Z+XMtCitJtZUovZ+uFAZRnzxNa5P/RktSDiEvdX3KJBsL7UmZvhCprz69Hm5r7fho/VxjWzZg6qt3PYWyfEohMrzCzltjm6748zXZi99chO2lxvjUx6C5tL0p7fAkpd6zcj5DfeX4PQwNSXNk0Mpgnolhuxt63nnOire7Eybc0EsUf0Ngsi8EhIAQEAJCwAiBC9NOjVR6PZzmsJG/0nKUd3Vt2SEHPLrQl5bzfGUELeFaz/KO18O9vJb6yG95bkvhU9e6cFjZ3+7T5hld632V/gkBISAEhIAQuJQETA77uZQXvZR1XYqwn0vZHqlLCAgBISAEhIAQEAJCQAg0VwLVsx6bawulXUJACAgBISAEhIAQEAJCQAhcEgKi/F8SjFKJEBACQkAICAEhIASEgBBo/gRE+W/+90haKASEgBAQAkJACAgBISAELgkBUf4vCUapRAgIASEgBISAEBACQkAINH8CJiv/xbSQe3aBaW9vbf7dlhYKASEgBISAEBACQkAICIHrj4DRNQFZ6X/6h53YdDgBBSUl6N/eH29M6otAN3sk5RQi4l8/1aD2/LheeGBQhxppciAEhIAQEAJCQAgIASEgBITA1SdgVPlfuicGq6NisOG58XC1s8L0+Zswf8dxzB4bDn7RDst3j4ymt83aqn3XZvYGYNUo+RICQkAICAEhIASEgBAQAkIARpX/9LxCBHg4IdjdQeHq4OuKmOTsGuh8nO3g62wLC3rxjogQEAJCQAgIASEgBISAEBACzZOAUeV/fPdgLP7zBGav3AcP8uqv3R+HN+8cUKM3Q/+9TB0P7hiA/0zuB28nbRSgRiY5EAJCQAgIASEgBISAEBACQuCqEjCq/DvbWSOUvP0Ltx2FnZUVQnxcEObjphrtaGOFN24fiK7+bth7Jg1z1x3A/O3ReGF0t6vaKbm4EBACQkAICAEhIASEgBAQAnUJGF3t5+sd0YhLy0HUnKnY99oUBNBE35eWR6qaHG0sMSU8BB3IILizdxvcHdEBK/aeRlnlXIC6l5MUISAEhIAQEAJCQAgIASEgBK4WAaPKf2RsCnqGeIMVfUsLM0S088OfJ87Wq+DzSEBqdj5Ky7SJwFerU3JdISAEhIAQEAJCQAgIASEgBOoSMKr8Dw8LwNajiTiZkoO0vCKsPhivlvvkyb07yTDYG5+GwpIytb/gj+PoQYaCjaXRauu2RFKEgBAQAkJACAgBISAEhIAQuKwEjMb8T6awnj2xyRj99i+qIX3a+uL5m8PVfnRSNuYs21nVwFB/d/x3Sr+qY9kRAkJACAgBISAEhIAQEAJCoPkQMCvLizUpRoe9+/n0ca+1jn9ecRlScgrgZGsFDwebK96zb1duxd3jBl/x68oFhYAQEAJCQAgIASEgBIRASyNg1POvd8jWygL8qS0O1hZw8HCsnSzHQkAICAEhIASEgBAQAkJACDQzAhKc38xuiDRHCAgBISAEhIAQEAJCQAhcLgKi/F8uslKvEBACQkAICAEhIASEgBBoZgRE+W9mN0SaIwSEgBAQAkJACAgBISAELhcBUf4vF1mpVwgIASEgBISAEBACQkAINDMCovw3sxsizRECQkAICAEhIASEgBAQApeLgCj/l4us1CsEhECzIFBWUU5vJC9vFm2RRggBISAEhIAQuNoETFb+i0vLkV1Q2mB7U3OL1BuAG8zQwk7kFaRjS9RHpDQ03GfuUnxSJI7Hb6jRu4Tkfdiw+131OZmwpca5S3HwceR3eGzV6zWq+v5wAc7nltVIu1IHh5JL8ceZ4kYvt/ZkEY6nNs6y0Qrk5DVLoLyYlPP8us/GmezzGPzpDGQW5FxQ32MzzqryvefdhpXHN11QHVJICAgBISAEhMC1RsDoOv+s9D/9w05sOpyAgpIS9G/vjzcm9UWgm71icfhsJv5v4VYkpml/oGcM7oRXx/Zo8ZxSs05g/c6l6NdpOiysnRrsz/b9XyM18xw6BI2oypOTn4QzSYcQdy4WyUExaBc4pOrcxe7klRRifuRPeGvs0zWqenVNFv433g2+7eq+i6FGxstwsDAqD6fTSzHgDo8Ga//3xmzc1t0OHTwbfyfEx7vy8O5m7VkyJ9O0d5AN/tLPAQODrBus+2qf+CYqH6l55Xgqom7fkvMqMPjDJPg4W2DLQ15Xu6nYnViMT3fl49OJrle9LdyAcx/vxPkFu1VbXAe1RfBrI2Fuqz3DrZx9EejqjY/3LMXfBt3f5Pb+cGQtrC2tsOPeRbCzuvIvIGxyg6WAEBACQkAICIErQMCo53/pnhisjorByr+OwZ7ZU5BVUIz5O46rppWWVWDWV5vQv60vdr86RX0m9gi5As1uPpcYG/Eypo1+t0aDwkJGY+bY+XBzdq6RfikOvolaAWdbBwwN7nMpqrskdTw9yBnvjr00ymQFKmBlYYaND3th/lR38vqW49lfsy5JOy9XJYeSSrA7of6Rj1XRBWAjJim7DAn0udqSlFuOHTFFV7sZ6vq5exKV4h86bzJCP5iMzG2nkLJkf422PdBnCr7fvw65xQU10k05OJeTgnaerUTxNwWW5BECQkAICIHrhoBRz396XiECPJwQ7O6goHTwdUVMcrba33TiHPIKSvDaLT1hZWkOSzMzuNo3Xw+t4V1d++cb5J0/gvvHf2OYjDV//hsJSUcxst8jKv3nra/h0Kl9sLezwYQhT6ND8I0qncN9vl31ktoP8muDu0d/XKOehg6KSnKxZP1fcTrhFKm5FWgT0AbTqaylhVVDRWqk74jbhz6tOtdI0w8WkQf6uZWZKKPw5kcGOeAvfTVP9DM0KhBInucnB2rHDy/PRO9W1ri/lz0mLEjDmI52eLC3NpLDoUMTvk7Dp1Pc0c3HEutPFeF/W3NwMqWU3vBshr/d4Iw7u9mpS3K4z0M/Zaj9gSHWeHO0i94UJOaU4YEfM3CKynXwtUI+hXYYCnv4P9+Zi5zCCoT5WeHD8a7wd6oetQigff48PdgRD/2Qgf3nqR5PC9y1NB1Hz5egnKoL8bDE/25xRZiXJVafKAKPLvw2y4u8vdqVXt2Qg/T8Mjw2wBH3ULnyigr6AD0DbZQC/MxwJ8wM1/rdUHui00oxY0k6xnS2w3d78+HnYoE5o5wxkPhtji3GsyszkFNElZL0nZektj/P9ISvo9aX1ccLMLqTHbafKsSq6KIqzjd8lqrak0ScRna0xfpjhWr7XqUR9dORArxB/ckqqFD9nHurKzp6WuIEtWfmdxnY8IAnbC3NlCf/iV+ysJ2MJZYRn6ciorUN1hzNV319fLATZvSwR15xBUZ8lkKjdxUoIaNdb+srI11wSwdbVbahr/eWToSfZ2sM7/0IPF3aNpStyemZG0/BsXsAHHr4IvP3GFU+Y+MJ+MzsWVVXRKuedK/LcDA5GgMCu1elm7JTXF4KM/onIgSEgBAQAkJACFQTMOr5H989GEUlZZi9ch/e23gYa/fH4Y5+mgIQl56LQArj+MuCbej4wmI8vHAbohI0ZbD6Es1zz9M1hJT/hDqNi47bBSd7t6r0M0nRmDryGRU+sG7nR1XpPu5hmHbT3+Hl5oXM7JSqdGM7S397GrFnT2NMxD0YN/h+2o/Bn4e+NFas6vwZCjEKcQ2sOjbciSLv8z9vdsGk7vb43+ZcUnw1pfRMZmmN+QDxdJySp3mhwwOt8XVkXlU1iw8UoJQ05K6k+LO8ti4bXUg5X3u/F+aSgu5mV/3ItHWzwEcT3dDJxwpcp6G8tS1XKa7v0/lWrhZqXz+//FiBCu25t68DvrjdnZ6vCry+SQv10fPo2+3xmkedDQM2asK8LbHwTg98d7cnHG3NcD8ZBiyDg62RQobLyhOah5geWXxP4Uh9SUkvov2M/HLMHqWNTiRT3x8c4IB527RrNtaeQuoWl42kdnwwyQ121maYu10r18vfCt/c7oFBbWzRzkvb52NPO03xL6KyBxJLcGNbW0RQnlXUb13OZZdiFCn9zH8zGS7vTXDD2iOFanSARwheoNGOvsE2+HCKG90PYFZlP3naTSr1k1mwcKh8KhkQupzNKsUvh/JVX0eSUv/vDdlkYgL21O6vaCTlL2QA8kgEt5M/Q0OMh8P06XQLYs4dw9wlszB36QTsObYEFRXaNZesfxyvfjq8zuetReP0JjW4LU7KgW2Qm4r3T3h3M9xHdkTRuZqjPDaW1mR02tB8Ec04aLCyWidyivPo/6JjaO8ZXOuMHAoBISAEhIAQuL4JVPpIG4bgbGeNUPL2L9x2lIbPrRDi44IwH005zsgrwolzGegR5IVlj43Bx1uO4JXlkfjl0VENV9hMzoRSjH55xcdISjuGHYe+wtmUU3hkyvdIy8pCRPcBVa0cE/E4OgaPRHbueaz5Y0FVuo2VI0L8+5OhsABFxeeq0o3tnDwTDW83VnjzVVYODYo8shKDuj9orKg6n1WQCz8nz3rz3tLFTnlx2ZPLiu+m2EJMIq9zY8Ke70Wk/EeRN70Heeh/IOV/Qjd75S8lBzEp7eVKeXSyMccw8igbih2NBPDogKeDGbJrRZL8cboI9/Sxx6h2Nipevxd5tnX5ljzobvbmcKXY7tiMMnQPsMKKgwVgZZmFPdO3fpuG86TIsud7cg87eNE1WP5FnurT6WXYSYZOa3dLHErUFGpHUm6HkpK9eF8+JoXZ4ddKI4D7f5quwTI21AZf7LZEb1K4h5Ey/tGOXJVurD2c6YVhTqofKfn2eG2NNvLF1+xIow5u9mbkWdf2VYWVX79TeA2PUAyjURGWp1ZkKA+8A5VjGdHGBnbkveeRg5FtbZRSnkxhOXvOlajzPJLCjAuHaGXjs6qVfJWhga+pdE+5r30DrPHT/gIcpdGXTtRObuspmpthQSN0vG+qDOh6H/iTmHIAW6M+xy9bP8XKbZ/h5oj7cGPfJ9GrY3ydquxsqkeB6pysTCjLKYINKf/nP9sF577BcI4IQfr6Y1APnIHD3s3ehYwibVSloboM0x9cMZuMtUPo6NMa94ZPMjwl+0JACAgBISAErnsCRjWAr3dEI44m80bNmUphBhZ4dMl2vEQK/oJZw+BChgHLs6O6wt3BBg8P6YSJ76/C2awC+Ls0rnRebfJO9hQeQsbMycRtOBqzD4XFxeBVesppSUCevJuWfVo1McSvn9q6OPqpcxfT7pz8FPKYVqCguBCHT29WVVlb2cLBzvS5AS52jjhLscz1SWfv6tChQFdLRJKCbEz5D6YwllDy3H9LSrN5TwflReYwERYKvcdro53xBnmPV5BREETK9ptjXZSRUN/19bQcCjFhb3knb+35YCXZibz0upzPKieWFVh3otogYC93dmX4DHumb+5gAw8HMh5ISXe108oWk3EwnEJXcovK0dHXkkKJtBrZy29FzvYZPe1xL4X3pNAk28UUAsXGAF+bhetk4fkENvSxpvysmLMYaw/n6UaGEYu3g4UyTtSBka+VFPLDoVJf7MlDLo1usKw/XYgJFGbFYkuhctwOPUyJlfIiMnzOkSefjSNW/FnYwGI5S+n2VpUdUSn1f3Xz1bjrBhPPm7gU4u3WAcG+PchQjkFGTg6NeCXANtgJLg7+daq3pOfamFg42SB3bwKKU3IQtmg6crbHwdyOOFc/KqqKjPws8ORfU+XFIQ/ht5g/8MH2RbQK1T4yhIaaWlTyCQEhIASEgBC45gkYVf4jY1PQM8QbjjZa1oh2fpizbCctgVkBbydNibGx0s7ZVComxaWmeSivNl0/Dz+K5/+dQijKEeDlj9V/vKMMAkcyDHTl/2JihjmOv7i0OtTD0c5ddTk0qCfGD/7HBXU/yM0fcZmJ9ZaNMQi9SSZFsYuPg8rHSmZupWLNCYmZNe/PNPIU/3O95s1uRx7hIDIIdJlCnnP+7D1bgmcoFOW137KxfLqHfrrerRMp3BxmEpNRSmEl1sQAKrZfz+zuYA4L0sa/ppCW+oSVYH2+guF5Xs6UFf/dj/koZf8DmjMQTZNt6VFUwisCuZCh8GFkLqLOlFBIUcOrNBnW21h7zmmDA7X1UcPilaMklY0wOLOVljdlJX5bnDYswobAmmNFVcq/QdYau140ksDGE/+MyN5W3nrO4GEQcpVDcygcyHI4SXMAmiTEln+7TZHYs39ic9R8nEo4qe5b13a9MbPnI3B3DsK3ax5GdBx562uJvZ0tXpixplZqzUNrHydk/RmLkBdHwtLFBoVx6bANqDlxvKi0GIUlRQj1DKlZuJGjEPqN3O82GZtPR2Lj6Z2i/DfCSk4JASEgBITA9UfAqBtxeFgAth5NpAmfOWod/9UH49Vyn6ygDQvVvHFf0Oo/ORSzsTjyFFpTWFCIhzaxtLnjbNeqF3n7ExHs1xpd2g5D/Pkz8Ccj4FJJ24CeVGcszqYeppGFbJiZWcDXwwuHTu7EaRpxYOGJw/uOf2/yJQcE9UDkmcP15v+VYsY5jIaV5ELyNA9vo3mA+wRaYRcpoEkUK/5d5TnDCiZSmAwrhCsPFeCucM1g4POFpRWqLvasd6FRhVYU4+9obfSRUVX3I0/+9/vz1VyDj0gZN5QxHW1wlEJbfqUJsHQJlWcBeeqNCbeRY92zyJDhUJZF+6oNK73s7dR+DmPikYYIE5cHvdD26NcM97fGMZqQzOFIHCrFwsYS34MPKJZ/KS2Byp8ZfRywjcKhjKneEcGa1/zDXblqFGP+7nxlTLWm0Zx2NMmZRzG+pzApHglgxk2RcD9LNeKxjgwTZm+KLP5tNjJptGk8edRfnbUOk4b9Ryn+XPaum+ZR2po6n2en/WK0atfhbVUeK19HlKQWIG31MbgOa1ej3PYze6m/FujqHVoj3ZQDb0d3WiWoaXxMqVfyCAEhIASEgBBoyQQ0l30jPZgcHoI9sckY/bb2x7wPLev5/M3hqgSH/fzn9gg8v3Q75q6JQligJ14c06uR2prXqfathmFD5DJ0bTsK7QOHUkz/QrQN0NpvZlap5JKRU5988MNtOJ9WHX7zyifDYGdjgxdnrq3K3r/LDJxK3IePfnyEQjss8cqs33DnTW/ji1/+D1+ufNkg33CEd6g6bHTn7u634vNdP2Jb/D4MCtLug16Aw1lu+lxrE69Oo6+eMybUjsJgCjDkoxTliWZvtKHwoM6IUFtsiOY5AtXhGsWk9M9Zm42XV2Wp7J406fZ9WnVGl+m06kxkpVeb0zq8eb5qPfu/9HfEtEVpGErX5FEA9nrr8kAfR/XCL46B16UXKerTKdyosZGWyTQCsZDmC0R8oMV/96XJqjzZ1fAWTaN3CXxKsfw86bk+4Z5z/urWAI21x7wyo76tr87R7WzxM63OM/bLFKVYb6D1/FdTSBP3uTNNUNblpva2qm281r4uhu3gNG4bh/nMoMnQH9Ckaf6wsj+X3uHAowAs03vzZOVc9elG8yVqS522GlyEnwleXeixZRr7V2jloukNsNLrffL27+jZdtEPa2wtzCxhQc/2hYhjrwB439YDJx5fpoo79QqC59RuNar6Ys8yTOw6gozOpocROtk44ND5k8qwZWeFiBAQAkJACAgBIUC6RllerEn+v0Jy/+bTx72epTx5vf9UWhLU17npf6Av9iZ8u3Ir7h43+GKrueLl+Q3COfnn4eHShpZJrVa4TWnIW9u/xLGU0/h8wj/qZE+lFX5YzfGg0JHawqvI8JKf9cnYr1LVkpIf0NKZhsIPRyKV44gun8rlKw3PN7bPnuUECjHi1X54/kBt4Qm+8TSpl+t1tqknQ+0Clce8HKkLTUDWY+INs22jVXlmUdw/K+AN9dUwv+H+hbbHsI5Luc/Lcp7LKUcwjbjU5pdJE6HZGNDnNFzK617pusryilFBSzJZutf8/yM+6xwmLngCa+/9FJ72NZ9LU9q4O/EwHlo+R2X9x6jHMKZ9y/t/wpR+Sh4hIASEgBAQAk0hYLLy35RKr2Telqr8X0lGjV2L1/H/lGLneUnK5bQ+Pa+Z31Ll6dVZ+O14oVoi87Nm8gbblsryWml3aVkZkvPTyLh0uqDRg2uFg/RDCAgBISAEhIBOoOVqenoPZHtRBPhFUX2DbPDKCFrCtQUr/gyBw5n+OtQJd3WtP+TnokBJ4RZJwNLCgsLfvFtk26XRQkAICAEhIAQuBwFR/i8H1RZUJ78ciz/XgrxMir+IEBACQkAICAEhIASEQMMEas78bDifnBECQkAICAEhIASEgBAQAkKghRO4bpV/nisgIgSEgBAQAkJACAgBISAEricC163yfz3dZOmrEBACQkAICAEhIASEgBBgAqL8y3MgBISAEBACQkAICAEhIASuEwImK//FpeXILqCF2UWEgBAQAkJACAgBISAEhIAQaJEEjK72w0r/0z/sxKbDCSgoKUH/9v54Y1JfBLrZ438bDmPe+v11Or7lhYnwd6n5wp46mSThkhP4JiqfXrZWjqciHC953VKhEBACQkAICAEhIASEQMsnYFT5X7onBqujYrDhufFwtbPC9PmbMH/HccweG45ZgzpgSs/WVRQ+2HQEUfEpovhXEbmyO4eSStQbdRu6anp2PMzNzODq1KpOlvyCDGTnn4OvR6c65yRBCAgBISAEhIAQEAJC4NogYFT5T88rRICHE4LdHVSPO/i6IiY5W+072ViCPyylFRX4/WgC7h96fSiPL67Pwq+HC1FYUqFeLvW3EU6Y0NEOx1NLcc/SdJQTj/IKoGegDXbEFOGZ4U6YGW6PzIIKPLYyE7vji2BtYYbbKO0lWp/ejBguPlCA1fSG2m9uc1NMP96Vh4Ok0H9wiyui00oxY0k6xnS2w3d78+HnYoE5o5wxsJU1NscW49mVGcgpoguS9J2XpLY/0xt7fR0t1D5/rdj6Gmyt7HHnqHlVafpO1ImfsDnqO7wwY62eVLX99/yfkZicjpcemAg/T5eqdNkRAkJACAgBISAEhIAQaFkEjMb8j+8ejKKSMsxeuQ/vbTyMtfvjcEe/tnV6uf1EElKz8zGxR3Cdc9digpONOd6b4Iaf7/XEyA52eP6XLCTllqGoDMjIL8fsUa6q28l5ZXhwgAPmbctRxy9vyMKhs8X41xgXzOzrgG9JwV9xrECdS8svQ3xG9byKZKonPoMqJCmkZK43Mr4YH0xyg521GeZu1+rs5W+Fb273wKA2tmjnpe3zsaddteKvKrnAr/OpmcjKLUBJqdaWC6xGigkBISAEhIAQEAJCQAhcZQJGPf/OdtYIJW//wm1HYWdlhRAfF4T5aJ5pw7Yv3X0awzu3goeDjWHyNbv/whAnpOZXYGtcIVq5akr2ifQyOJNRwDI21AZf7LZE70BrDCOl/KMduSp968ki3NrFHpPCtDkRKw4VYNXRIjVqoDIY+XphmBMGBlkjJd8er63RRmAcyRDo6GVJIxBmyCvW9vVq0nPisfaPt9Th2eQEmNNow+J1j6vjsREvYt3Ot0ipL0ZKxhkUFpZUnesdNgntWw1T+cYN7YWM7Fy4OdmrY/kSAkJACAgBISAEhIAQaJkEjCr/X++IRlxaDqLmTIWtpQUeXbIdLy2PxIJZw6p6nJ5XhHUHYjFvxpCqtGt95+Hlmdh8qhDtva3gZqcp/PnFFaT80/qpleMpVqRo29DHmmyD8nKAg3I4TKirXzX2jlT+bI7pHvVuvlYKrbeDBUrKtDCfxliXl5cgJz9NZSmnRlRUmFUdV1SUIZdi/YtLClFEBkAF/dPzlpRqoxFccGT/zo1dQs4JASEgBISAEBACQkAItBAC1VpoAw2OjE1BzxBvOFbG9ke088OcZTtRRjHtFjR5lOWnqDg1KjCig38DtVxbyXFZZfj9RCGWUUx9J/K4H0ouxWSK6zcmTIsNglMUv69LTHopfJ21kQNbK3PkF5OVUCmxdK62aMRrp2rHfI7vi6F4urTFgxMWqqQvf72vTsz/zLHz1bkdB+armH89r2Edx+POU9hPPsJC/OHkYGt4SvaFgBAQAkJACAgBISAEWhABozH/w8MCsPVoIk6m5CCNPPyrD8ar5T51xZ/7unTXCUzu144UW6PVtSA0DTe1olI/Ty8oR0peBd7eqsXeN1yi+kyXACusPFKI0xQitIEMhlgyBCJCtFCpvhQilEUTgqPOl2D/+VLsoom8TZFwf2sco3JctwmDAiZXvWDlNry/aC3ikrQRBJMLSkYhIASEgBAQAkJACAiBZkXAqOd/cngI9sQmY/Tbv6iG92nri+dvDq/qRFRCBmKSsvDO1IiqtGt9J8TNAjd3tsUsWtWHpRfF4NcnbArx4Iiht/71kS64a3Eabp6foopw2Zk9tFj6rj6W6EbGwe3fpqnQIZ68q4t5ZSX6Vk833I5uZ4ufjxRg7JcpKsxow0NeCKwcVeB8I/s8Ru2pfxJwp9aj4OnaxrC6qv28As0IcXGQdzdUQZEdISAEhIAQEAJCQAi0QAJmZXmxNeNEGuhEIa34k08fd/v6Fd0Gil325G9XbsXd4wY3+ToXWs7wQtm0tEaf6iAAAEAASURBVCYhgQdNtG2qJGSXwd7SnHjWLXueVg3ilXpoisVVl/yCEjz0z88RGuSHVx6acNXbIw0QAkJACAgBISAEhIAQuHACRj3/etW2VhYUL94MtFG9Qc1g62xTV3E3tVmGHvnaZQzX5q997kofp2ZlI6x1AKaNvX5Gdq40Y7meEBACQkAICAEhIASuFAGTlf8r1SC5TvMiEOTrgRfvv7V5NUpaIwSEgBAQAkJACAgBIXBBBK6PGboXhEYKCQEhIASEgBAQAkJACAiBa4uAKP/X1v2U3ggBISAEhIAQEAJCQAgIgQYJiPLfIBo5IQSEgBAQAkJACAgBISAEri0CovxfW/dTeiMEhIAQEAJCQAgIASEgBBokIMp/g2jkhBAQAkJACAgBISAEhIAQuLYImKz8F5eWI7ugtN7e84sC+O2/Is2LwIETCUhON/3tw82r9VenNWlZedh3PO7qXLyJVy2h3+Suw6dRWFz/77KJ1V3T2U39LRyLPYfNe46rT/x57SV+1zQY6ZwQEAJCQAhcdwSMKv+s9D+25A/0mvMjes75DtPnb0JCRn4VqA82H8OA15ej3z9+xJj31mDziaSqc9fLzon4JLz5zWqkZ1dz0fteWFSCt75dgz1HY/WkK7Itq6jA2j8OIjXLNOU/KS0bX/68FWVlJr3z7Yr0obGLfLNyO84k1VTOzqZmqfvA94I/H//wO/ZHn2msmjrn9hyJwY6ok3XSm2NCAvWfFVVzfo20SIMEmvJbSMvMpd9xrjKqUjOy662zvmev3oySKASEgBAQAkKgGRIwqvwv3ROD1VExWPnXMdgzewqyCooxf8dx1ZXz2QV4d/VevDSuF4788w70DPbEG6v2NsNuXt4mbYw8Al4P393Zvs6FNu0+Rm/qNUfPjsF1zl3OhHMpmar6IB8Pky5zKiEZGTn5sLBo/opkSkYuktKzYW9rU6NvCUlp6njWhCG46+YBsLO1xga6NxVkCJkqET3aY8a4lvFCs0AfN3BfreXle43e3qb8Fvj+D+nZUdUX5OtZp96Gnr06GSVBCAgBISAEhEAzJWD0JV/peYUI8HBCsLuD6kIHX1fEJGsesbj0XJXWr7UXrC3N0SPIEyt2x6CUvMeWLUCJvBT3hL3+2cTotpF961THXv9DpxMxtFdHmJngnS0pLcMH323AlBv7INDbDbn5Rfh8+WZMp7frero4YNnve5CVm488SudQj7atfDBhWHjVdVdsjsLJ+PMwMzeDr4cLzM3N4Whvo/IuXLUDmaTcsxrsQXVNGt4bLk52OHgyERt2HSaPfznKSUn+36J1qr77JwxVZYvoOnzdhOQMWFlaoHen1ojo3q7qmo3tcN8jD50Gh9KwSdGTyg7v1UEV+ej7jXBysEMyeVfN6N+Abu3Qv2sbdY4VrOW/70YWcXW2t8WwPmEIDfKp4sHtZPn21+1qO6JPJ3RtH4hEaqOdtRUZYZXParAvtu6LRn5hMRzsbMChH3/sP4HWgd44fCoRZeXlGNmvM7qHtsK6Pw/jCLWXZXjvMJWmDiq//jhwSnmDi0tKFYdRA7qgU2t/dfa3XUeo7jOoKK9AO2rn2IjusKTfQ2Ni7F6fo1GM33cfBW/ZeOH7OX3MAFXlsdjzWLPjgNpvQ325dUiPqktFHY/HnwdPwY0Y8MiII/V7GhlCTg62Ks+2qBOIPByj7nU7en4SzqfikdtvrCrf2E5DDLj/7DG/fZT2G/h12wEUl5Rg4vBeqrqGuOcVFOF0YkpVvzjz/GWbERLoBb6nF/PsNfRb4GscOX1WPfNFJWWK680R3dRvgs+xxJ1LVaMpnm6OWgJ967/Fhp69uPNpWLV1P/LoWePfepCPO/2f0KeqvOwIASEgBISAEGguBIwq/+O7B2Pxnycwe+U+eNhbY+3+OLx5p6aE9CJPf48Qbzz3w05EhPpRvmjcOzTsulH8+Say1z9Yef01hdPwxv5e6fXvHWaa1/8seetZKfRydVLVxJMnm4/dKkcUOAaZj8cO6oYcUpw2U/2JVCbAyxVrth9Uiv/Ywd2Vks9Kr64E55ASzSMTNw3sinJSUFds2oNNe49h/NBwtAnwgseofvh+/S7K445+XTXFno0GFg5xYIV3HNdLYU1bo6LRvX0rZRioDA18ZecWqDZ1bRtIZcORkpmtFE7OzopULrW/nJTvyTf0xm4KtdlO9fbr0hoFZGx8Q0q9j7sztbcbNu05ht/+PKSUf1tS7KdSWzeRUpxFhsz4SuXS00VT0pIpdMmjkl0+GV6sCLPBwoo/S8zZFGTnFyKGRjmG9e5ALMvhTAYIS78ubdCelOEfNkTC1anmCA6H1nBs/cDu7VUeHiWxJMOKZT0ZDaz4D+oRSsaUPX7dth+HTiWgR4cgdb6hL2P3+idqhyO17c6b+qGkrAwJSRlVVYX4eSgOS9fupNEPq6p03jlNbcuhPob4e6JXWC8sp3u9jzgM6RmKvcfi8MeBk9T3jnCgURNuq6210f8CVP2NMYglBd5QUY4jzmyU6NIQdzZqeARHFw7RyqDn5rZOmhF4oc9eY7+FmMRU1W9+hkODfFVoHD9Pk0f01puhjCbnSmNJTzT27DHz8A7BaE2/p4ycPPyyJUoZ/l3aBOhVyFYICAEhIASEQLMgYPQvv7OdNULJ279w21HYWVkhxMcFYRRuwMLe3DHdgvH6z5E4di4DpaRM9W9d/UdfZbqGv4x5/Q83wevPmNhTa2lhAZtKhSyRFD57GytYkCeRlX5WwiNIAQ2r9DhvJaU0hhQvbzcn8LX6k/e8Y4ifIr6dPLzsLWbxIg/mDf06kdKbilRSwm2trWkEoUCdc6D7ywok19+ulS/8PbUyfJI9tpk00nDbiD6k3DnRaIQ7/iCv8qGTCXSttqp8Q19ZeQXKY+1Gowyerg6qDXreM5XhOVNH9VfpVlaWygPMHv/90fGq3J0391f97tMpBCvJo8ojHayocvt45MPPy61GW7luNohY6f+EYv1ZyedY+AmVBgKfT07LorAmc9w/cVid8CYXRxqFqFRE/aluXfi6kWSc9OvStmrEw9tdM87YwImi9vbu3Aad22pKnq+HM92Ls0aV/8buNV+bjSAfD2vySDuq54ENTF1s6ZnwsXSmEbYydU/0dN6mZOQoo280GXosbPzoYU9sEIb4eaIPjcCwbCbDig0WY9IYAy7LIzTdaPSEha/F9yDAgGFD3HmOBhuA7OHnZ34LGaRh9Pyy4n2hzx4/x439Fn7dGgVvMizZkGPp3C5QGXbqoPLrPBnU/uS5NxQeyWns2WMln/txPO48jTQVqeeMjWURISAEhIAQEALNjYBR5f/rHdGIS8tB1JypsCVF4tEl2/HS8kgsmDUMu2JTlOK/6qlxCPV2xufbozHjs99U/D+HAV3rYszrz4oXK6+mCscm615+LnMuNbPKk82GAIs+d4CVLA5BYM81e4V5v0elAsb5+DiAQodYfiXlOZrCk1ipYkWbFfPOBsoNK71cH3v+DSU67pw6/HHjbsNk2NgYfWzQiupnRZMVzK17jytleETfTqoebi8r8myUsBRQqAQLK+CnE5PhRls2eFg47IXF0EOdTe3v3rGmZz2VQou4D+xxdiOFlsNe2lMITs1yhSpsqaF5DQnJ6RQ/b0kKc/WzG08hIFxv/651jZ1T1FYWniS8lz66tKGwFWPS2L3msgPJkNtBXvr3lqxXLCfRCIlhbP+5NG1OBxtkhsIG0I2VnNkYZ4PRj0aGeLSF9w3bVqTOVRs6hvUY7jfGgOtlBT6wcm5J9bNUbaxwWByHi9Xm7kMGJct5MsrSMnOofWUYQWFYLBf67DX2W+Awo4LiEhRmlOKTH39X1+Ev9uobCjPksJ36pL5nj42jhTRaxeVcKZSOHhcVRsejVyJCQAgIASEgBJobAaNaXCQp+D0ptMexUuGLaOeHOct2glfQ2B2XCk8KSWHFn2VoqC/eoO2R81noEWhcqVCFWuhXtde/X50ecKw/ex+HU3hFUySVFCAOG2BhL2IyeXH7kleZ5QzFs3MsMXt9WY7HaasqBVMICCv2LHp4C3sfWVqRtziWwhyOxJzFPeMGkcfTiUYXMrBk7Z9VhgHni6cRB/aSs/JtKBxa08bfC5NvrA6JMDxvbJ9jnlkxWkdhOxxywgogX4ONGnsb66rix6h9rHSz97eA2HE4hi4cf+1Ecf+6sLedDZtWtZTeMxS7zjKaYvH1kRO9DG+zcrRy+siI4Tl9/2xKlvK068e85ZEP5m6oeOvneS4DGxeP3TFSTzJ529i95koG0rwKHm3YfyKe4tOP0PZMDUMygULAeBRDD8/iMqk0cqKMOHomWM4SZ5ZAUmRZuVb7ldx4CVj2kgeSYWBMGmPAc0FYfGjEg2XfsXjtWSIlmKUx7tx+NpA5BGrnoVPoSeFxurF2oc9eapY2D6m+34J+7i9TbqDfSvXzpxpa+cVcDBkanmvo2fs98qhS/P/vthHqOfmdRuRSaQ4E//5EhIAQEAJCQAg0NwLVLs4GWjY8LABbjybiZEqOWst/9cF49G/vrzyzw2ibSkPb6+h8AXntvqeVgVxJUeviZ1yhaOByLSa52utfN2yCY/1ZqekVFtKk/rAHlRUM9qYu37RXKSHsQWc5m5KhjqNJsWcP5oadh0jhclHKtO7hP3kmRZVd/8chpbDyxF5W3FgsWckiL/rKLfvUcSsDLz97ZqmAKsuKjy7tSAmPoxAd/V0BPL+AwzFMkT8PnlbKJcfGW9CHJx/bVSr86dl51K4CNVGalcejtLa6zsrLzZkm7qYrLzAbLaxE6SEafF0etWBhL7ZhWxOSMxXz+hR/zh9PEzJZideVVE6rLem0LKqfV3XYE5/vGOKvrsOhPyzMkCeMsnD4FRs33E4WDqXiSbGmSGP3mucq8D1hT7nuldZDjfS6E+l5cKmcr6CnnUnW+qjP9eClQDmMjEPH/DxcVf95fgUbCT/SnAIWUxTUxhjwfWBhZZ0NYjZ6DePljXHnCd08QZkNusE9tMngXN+FPnuN/RbYCGIjl0ejeL4HjzTwc5pHK5jpUlyq9ecMGVecbrj0bUPPngrzoUn2VDX4PQE8CsTcdUNGr1u2QkAICAEhIASaAwGjnv/J4SHYE5uM0W//otrbp60vnr85XO13DXDFPUM64cXvdyKTYqxb03yAl8f3vuYn/Jri9b+hiV5/Btq1fZDygH70w0a4OmpGha7MpNIoAK/csmKzpryzgnV75QpDHIvsRSEUy2iFHFZweWlRp8oJu11owi3H/8+nVYP4HCuMrABxaIwuPFHxIHmW+bosz864WW1ZIefVg75euU0dc3mec2BM2HjZRhN4t+47rq7pQEtu8iRl9p7ziAZ7nFnp00Mv2rXypgmzWr0c7rJi817MXbxOlWXvdzdayUcXNoY8XR3x/W+RSimfQvMRWgd4qnh+DvVpSFhZ5nbUFp5n8NUvW6uS9x6NA38G0wRentfAnHlVny3kzeVlW1luGqDF0/NEaw5tWkWr23BoFQvH5g8wMh+C8zV2r3lS7vqdh6vuJc8p0GP+31m4VoWUcB0s/D4DfkbuGt0fZ8kA0u87n+PQIg5DYeGYdY71Z+WfFVR7YsEGqikKamMMeCSFDeH5y7eo+tib702Ghi4NcdfPe9Bzm0bG4FBaBcpwhaQLffYa+y1wKFk/Ct/i1Y7YSGHh1aH0ORB8zKtscbgOvyODhee7hNDzxdLQs9efJskvWbdTrZTFRi4bbA6Vvz9VUL6EgBAQAkJACDQjAmZlebHVrt5GGlZIXrJ8+rjTij+1hUOAUnOL4ONUHZ5RO8/lOv525VbcPW5wk6u/0HJ8IVZa3Z0d613KbzWtuhNNCvMTdzY9FITrZm8jK++GHmzm+w69KGzsoO5oSzHtHKtt6F3lciw8amBHq7gYxqxrZ6DW8GeFm5WzpgqHMeVSXL4bGSS147YbqovbnEGjQqxcGYZYnEpIwU80h+CJO0eR17wENpXhPrXr4dEBNlDY4GgOwqMMbCjwnAxWmg2Fl0nlECBeJai+8CDDvIb79d1r/TyPIrA33NBI089dzJbvCyvB79NcAvaE68txmlJnYwz4HRGXuq3cpgt59rhcY78FPs/3kg0gw2eT0y9G+JnVR10uph4pKwSEgBAQAkLgchIw6vnXL25LXlv+1CesTFwNxb++tlyJtNtG9qvhYTW85uDwUAy9AK+/Xkd9ykhS5aRXXq6TjQJDw0Avx1vnWjH7hucuRjHjeQb6XAPDOhvb52eC301QWzgUhZVnVpIbU5SbmxLFRkjt0Bu9b8rbXbkCkJ5myra+e62Xqz3/Qk+/0C2/YXo/hRPx5N+4c2ngN3ffQGvpN0UaY3Axz1djbbiQZ4/ra+y3wOf1yea8f6mkuT2zl6pfUo8QEAJCQAhcWwRMVv6vrW5fXG/qe5OvXqPhBEw97WK3HDPfPTSoxuTOi63zapX3IiU5gkJqRK4sAQ5n4bkbHNPOITahQX4mj+Jc2ZbK1YSAEBACQkAICIHLSUCU/8tJ9xLVzZNUR3loSyBeoiqvWjX6W3GvWgOu0wvz5PCbI7S5CtcpAum2EBACQkAICAEhQASaHgAu2ISAEBACQkAICAEhIASEgBBokQRE+W+Rt00aLQSEgBAQAkJACAgBISAEmk5AlP+mM5MSQkAICAEhIASEgBAQAkKgRRIQ5b9F3jZptBAQAkJACFyvBEorX653vfZf+i0EhMDFETBZ+eelAbMLtLdf1r5kKa+Bnktvib0OJT4pEsfjNzTY84Tkfdga9QlOJ25vME99JxbMfgGRK5fXd+qypSXlliE5z6TXPly2NkjFV4AA/V6Lks6iNC/vClxMLmEqAfn9mUqq5eb7ee5b2PjtFxfcAS7/1OABeO+BGRdchxQUAkJACBhd7YeV/qd/2IlNhxNQUFKC/u398cakvgh0094QO3fjYSz+8wRS6YVOQV7O+HTGULTzcrpuyG7f/zVSM8+hQ9CIOn1euv4JHIk5SG+kdaMXNpWiTUBEnTz1JSQeP4rDO/7AlGdfqu/0JU/bGleMx5dnIL9YU/xDfazwywyPS34dYxXm0fV7zk2qN1uQuyXWz9LetFpvhmsw8eRbryB5yxZ0ePZleAy+sJfG1cZy9vsvEbfoG1TQi8lYAiZMQvB9T9TOdtmP07etx7H//rPe6/iNGYPWDz9f77krkfjkqkysPlyId251xdgOtkjMKcMNH6egjaclVt+rPYP3/piBHaeL8OUd7njq50xkFZZj12M+cLI2w2d78vHWxmzc198Bzw82/n9hQ7+/t7fnYvHePOymellOpJVi3Bep+PEeT2TT9e5dmq7SaSVg9A6ywcze9hjR2gbfROXjX+uzEfWkD+ystJfkrTlRhCfoN/77w174+Wgh3t2co8rqX1YWZjj0lHYdPc1wa+y32crNAseTS7HlIS96iZxW8uEVmdh7pgh/POKDe77PQGRckTphS20aHmqDpyOc0MrFAh/vymtye/S2RdB9uaGdLf5xY13O+j3S8/L2tZtcwEbWR8T2jp4OmDNCK/fp7nxqQzaOPu2LoymlmPBVqmExtb98pifCvLQ/mT8eKcCLv2ZhfDc7/JfqZNkRX9zgPVEZ6Ct85Gh8+MSjGDhxKmwdHfVkk7YlxcXY9MOPuPvlVxB+0xiTykgmISAEhEB9BIwq/0v3xGB1VAw2PDcernZWmD5/E+bvOI7ZY8NxOjUH76/bjy9mjUAXf1c8ufQPvPbzHiyYNay+a12TaWMjXkZpWXG9fYuOP0wvUpqMoeGP1Hu+ocTfvv4cA8aNa/Ifh4bqayw9mf4Q3v9duvoj9upwZzLwgB8P5zdW5LKdcyDFae39Xqr+DTFF+O+GbKygP7i2lmb0grnLdtlmW3Fa5C6Y0RuZU7f+dkmU/7St6xH77Vdo98iT8BpxKwoSTiP/1LGr0n+X3oPQ65MF6tqxX7yP3BPH0eXf89SxhaPzVWmTftHNpCizQr3yWKFS/mmgRMnp1FKcyaK3nNuZ489YTZEtp3Ol9FVOttSKowWY3t0eyw5qvx/ymxgVY7+/ShtN1aOPyfE19f3F0zzUm6Df2ZaLp0jZ3vOED0a1syHlH2CjgvdZfj9dCE9HC/g7WVDZCrCyv7LSkOHzxl78bey3yX0d8UkKFu7Px4we9jhMhsDv0WRAjXdTxgC/rbpLgBXmjnPFvnMleHVNFl8W/xvjekHtUYWNfP13tCvyistxx6I09Am2VsaGl4M5Po7URry+i8rDM4MdlcFWSqD5HrLobOdNckN7cjroEuhc/ZLLVfRs8DOykfqISuVfL1ffPaH/wpS06tQFAW3bYMdPS3HDjFl61SZtC3M0g43rEBECQkAIXAyB6v/ZGqglPa8QAR5OCHbX3tbawdcVMcnZKvfaI4nK2z+kveYxmtq7LZ5ctBW5RaVwtDFadQNXbBnJHO7z7SrNMx/k1wZ3j/64quFfr3oA8edi1AuVft/9I7bsXYYeoQNxy+C/V+VpbOdY5B5Me/nVGlkKSytwF3n6jp4vUX+kQjws8b9bXJUnagH9wf1iVz7OZZeivbcVGSMVSCWl/v0JbnC1Ncc9VI7/+LLS0DPQBjtIsX5muBNmhtsrLyUrAv+60YUUAsDRGni4r3av2dM487sMbHhAU8B3JxbjiV+ysJ28h7oM+zQF03o5YMm+fCRklKJfiA1ev8kZU75Nw6I7PdDGXfuDyd7IHw4W4Oe7tREF9vZ9vjMXOYUVCPOzwofjXZViEkIeRBbfFG3Lx6z8s8zZlINzmWX4eIKrOuavW+k6Ezrb4b6e9hhCykdXfyuw8sbKzKPkdX2glzZCVVBSgRfJG7qe/miXEYuRHW3xNikHDby0uqr+q7WTd+IIygoKEXL3TMQvJiWZNVB6y3DSqh+QuGwpilJT4RAcRB78UhRlZCLshX/AwtEFR15+Qt1rfkicwzojc98+hNz3IHzH3Y6E77+BS6cweN80UXXLPqQ9+MOStGYZ0rdvRNg/3lfHZ3/6BrnHjyD0hTfUcd7paByd/RRaTZuFuAWfoyyPRvrunAEbLx+c+e4bhH+4WLWPM0f/9yVYu7oi5MFnUVZYgJgP/o3U7dupC+XwGjgQbf86Bxa2drDwa6XqtnJ2hpmVNWwqjzkx9rO3UZR8Hh1eelPl4a8DT94D7xtGw/fWO7Hnvolwat8B6ZGRSnMNnnYP/CZMV3kbuqaZpfH/kw4klaoRsCeGOOLD7XlViiBX3I2U1x8OFyCQvNWd6Jk9lEiWcqXwuWV07sa2NohPLwOPVJkiPErQ0O/PlPL+zubwJaX+uaFOuJ1+C9tJ4R8aYg0fUlQ3xRRWKf/bYii9Hf24DUT/rRkkNbqr56/vt8kFp/VxwNv0G72Nfo+vrM9Sv+ux5OHXxd7KHKxA82cPsVu6j5RwAwe2Xr+e/2K3Xg5m8HKwUC+zc6H/Bw3rZ8Xdnc59Qv8PPTOofg98K2qnYRm9PfTfK3bG0v+F9P8Lj6AcI6OwI40K6dLQPdHPtw3vhRN79zRZ+S+n3zqLuQnPsX4t2QoBISAE6iNQ/T9WfWcpbXz3YBXWM3vlPnjYW2Pt/ji8eecAlduVjrPzqr3eOcXaH8OUnAJS/usOwzZwiRaZ7OMehmk3/R3rdr2PzOyUGn0YN+hlFBSm49PlT2Fgt5vQqfUoONk3PKRuWDgnLRVFhUXwCAwyTAZ7AMO8LfEyeectzM3w941ZuP+HDGz/ixcy8svpU4a55GV7bFkG7iJl/HR6Kb4kxeL/+juq8+yBm702k2L6y/DgAAfM25ajlP9oGuJuR/XWpwTzFA82InTvYz4fUwiEoSTR8TubsjGluwNuGuWMfWQg8B93buPSQ/l4YYj2HCzcm4/wQM19v/xYgfqj+TgpWD38rPFP8vC/TkrDPDJmGpNhZFg8+H062FvqTQrP3rMlOE7G0A3kTWRJyi4jY6Ic/x7rgj/ji1ToxZ1d7cigMcPLv2Vj04lC/P1mZ1hR215enYUfgwpwB51vTP67YAxy8wvqZOnWrpca8eGwrtri7OiAG3rNwPLNH9U+pY5fuW8NrCyrlaL6MqWSl97W2xNeI8crb33OkSg4dQ5HaXYmSrKz0eH52Tj2+mz4j7uFPPjxOLt8CQKnzkRxVg46PvcyTn74DorT09DqtjsQv+grpfwXnDsP/1s1xb/2NUuzMlBw7mxVcnF6KgpoXoAuFcVFqm5W/AMpZMEuqC1KMtPg0r0vot/9D7IP7IZz9z4oy89D6rZtqg1cNvaj/yBt1060e+xpGsWwwIn334Lzhl+qDBC9/tpb114DceS1v1EfUmHt7oncYweRezqW+j1IZS1KTac5C/vQ/snnkH1oL2K++AzeoybCwt7hgq/JFa88XgA/Uu5v6+KAuVtywQavH3nLWSZ0JmOZDFZfOj+RFFxD5X8EhZ7M3ZqD+fSbG9TGBnFkCJsijf3+TCnPecjXguVHtDlXXcn4ZxlG7dlySktLzSdnAP1Obw6tftZLSIO9h/7/0KUj/R+g/1b1tKZun434f/bOAz6qYvvjv/TeQwIhIaEkJPQO0qU3FRAURawPu3999v7E9nz2gr2DBVFB6R3pvffQSUJ67/1/zmzuZrPZzW4ChBDOyWdz787MnZn7vXd3zzlzZq475pMj4jb6jB6izyaP2pmSEvoK2RVbhMAKrlzmUvTHVNuGaQ/3dccb9L3wCH1HmpLnV2TCw4msBBL6ysD3N/qo/a0xRaq/t9Ioz2y63ouPFZDyX7UOU9dEHUz/moSEYPOCv7W3Vm+PbN4AJ2cneAU0tfoYKSgEhIAQMEXAovLv6eKICPL2/7zxCMWPOiAs0AtRgbovwaFtg/DSH1vx6bojFPbji+82HFFtZBZY98NnqkNXSpqTgzvCgvqQUv8TCoviq3TbzzMU4BeJn1coggO6Vsmv6U1Goq4uT/9K7zqX52H3N4Z7kVJfim30w9mSPIsH4yqV0lAaCeAhfvZoDaft7vM2WEcxyZqwB+67nfboEeyIwa2c8fnmHJXFyr0fecAuRAa1roy57d9C510cT0r1XwfzlULBMdNnaBThv6N0sbGzyRDwcbWlUQk7nEkvRWfymv5NowL8g1nTgNFA8mh6ONvgVyr76DXuKsSgNcXgGnrnru/giusoTnscvebtz8c68tDxuS+hGN3OdO75ZKvmkz+XDZ45pKhYUv5vGf4aCop0w+2GjHzp+nL4RPfIc4bJat/FyQs+HqGYNjqgWp6NjS0p/lU9sNUKUULqlo3w6dEbDt6+yghIpRh5Vv5ZXIKC4NtnsAoJ8u09CNleB5C+c4vK43++/YfDlYwBj/ad4U3hNefm/qLyygqL4OB+YUZ56K13IXDMJH1bvOPeKgxJqxYp5T91wwrVL58+16oySevXwTMyUo0AqLI0WpGwbIFl5b9rH9i7uyJx+XyE3DIdiUv/pJGO4CqjA4FDhsJv4EgKiRqBhJUrkLl7szr3urbJ/Vt1rBAD6X5mrzEbAYuOFmJ6T93oUT+6t99eW4Z4Cv35ikbVXluhGwHl41zp89mT4u5nkSf5kwk++IAMAWvkQj9/w75KUYoof+4/pnZ9XXWjZKPonv+N5gtk5JdjLY0AcP41FZ9NrV+hPpVf/5qBo+XVZcvzC54Z4on/UEjPuA4uiKyIj9fq2kNKM4/UnSKHA4++vTFG932g5V/s/mj1mttOpu+ot9dm4UcalTQlQeTE8HXVfTey8q/JYjIQeWTH08mGDD1HrCDl/wkyfDQxd020fP5uz83KRilZQXb2lr97z+zfix9eep7K2uOuN/5LIxl0MUWEgBAQAhdAoPLb30wlP26OxtnUbOydQROU6Ivq4Tmb8MJfO1Rcf4AHebumDsSsLdH4ngyASb3b4JvETPi71ezVNNOUJBMB78BmikNWShLcvCp/HItIMb7262QKqSpDZFN7Ck3Q4SqucMTTiLpeHOn3xNHeFoUVefzDz8LhBU704nwtvpXjgNPzaVjhAuRaCnUwlpvoh/WbLTlqSHwledy9XGzQjUJyWBIyKb6WfvxXULomvUKdkFVYjiZacKyWYbDl398byds2d18+HurljuU0cfHZigl7WrH2xIaFyzbztMd2Ujj6kNLP55tJIyRam+6OtjTsbwBNHVX9n5tLEzg5VFeYdWnl8HILqnaQvYMz7EnBN5WnK2ygSVQ7Giiia1+QmIQiGgWKm/MNhcQ4kDGwCWH36QobDvvbODrC1tEBZcW6G4LnCLBwGI0t5dlQnja519bJEcXZlQqrrrba/fcho8NYAoaPw5kfvkIbCutJXrscfr37gENsijMzVNvF2ZlI27JOHcaeeWcvnfPAuJ4q7ynEKXD4aCQtX4TgyXcjecMGtPzXA1WKuLaO1L2nsk7+NAn20B54dOxZ5zYTyBCOyyihkSV7fEL3Ln9eVtE9qin//Dm6keLZebSLFT9juYXyzpHHfwhNurVW+a/p82eocBq2Rd3Sy+tjaJ4OXXr2YHNc/0gy/Fl60T3P/V17pkA5AbqHOMHwo8Xn9qrRZ0df6QXsjIlwVsr/yHDnarXw5210Wye0JsOdR/EcDX59LlV/qnXCIIF58CjoV1uycUcPXaijQTYephEBYwOG89dEFyrnBd8jKbllyrHBoyuamLsmWn5WSjI8fWkuhBWKPx8TFNEWd7z6Blb+8C2WfPkpInrpRt61+mQrBISAEKgtAYOvX9OH7jiTjG5hAfoY/n5tmmHG/G3Kc2NHP7pjOwarFx+94kicqiTQs/oXv+naJdWYgIefvxraTY2NQbPW4frs3ymemBV/XvmDQ3Q+pfCD6MRiFQrOhehS1Enakgd8Nk2AY+PC8MeYK3OpuDuyadKcG1kMJ8h7b0p8aAKksYSS1zSYPItzyfu/7kQhxpJHXhNWAuxIM/lxkhVKoHZQxXYaKVg/bMvFe5vJc0YGxISoylAGLnKawp00SSIljUOlvMnwYBlKCom5+F7tGOPtF/OmI7+wcgRFy2/XshNN9CxC9NmjWpJ+6+rijKE9p2Hh+q/1aYY7L9/DYT/mPyOpm1Yp73kJKeoZe3eClfb8uHi1PCfXY2NOKzRsxMS+S7OmFJ6z20QOhTU4OaGkoNIYK4g7Z7Kcg0elQaoV8B88Gqe+nElzBlYj8/ARtHvlLZXFsfwsvr37o8W0B9V+bf41GzuZ5jf8iZifPlPzBfyHGASIU0UFsWf11RWlpqn5C9a0GZOYhuWb9sPZ2RG3jemrr2MxKXWsMKfnl2Lj2VKaZG5D8fslSKD7SJOXB1c3BLW80eFOGB1edcROyzO3renzx58rnqejiTaB2Ifu54yKS8WGLcf8O9Bn9QVafeYuWsGmLcWfs2LLBvU6mt/Dk5P/z4pVh7R2LtU2lLzlD5DR3pDkzq5u+HRjLhZUhE1Z6huPvHKYJYd+baxYvYiPWRadr0Zjed/cNeE8luRz59CsZRjvWiWOND+mZeeuGPfAI3j3njuRnZoKDz8/q46VQkJACAgBUwQsKv/XRjXHl6sP4kRyNnk7HLH0wDm13Ccr/ixbTiehW4g/eT+y8daSPZhyTQQpp9WVQVONS5ppApE9u+PU3t3oMGiIvgAruhx7n0ne8WSK2/9lT2XIj75QHXb+RRNlfyRl+hmKb31tmCfyaNrG3AO5yuvVhkKJWBn6ncJsbqRh/N8pTKY2MrEjhRfRpEmO553SoTKef0ykEz5clwNWtkaSwpRC57OKDITbSLG3JDyfgCcIf7c1l5YLdFbhUIbHLKYf8SmdXLGFlt3jdoe0dFSrjXSnkIf5ZIgMoXhsHoE4SKuRxFL4xihqvyZ5etoiUjwrlT+trK2d7qOjTcLT0nlrY2MHe8rvGn6jYbJ+vybFnwulblwLr6hItHtTN2egnMIDtk4ehtT1K/R11GUnePLtOPbO62rScMCI8cg7dwq5xw+pEBzP9t1Q8t1XNMn3kLIkM/YdoLj+5lY1Y+/mDq/27RD90dvKUPGmkB0lFOLk3aEdklcvh2/PAXCP7IhcWl2InzHg27fy3jbXiGNAM7i3boXYeX/QaEJvmiRc9f5IXr8GgaMmIHPfDpSVlMCb2iDLyGKb8SkZWLfrCCnMdlWU/2U0F6UrKdO/3OyrusSx6R0/TMAag/A5c32ta3pNn79w+vwV0ER1XvlqIIUUzaEwNv48BlAoymkKlzOUSe1c8AHNUXh7Pc07oFVqWEaQsfv6qkw16qWNCGjH8PdJtJExH0HtXS65kP6wsWZ4Lq5ktPH3BC/pyd+XpfQ9kEGjm1yGVzsyFA5VmkpLpLJDwVhO0+ICzFsTngC8gO4RHqWYf5ufGl3kvIk/p2IJhf48RCMahmLqmnD+Sfpuj7qm0ug0PKamfXYMsRTl8/ewKP8KhvwTAkKgTgQsftvf2DUMu84kYdR7C1UDPVs3xTOjdbHHnPDU3K1ISNfFj1/bPgTPjOpSp45caQd9+sdkJKRWTvR96cvBcCHv6fN3Lr/gUxly211qLeiR0x+Ek6tO4bmRftx50my/TxNV/b1o2Jwn8bENZuj1Z6PM1jDBoDf8O6bKG6TxxNmvJvuqdf6X0OgCSxuK1eUhbzbvbqPh8Jm0jCC/eEWT2sgkmhT5MSkkvPIIeyM1md7THcdohYzH/07XksDKuSnl30b/E6svilso9Ofl+ExMo9WKjIWd4iNoBSKWMWSw8PmxvE+TgO+hCY630A+1Jg9QnK4l5d/ejs/Z/HlzHK45saTkmzqunJ6lkXUsGi3vnq7PtiEllePmUzavg18fUnArhOcP8KtSdAY5v9fdAvy+Mo2fFRAaewanvv4UJ7/4RB3W/IbxauvWJhKebSOw/6kH1aiDa2iISq/2z8y9FTh8LDIPvYPAocO0xtWhbR6fgSOvPoH9Tz+srypkylSrlH8+oOmY8TjxyftoNrbqPAPOsyHNbNe9U3kXAYMGq4nBvG+pTRsT58AjX/tpBZonKWZdE47K4Hki605SXI0ZqaRbvYCJZqoVqunzx3MM+B5+sGJiLiuir9K8Ge6XqXZ5AusryzNxloxaHnkbQZN+XyWjnucuBFZ8DrgD/JniMLjr6JkBhnLg302rjf4Z5hvvm/psamWMz93cdxKXv9D+8Ape/NKE5wEtocnGzy7PUs9i4HStDK/zbywP0PfRLBr91EIhNbaP0XMRDIXncqykpT35u0orw/lDKdSKvx8NR2m044yvCT/DJe7kKdz9zkdaEau3zhXzdRJOn6IFIcx8Pq2uTQoKASFwNROwKc09YzCwbB5FAQWX59HLl7z/hsLLSsZl5tGkUSd9aJBh/qXen71oA6aNq1SIrG2vrsdZW/+FlvvysQfRefC16DN+cpWqOC7Zi1ag0B7eUyXzAt/E0mo5rDwbe8d40iArHLxqzsUUnuB7LrNEKSamYqjNtfUGLa/3N62lvv3hwCpF2r6TAF6bu0tTnbdfm/xoWCiTziWVvIDNySCpaXKx4TGNbp9i8/PjY+Dg4Q17ozAenm/g4E1eTb7gF1E4hKk4Mw1OAUFqLoK1VZ/97kMkrlmJXj8trnLI5usHIerF1+Ae0YFilijsxbO6UlfXNqs0dIFveE4OOdlNCi1+pH8gFhcw9/nLpoffJeeUqQdimVqVy2TldUjkbhZXRs1Vq8E4LLBagYuc0ND6czFO7/e36J6lhz6Ovr/SGK5Nvb/MeBE7V61GeJdOeOCTL2tzqJQVAkJACOgJmHdb6ovodpzpV4dfxmJPQ6DaMwCM8+R93Qnc9+FnJg/m+N5LJTxUbkq0mHlTeReSxso3hzZYKxxvy2ENa2kS5gvDKz20xsfzSi3mhCcee7mYPk9zxzS6dBotcAkKNXlajv4BJtMvNNHew5MMDfPXzLj+/PNnce77mUjdth2t7n3IOFv/nldDMie1bdNcPReSzs/B4BV9TMk0ep7Gi7Q+vybmPn/81GCPiudlaGUvxXY+PaTsuUWZZqs+9lRTs3mXIqOh9edinOPkZ1+6oGpu/c/rmPjEsyikJXVFhIAQEAJ1JWC95lXXFuQ4IXCRCLAzOpge+vURLbNoKlzn7j5uaG2wfOFFalaquQwEbG3t4dw0CJHP/sdkiFDwxElwDjZtwFyG7pptcv40X9B8eZPCD55qSDKG5gj0uq/qyO7l7F9D68/lZGHYtrO7e708/d2wTdkXAkKgcRGwOuynoZ52XcN36npcQ+Ug/RICQkAICAEhIASEgBAQApYINCzXk6XeSr4QEAJCQAgIASEgBISAEBACdSYgyn8d0PGogYgQEAJCQAgIASEgBISAELjSCIjyf6VdMemvEBACQkAICAEhIASEgBCoIwFR/usITg4TAkJACAgBISAEhIAQEAJXGgGrV/vJLSqlh5iUw8PE4ui8HnNmXhG8jZ4BcKXBkP6aJ/APPWW0hZc9WtXDkoPmeyE5TICvxcmKJ7zyk1vNLREptISAEBACQkAICAEhYEzAovKfmV+EN5fuw5I9Z5BPTx8dENkcM2/tDzdH3Vrpyw7H4qlft6i8loFe+OaOwbLuvzHleno/a28eUnLL8Dg9udZQbpubjh1nC1WSMz3O/toIJzzRz0M9NMiwXE37r6zMwo0dXfCI0SPsazpG8swTGP5tCs6llYCf2hroYYeH6JpNpiciWyOnM0qxL74Iyw8XoLmHTzXl39x9YE3dUkYICAEhIASEgBBo3AQshv0sORSLTcfjseDRUVj6xDgcOZ+O7zdHKyo8GvDwrPV4YHhHrH1mvEp7Yf6Oxk2sAZ/dwcRi7IwtqtZDHrHp0NwBq+9rgtdHe2Hd8UK8tym7WrmaEmbf7Ivbu7jVVETyakngWlpX/bfb/DGunQteXJKJPw7nW1XDXV1d8fFYb2U4mDrA3H1gqqykCQEhIASEgBAQAlcXAYue/+UHYjAgIggt/XVPohzWPhjLD8bg4cFRWHvsvKJ19zXhSKWwn9OJmeqVRvu+EgJk8k4qKgEeX5aBTScLkVdUjha+9lh2tz/oQcn4fk8e/j6Uj+KScpxILkFEoAO+neiNgIqn+s4j5fCtNVnIzC9HGD0Z96PrvRHpb491Z4rw1KJ0ZBdyABbQa2ai2i640x/aE4FdHWyVh5hDRHbFFeO3PfSEyDGqGNhTvIoMghb0AK2/9usU0K8m+6BviKPq0zfbdE+TfLivO27pVOmdLqXmPtycg1935yK7oByBVPdXE30Q2cSeRoLK8TyNFqw8WoBSMj6GRzrjvVHeMPGQaF0n6uH/MjrH11ZnISW7FK701NSX6CnBE0nx/pXOeemxAsyic2b5YnsuDpAh9el13ur9YboWd89Nw6MDPPDB+izF+eH+7mhG5/v55lysuMcf2jOFH1mUAT9XO7wyxMMiAzcnG3QKtKeXOw4kFGPmxhxMov6wbDhbhBeWZSIxqxT+NDLwzlgvdT1Uppl/lu6DOQfy8f463f3D5z+hsyteGuyh73tBYTGefP9nuLu64K1HbzbTiiQLASEgBISAEBACVzIBi8q/h4sjckgp0CQzvxjxaTnqbXxmHpr7ecCZNLpXFuzEdd1bY+Guk0jKzhflXwNmtP2OFOV/ogvxw80+8HWxw8Jj+dCp7EBaXhmOxBdjZDtn/F9/D7xERsKHW3Lw5nAvxJIS+NziTKVET+jggjdXZ+OeP9Kx6f4m6B7kgFk3++E9Uh4TSLF9h7z7LP5Uv7GUlAK7aHSAQ000SaV2t50pRGK2PV4d7YkSeiKpbYU2OzbChep3xL1/pFFIER1sIN/tzsNXpPzf3stNKdHrKBY9vUD3ONMXV2Xhn+MFqj4HquzFpZn4s0U+plDoUF3l7Z/GICevune8U5vumDTk3RqrZQX+0b/Swd72e8lois8pQ1LF+aTmleJcOlllFZJEPM5VxNRzUgEZMumUxor/3b3cEU7GTQod37+FM55blIkt54rQtwV9TsiYW3GkAO/foDMiasOgB43MbK8IzYqja/gvMjaGRznjjnFe+JE4P/Z3OrY/HKh10eTW0n1ANhieGeKJrk0dsYvChni0oUOAvbp2XGEZXbrMnHzkFVQfPTLZoCQKASEgBISAEBACVxwBi8r/yHbBeO73rVi4PwbFpB0s3Xtaf5IZ5OF3c3IghScOJ5My8dO/hirln+cJiJgmwCE4moSSp/1REzH074z0Bs+rPtzNDX8f1Cm7S8lrzfLOKC+4UNx+wUAaQSCF8FxmKU3EtVPedh9XG+QW2ah9rQ1tuyemCNfPTsUpUoLZE//GGJ2BoOXz9ttJ1ePHA9xsEOBmTwae5tuuPOJXUkq7hDjghUG6UaEoUoo1WUKjFJ2DHcG3Aps3bUjJnLMvz6Lyv3n/t0jKOKVVo9+GBHTELcNfQ0FR9XAlX89QfTlzOz/tzaVRBxt8eoO3GmUxV66m9P8jz/9t5C03lLZNHfA7jdaw8r+IRg84hn9EaydVpDYMfFxslfJdSDbIXPLQs/QiftEppeja3FGNoOyIK0JP2jcn7uTN51EXc/cBj9oU0KgSjyoUkkHD3v8jdD9o4kBG/HWDusHZyXwbWlnZCgEhIASEgBAQAlcmgUptzUz/h0UFIX5UZ7y7fC/syIM7qXc4NkbHq9K8uk9SRh5eXbAL79zUB6VlOsXWi0YLREwTmNLRDespTGfqL2lKUbyJ4uhnDNUpz3yEj6utUvx5P6qJA77IzEExOdzjyRvMeaz4s3C4CMt5Smfl35L4utlidFsntCZjY3CYExyNrjzXXdtVY5Ko7evbV58HkJpXrvMik7d8BXn/WdwdbcF9sCTnU47gfMrJasWcHFzRMqgvnBwqWWmFTKVpedo2NqMMUU3t66z4cz2aUq/VydtJNJLx3j/ZKCWjbP6hPAyNcFahTbVlkJZfpu4HNvrO0YReNlRWn9AZfNxOn5ZOyK/U0zmp1jJzaw4+3ZSDIFq1KdjbTt1XHJ6liYO9LW4a0Vt7K1shIASEgBAQAkKgERIwUgGrnyGH9EzvF6FenDtj8R6E+Xuqgs28XJGRV4Dx7drgmpYBFM6SoNKbetQ9tENV0Ij/+ZJ3fg5Nns2i+PzZ5I3+eH0OxkU66T26HF5CzlnYk45/hkJRvFxslDLZhI5TeWQI2JOuf5JWimHxI4+xJmwWsFfflITS3IIHKGTFnLg5VdZjroxxuhcZDByrbize1GeWoRRi8yTFxtdGagrfefOHkcgvrFSItXrbteyEW0Z8rL01uQ3wsMXqY6ZHpJxpPkRekS5ciQ8+U8HWuCJv5+pG1vgoF7xBcxt4PsHemGJ8NVlnnNSWwVYKHWKlnCXAXXctvrvRp0Zjxc7GBnkco2Ukpu4DvqdY8ed5C/dTmBbP1+j8QSLKje6XXYdPg2vs2a6lUa3yVggIASEgBISAEGgMBCxqfDx590BcBopIyVh19DxmbziCKT1bq3MfHNFMbZv7uFJcdCl+2HQMvdo0k/X+a7gzeFLmqbRSeNJkzwFhzqpknpH+/PWOHOXRn08hP+zxZekXqiv72fYcJOeW49udeSpso6V3pf3WlWLzjyaUqPpZubvUMoIm8W6mOP+FFO7C7W2juQQcW8+Tl7tTGAz3f/d53ckdTCpRCvKF9OnpaYvw8j3Lqr1uGv6+xWqvi3RRE6x5gjLH5nNc/YoKzzqH1/Ak6r1kyOwjftvpGlkrfB270rk+vyRDhUYNDNONelnDgCdJ76RQnhk0crCLlP+H++lGUca2dSGvfDk+quhrLvX3B5oMzv02lE40T2D+wQKau1Cuwnm0PFP3AffHjcJ8eE4Gh/7wKAC3YSwf/rwMH9NLRAgIASEgBISAEGicBCo1RzPnl5ZbiAmfLNHn3j+0I8Z2ClHv3SlG4YNbB+Dfv2zApyv3o6mPO2bdc62+rOxUJ7D5HE32pdVzODacZQRN6hxUoTDye46t/4JWkPlwXY7af3+cbsUZDvPhibWf0qRefvHxH9HEUh4F0GRUG2csoFj7sd8nq7AbXtqTQ3lsyUNcV+nwfqJeSeTVaPh1HYW6vEthLk/T2vRnyUv+5IIMPEkNcJ9mTfFVTb1Pq9PwhORbfk7VN/0AlR8VrjNm9Im12LG3c6DS/Kq9MOP7aLWiz8n7zS+WRwe6YwQ9JKsjr7hDivTNNCeCz6ENhVuZEnMYJxOP50l5v4Fi6g1JW2Kw7kQBNpwqUJOv3yReE2gUgYWv9TNDPfHO2ix8SQYAi4ezjX5irkqgf/+mUZUXl2dhwGeJaiL4zIrViczdBzxn4e012er+4zAvXp3JxuCk8iom9jsY3lRaY7IVAkJACAgBISAEGgUBm9LcM9Xdf0anxuv5p2QXIMjbhUJQKrRWgzIl5EFMzKEHDnnVf7jP7EUbMG3cAIPeWLdb1+O49gs5lo9nDy7H8LPX3lDPeo+U0mW0NObSu/0RS3HfIRSXzR5bQ+EY7fjsMvBkYeM8w3L1uc+ead3cA3v9fAWtffaop1I8e3NSNE08HForVm9bXu2IJ0n70/wD9tobSkIOpdMKSYbXxDC/rvt1ZcCO+bO06pA7DSZoy73WtQ/acXz+CbTKkan5HdsPncInvyzHxGG9MOHa7tohshUCQkAICAEhIAQaEQGLnn8+V36ar5tf9YmdGgd70kIvh+KvtX+lbXlVlnBap9+ccLx/GCn3poQn/LbyNZ1nqnx9pHE4ibnz4TkLXiaWHK2PfplqgxV7c/y0ZyKYOu5C0urKgI07c32ta3/4/E0p/lxfIS011DE8BGP7d6lr9XKcEBACQkAICAEh0MAJmNdAG3jHG2P3rqHYcT8KxxARApeDwIBuEeCXiBAQAkJACAgBIdB4CYjy34CuLT9Rl18iQkAICAEhIASEgBAQAkLgUhAQN/OloCp1CgEhIASEgBAQAkJACAiBBkhAlP8GeFGkS0JACAgBISAEhIAQEAJC4FIQEOX/UlCVOoWAEBACQkAICAEhIASEQAMkIMp/A7wo0iUhIASEgBAQAkJACAgBIXApCFit/PNa/9m0FKCIELhSCWw9cBLrdh1Tr6zcgot+GvuPxyIpLdtsvedTMrH90GmciUsxW+ZKz7DE4GKfXzE9eZyfT1BQdHG/m/j+yM23/knPF/u8Gnp9l4p7Qz9v6Z8QEAJCoDEQsLjaTyb9AL65dB+W7DmD/OJiDIhsjpm39ldr/zOAPTFp+PyfQ1hzKAavTeqDW3q0agxc6uUcCuiJqjPnrsa1PSLRPSqsWptf/rkWvp7umDy8Z7W8i52QmJqFJZv24fax/WHXUJ4edpFPMpEU84zsXFLQs0zyvpDmysvLsXzLAYzu3wkBvh7Vqpq1aBOSM3LoerrCjtbSD2vuX61MfSXsPXYO5xLScP2gquv5/7BwI5LTdcYLPxW6WRNvTBraE44O1j1XwhKDS3F+sYlpypjrEhF6UarPySvEL0u3IDM3X9XXNqwZrh9YldNFaaiBV2Lp++Bic2/gOKR7QkAICIFGRcCi53/JoVhsOh6PBY+OwtInxuHI+XR8vzlaQUimp/pO/nQZPF2c4OLggLIyiw8LblTwLvRk/tl5lJ4ma4tukdUVl+PnEsHex6G9211oM1YdfzI2CenZeY1W8WcIN5Cy27ZFUzpHW7i7OlnFxdpCNqQs33XdAESFNqt2CHv8E8nguOv6AeplytCrdtAlTDh4Mg7ZedVHPtKz8hBOfO4ZPwjD+3RAXFI6dpBX3VqpiYG1ddS2XHCgD/V3oNUGiqX6WfGnS4mHbh6GZv7eOHYmHuzlvtrE0vfBxeZ+tfGV8xUCQkAIXE4CFj3/yw/EYEBEEFr667yZw9oHY/nBGDw8OApezo5Y99wE9XTfjdHnL+d5XHFts9f/4Kk4DOoeScoGaRtGsmbHYYQ29SNPsfknKxsdgoUb9qGI6i2gEZp4UjiVMnZ9f1XH4VPnsXr7IRQWl6KpnxdG9+sEPy83HDgRp9JLS8tQRt6VyShCAABAAElEQVTrD39Zoar9FymArCD/SB7rNiGB6Ne5jUr/et46dIsK1XvOzbXJbf9InuRWwQFgQ8bO1oaeHNuZlMtA425Xe8+hM3+t3aW8r15uLri2Z5T+uK0HTmHrgROkkJWSwmevDKcBXSsfTGWuPxrHGPIUs/fdULbsP4ljZ+Nx53X99cnf/rUeQU18iFNHfZqpnUIKN/n8jzUqy9XJEffeOFhfjJX+uSu2obTCKJ61aKPKe2DSEDg51vzR4/NbvHEvzsanoai4BM5UfvqEwXB2csB8ZpOTh1zyUnO4S2u6PuMHd9W3u3LrIRyie4vbbR3sj+sGdFUGz+KN++laJCh2fH34Wrs5O2H6xEGqnpLSUrQM8ld8mNHq7YeRQOegydfz/kFYUBOciktShqk7Gf0PTB6CmhjwsZk5+arPqTTywe4Bf293PeuarrXWrqnt0TMJWLZ5v8rie8zYO79+dzQOnYxFTn6hOvfrB3aj+7iJqar0aXyfssf/jnH9UVBYhIRU3bmnZ+WaHM3RH1ixY447Z3M41JZ9x9GS+nqIjK/SsjIM790enSNCjKup8v7vdXuRQ4ZaTl4+GWyFdE9649ZRffRlVtE12n88BuV0rdvQZ2tsv86wt7dFKX2W/1q9C2fiU5Rh1Jzu5RL6jN80ope61j8v2UyjYHnqevD3wMRre8DLw8Xi90FN3GfOWYXrBnVFaDM/1T/+fltL/Zs+8Vp1/5r7DtKfjOwIASEgBIRAvRCw6Pn3cHFEDimUmmTmk2KZlqPeOtKPTHMvFy1LtrUgsLbC69+DFGlj0bz+w/q0N86q8f258yk4dT6Zythg3IDO6NQmWCl3pynGfPHGfWhLXulJQ3qQ0liAf3YeUXW1at6EFILepDDYkXIUoPb5veYZ5zAQT1dnVZYV0gxSOr3cKw0Sc22ei09VSiYrGOMHd4MTKeqbSPmxJHl0r81evAmupFhOppATX1JMNCWPj2VFeGjPdqQ8DkCHNs3JEDhJsdmF+mrN9UcrwCE/Qf4+2lu1ZaWHz5PDVlh2Hz2LNFL4endsrd7X9M/ezk4x8/VyVwaOYVl/SmOW3u4uSuHl/ZvpZUnx5zo27zuBM+dT6Tp2oVCsfogMC1KKP+dxyE5KRi6G9GqHAd3bKoU+LjmDs8AK6D5SBpnR6L4dKS8Jx0jhZ+lLBtxEuv4sbHRyfyYO1b2PSUhV6SFkcLJwaBAbA3066Yy+IjIaM0iJ57qbkSLJ1zQirKkqWxMDNgy+/Xs9ium63Uht30zKZxNvnSPB0rVWlZv5F0YKJvefL5mrs0OVUnFJGdh28CT6dYlQozF9O7aBp5vuHq5S0OjNoVOxcCXjig3FX5duVUYyF3ElJ4clqYk7H3uaPpdZ9Lk7TSNsg3u0xcBubalPlr87Y0h5j0/JICMhFP07h6vRGDYqWVSbdJ36dQrHWLpPTsQk4SAZPCzzVu3EOTJ0x1/bHW3p3jkZl6yMIM7LphHFFnSdbx7ZGzcN76WMi392H+UsWPo+qIl7OZkSHA6kyT/bjyCkqa9S/Gv6DtLKy1YICAEhIATqh0DN7kfqw8h2wXju961YuD8GxeStWrr3dP30rBG3wl5/9sxeTK8/K6555K1kr/7U0TrPYCTFK7Ms3rCXPJeepPyFq/ftySjgSZIsbmTcsfLEin2bkKakGHupdP7HXlmuN5h+wFniEtPVNoRCLVhqapNDRjhu/JaRfeBARmITHw/ywhao42r6t5y8uTY0SnAdxVnb2dqiLylw7KVMzcxVIxUDu0UoT/KJmEQ42euUPp6Y6UbGQk394TZ5dIMZtajwTGr9aBGoU3h5tCSQOPGk4HYtg6qNEGjlDbc8P4KZ5ZMBEhSo46Tlc6y8yisoQlSroCpstTLmtuxdZ4PJhxRR9sIP99MZgnyd2ADqR9cyivrIsoH6e5qUO1aqWTnv0jYEHcODVd66XUdV6Aqfj4+HKzIptIeFDUNDI4RHRFj+XLUdudRfbocVxOYB3ipdy7+GDKJ+XXT3kTaKUxMDHsFiBf2u6wcqjzRXFlLBydK1Vg2b+ccjIIH2nspACQ6oyj36XLy699io8/dxVy8z1VRJjkvMQFMK9eGRFR8yOlvSKAcr3pohXKWwwRs2jGrizkWTaBSBw83+RaM31s6p4fs1v6hYjbT16diKlPRCbNgbre7zLDLE9kafQ4/2rdC+dXPVm6Z+nvS9ch4tyaBnj/9QGjFrHdxEjSDuo7LNA3Sf2ybEZAiFE56OTSEjMouUc0f1meJKavo+4PyauHu6uyIpPYuLYc+xszQCWUKjGx3U+5q+g1QB+ScEhIAQEAL1RsCi8j8sKgjxozrj3eV7lWdzUu9wbIyOr7cONsaG2OvvQJ72nu3Cqp2e5vWfPLx3tbyaEuJpwi7LUPIGGwp7xVmBKEgvAU8g1sTZsdJbyt5wVpxbVCj5WpnYxFSlRLHSyBJDCj33W1MazbXJZRNIaQpr5q8Uf36fQiEfrExaEvZq89yRb+av0xdlI4LbjaX2/1qzS8Vku5PXlEcwWPzIw85SU384PzZZZ7y0oH4ZCit3tmRocNvHKPSDw5+GUUhGbSSbOAdXKMqGx2kKXLCRYWBYxtT+4O5RWLB+D779ax049Ik9uDyRWDPAtHkifN24v+xF5v7z+3Ay4jRhRd6FwpE0Mb6GWjoruRxGFUGjQ050b3BMd3CFsshllDFHjPrUMBpiisFZGgHiESUORTGWmq61cVlT7+NTdaMdxsp/96iWOEEjHnNXbFf3zQiav9COjC9LUlhSosKcmOF9k67Fn6t3KvaWjrOGO8/f6dGupdWKP7d5nq4JS58OuhGouIr7tykZqPtPxKi8XYdPYze9NGlFyj7H67O0ofkbLGzwsoRUGLmLKTwwmu5zHg1xoGvOoU7tDe5Pc98HqhL6Z467Pxmf8dRH5sdhV2rkkYxya76DtLplKwSEgBAQApeegEXl35m8l9P7RagXd2fG4j0I8/e89D1rpC1oXn9e4ceUVMb6V41LN1XWMI2H21mB5ZhgQ0nJ1IVocZw5e/VMCYcHsILtReEphsKecI+KkB9OP0xhEeyJ1sRcm5yfQQpFuwqPJL/n2GvN88jvzQl7nIeRAdOlbYtqRX5dtgXe1P5tY65Red8v2KAUDc2TWlN/+IAYUo45RIVDO4yFQ3PY2x5P4TPXUKiLZuAYlzP1nkclWOEJCahu3GgKnLGCaqoew7SWtBrQo7cMV8uCzv9ntwrT4nhtVt45Xp89sCzHziaqLcdZa+E92kgNG0vcL/YEa3KelDPDa6ils3EWSkbRIAojMiV8HI/esPfalJhjkE+jXObuu5qutak2jNNi6XqamrzNSi3PY+A+zV+zEyu2HrRK+Wejkw3lOynmn0Pn2ODh+S2WJC1b9xkzxz0zO18ZaNpInKX6tHztfuVRLZbYpDS4kGHG58znxvNAHpkyXCuu367ecUR9F2ihTgdoNIiFRwV5mdnDp8+reQ1sTMbQaN6c5VurfDbNfR9oDZjjzvVFn03AjiNn1PyCwT2i1CHWfAdpdctWCAgBISAELj0B07/kBu2m5RXhQFwGimjFi1VHz2P2hiOY0rMyFjoxuwBnU3NRQvkptPoP73NZEdMENK+/qRVfNK//MPJU1lbOJ6eRl7J6XDN7nFmx5/APXrWEQxR40qzhGuZqzXsqw2EFrCxqUkSe0EKaPMyTSjkGncs1IwVCE3NtsqePPd6atzs5nSZ6snJsNLKg1WO49fd2A3szuS88afEorbbCnlUWDndxpBEAVho37T2uRhP8KuLHOd9cfziPpZjOp4xC19ioMTx/zmPFiJU9DtW5plPl/c15loSNDlbIOcTEWGJJuWJlzZwCbFye35+ISYYWw+9Oxhf3WYsPZyWcWbKSxZxXbzuIQOo7G26tmweo6o6TQcCx9ss37VeGTttQg5EAGi0pL9fdB9q11t0XJQgyMXKh9S81I7vKtdfSta05Bhwixv3h68nfERv3HNffYzVda63emrbsCedREUNhpZgnlrLw6Bbfzi4mjD3DY7R9Hl3iPvlQmNXCdbtJ/7dBfwo7sySWuJ+j+RR8fwRSWE5thK+1N4UuaRKfnAlfmizNwiFf/LlkRZ6FJ1XzxHUWHnHje4Yn3PLIC8+LYYOXjWSes8PCc3x47sAiGl1iMfxsmvs+UAXpnynunMefIZ4nsomuce8OrdRnidOt+Q7iciJCQAgIASFQPwQsev7Tcgsx4ZMl+t7cP7QjxnaqXKHiiblbsfW47gfokxX7wK+5D45EtxbVvaD6Sq7SHc3rP6QGrz//cBuvRmMNrqTUbDQ18vrzcXakdPDE1R30cCmeZ8DC3sOeFIKgSde2oWDvoLZqzVO3j1ZZ3SLDKIQgGZ/MWQnfitAfTaHnAubaZI8zSzM/3ShEHHksWfnRVtxRmWb+9e8SCY4F1/rCoxk8KZGlZ/vW2Egxz7xKDa80w0YNr8ijibn+aPk9KBzkEK1u9BPNIeD+PDltlJal1rRnRWrENR1Vnj6jhp2flmxRMeFakXdmLVUjC/+eOkJLIoOEPO0V7PSJFnYOn45TcfrcR34xc57cy5JCE5P53P9ep1Pa2Lt7cwUfXrWFV4haWKHQcblpNFnYUHpSjDh7wj/6dQVNRHZVHnIO+WEJMYqd145jI4En5xoqiFqeJQbX0GRU7o92PblP/buGq8NrutZa/aa27/+8XBmXWh5z51ElXgXnPI3c8ARxnuDO7JjJmH5dtaI1bnsTG46p5/rVJGbiygaBJbHEnZVlNysmDRu3o43GaOnpWTnoEK4bEWtOn3X+rlhCKzhxGA8LX3s2XDnOn+dVLKU87j8bn/4+OsOjQ+tgZThzOBnzYeOJP0eG96i574OauHP7gb46xwBVh2sqVgfjdGu+g7iciBAQAkJACNQPAZvS3DOVrl4zbfLTfVPIwx/k7QIHM8P+Zg695MmzF23AtHEDat1OXY/jhup67NJNByjWNkGFcxh3mL3+f1F4B6+xXhfl37g+U+/ZA88rl9TGC83e2nyKGfYwMapgqo2LlcahEhR5US0Uib3+eRTHbhyidKHtcggRC6/F3xCElW1eypMnZ2rCIyHvz16mlkxtTUtGFtJIiBbaoZXhLRuZvJSkFi5imHe59nmFGZ6bYOq6mbvWde0r3yP8zAI2Nk3NNaipXh4R4hh4w4nvNZU3zLsc3HmEjUc7vMnANH4YG98vucT9y3n/YCQZtZ0qJoFzn/mZHryKFxsG9Sl1+Q6qz/5JW0JACAiBq4GARc8/Q3BztIObX2Ws99UA5lKcI69HP8iM158nw943cTA8jeLuL2Y/DBVJa+tl5cnDvno4kbXH17Ucr9RiStiTaUqBNFXWmrStFCrB66TzQ6/uumGgNYfUSxkO0zCem5BIYRosfK/wnARz8xK0+QD10lErG6nJeDR3ra2suloxvkdMPWW5WkETCWwY18Y4NqzicnBn5d34XHm1Ig77cqVnOPA8FjYQO9KyuIZi6Ok3TL/U+3X5DrrUfZL6hYAQEAJXGwGrlP+rDcqlOt+algysSZm7VP2ReqG80eGhgWod9Us14nKxOPPSp50jWlhcevJitSf1XJkE2rVqTmFjCerp4fxcB+NVvK7Ms5JeCwEhIASEwMUiIMr/xSIp9VyRBPjBV1eK8ITRERXr/V8pfZZ+1j8BnuBtOMm7/nsgLQoBISAEhEBDJlC/AZ8NmYT0TQgIASEgBISAEBACQkAINHICovw38gsspycEhIAQEAJCQAgIASEgBDQCovxrJGQrBISAEBACQkAICAEhIAQaOQFR/hv5BZbTa/wE6KG0IkJACAgBISAEhIAQsIqA1co/r/WfXVhSrVJ+SEBKTiE4X8R6AhnZMdh+5GezB2TmxGHz/m+x59jvZsuYyth1xBadbvKkJ22ayr2y0v45XYhTaVf+iZTm0ZOFi6s/9XruSntc/++6L6H78zJ7NBvuDZf+vvRwK3oogogQEAJCQAgIASEgBCwQsLjaTyY99ObNpfuwZM8Z5BcXY0Bkc8y8tb9a+3/XuRQ89NNGpNADdViubR+CF8d0Q6g8E8ACduDU+S1YtOEb9IqaWq3s3ug/8efaT+ghRZ5o6heGrm0nVytjLuG1b5wxYWghLfNnrsTFTZ+1Nw8puWV4vF/lw6i4hdvmpmPH2ULVmLODDa6NcMIT/TwQ4mV9x15ZmYUbO7rgkWuq1n1xz+DS1cZK/9mXlyNz6xnVSLO7eqHpPT31DY7tX4oHXnfE+j0FGNi19kbOZ785Yzxd60+eyq+3663vvOwIASEgBISAEBACVyQBi8r/kkOx2HQ8HgseHYUSemLktK/X4PvN0Xh4cBRKysrx6IhOGNkuGFlkJDz480Z8tu4w/jexUsG5IqnUQ6fbtxxNTxHtYLKl3dGLaG3uEEy/YbbJfHOJ+47bYuFGZ3z5Qrq5Ihc9/WBiMWIzqiuu/DTXDs0d8NE4b+yJL8bLy3QPqPpwjLfVfZh9sy88Ha0enLK63voqmPzzHhScTkWH+XchfeVxxH22ER49QuDWuanqgptLOe6/KQ+vk8G24tPcWncrPcsW3aPqz9CrdQflACEgBISAEBACQqDBEbCo/C8/EIMBEUFo6e+hOj+sfTCWH4xRyn/vsCbgF4uvqyPGdg7F9+uOAKL8Kybm/v131kiUlZbDwcEeT9+2RF9s/d7PsW7Xnygu1SnTr307DL5ePnhoknWhP2t32qFTq2IE+nIwVqXQwz7x+LIMbDpZiLyicrTwtceyu/1hR5Ei3+/Jw9+H8lFcUo4TySWICHTAtxO9EeCu89DPO5yPt9ZkITO/HGF+9vjoem9E+ttj3ZkiPLUonULBdG31mpmoGlxwpz+aVhzr6mCLYE879doVV4zf9pCCO0bXLx4xWHW8EC187PDX/nyV+NVkH/QNcVR9+mabThl+uK87bulU+bTfLGrvGTIkNtC5FBPDqGYO+OMWP+X5jsksxWOLM3CYjA1nexs8QCMN9/ZwrQRhxV5peQl2HvkFm/f9gaE970GnNjdYcZTpIumrj8N3dBQcmriiKD5LFcr456Re+eeEQT1K8NYsNwrTyq21976wyKbWx5juqaQKASEgBISAEBACVwsBi8q/Bz3uPqewckZhZn4x4tNyTPLZdDwB3VsFmMyTxEoCU0e+jsOnV1FM/4rKRNrrFjEZrYL6YO6ql+Hh6oXRfZ+Ao731MeHHztqjdYvqXvjvdufin+hC/HCzD3xd7LDwWD408yAtrwxHSFke2c4Z/9ffAy+RkfDhlhy8OdwLsVmleG5xJoZHUihRBxe8uTob9/yRjk33N0H3IAfMutkP723MQUJ2Kd4Z7aXOxZ/qNxaef7ArtgiBHpV5qdTutjOFSMy2x6ujaY4ChcTbVoStj41wofodce8faRRSVPV8HlmYgf1xRXjyWg/0DnbED3RuZAPAhl5T56TB3ckGX03yxcHEIry3Ngtj2zqhuUG7xn3T3qdknsTanZ/i0Km9oEELtAkJR2jTHnj7pzHIydMZJ1pZ3nZq0x2ThrxrmFRtvyA2HU6hPsg7moz0NdHw6hOG4qSqn53wYN2VOBVni4gW1ecFVKu0IuHgKVucSbJDl4iqfMyVl3QhIASEgBAQAkJACDABi8o/h/Q89/tWLNwfg+KyMizde9okudnbTmL7iXisfrrunlKTFTfCxBaBPZGSUZ2ju6s/+OXo4Ag3Fy8EB3St1dmfPW9LSmt1ZZBDcDQJJU/7oyZi6N8Z6Q0nuhsOd3PD3wd1yu5S8syzvDPKCy4Ut18wkEYQ/k7HOfKwt6DY/cgm9vBxtaHJ3jZqX2tD2+6JKcL1s1NxikYUSqkPb4zRGQhaPm+/neSjRgYM0wLcbBDgZg+eK2Ao+cXl2EqTgB8Z4I47u+o8+v8bqatz9/liJJKxMrS7G85RGJKnkx08nG3w6758PNnf/JyB4pJCfPbnzXQ9MtQci5F9pqFnu9vIo+6gmr5l+GsoKMo27Iba9/UMrZZmmKBN8LV1tEPM//5B8EMDkHskkcKA0gyLIaiJ7tqcS7RO+Wdvf9dbPHAs1h7vPZaNzuHWGwxVGpY3QkAICAEhIASEwFVJwKLyPywqCPGjOuPd5XthR67ZSb3DsTE6vgqstccSMGP+Nnxx52CE+lrvqa5Siby5YAKhQWWIS6oeIz+loxvWU5jO1F/SYEvZN3Vxw4yhujAubtTH1VYp/rwf1cQBX2TmUEgNEE8efc5jxZ+lU6DudjlP6az8WxJfN1uMJs97azI2Boc50ShG1SO4bg4LslbY6GDp28Kp2iFnMnQrUZ1KK6EVgnT77Zs5wtO5Og/Dg8vKi5GRnQ0bGxtSxFvRyMs1esWfy7m5NIGTQyUr7VhTaVoeb20p5IklcdYu2Lk5wmdMBLJ3x8Hey1mla/+0VXpCm1qnxDs6lOPnN3Mwa7EjnvjQA1NHp6OJd6Vxp9UrWyEgBISAEBACQkAImCJgpI5VL+LsYIfp/SLUi3NnLN6DMH9PfcHd51Ix/fs1+O9NfTEsMkifLjv1TyAyrARb91VVLrkXvuSdn0OTZzlefvbeXHy8PgfjIp3Qs7mj6mQ6heBQyD8oTB5n0kvg5WIDuuxoQsepPNK5efWgkxVKtZ9LpULNZgF79U1JKM0teKCXea+7m1NlPaaON05rVhG+s48mGXejsCND0eYZPDHAQ2+kGOab23dycMfL96zAblpSdeO+OZj5x/3wdHdDr3aj0afDnfhi3nTkF+pGQAzraNeyE24Z8bFhUrV952Af5B5LRNTPuhWdePKvW6eqn5HjsTrDqiUZbtYI2Si0+lMZOrYpwKy/XbB2hx1uGl59CV5r6pIyQkAICAEhIASEwNVHwKLyn5ZXhLj0PLQN9MT6EwmYveEIPrx1gCJ1PDkLd9DqPzwa0DPUH2dSdfHMYX7mFb6rD3H9nfGgbqV4/AMHJKbZVJn0y5NzQ8jD3srXDgPCnJXyn1c5jUN18OsdObghygXzKeSnT0udZ71fqDM+RA4+255Dk27d8O3OPLg62qCld+Vt05Vi85cdKVDr8XNIEU8ivlTiSfH8rWiy8Y87ctGZJiZ3psm+v1N/b2znoowBDhN6b0M23hhBS6SSobCGJgXzVhuxMNcvGxs7dI+col5a7P/anfPg6dYUT09bRHMAdCMOhsfb2lUyMEw33PcZ0gbJfx8gz78TcnafV4ZA8//rb1gE63baY0i32q/Yw8ZYoH8psvIuIfAqPZU3QkAICAEhIASEQGMgYFGDScstxIRPKlekuX9oR4ztFKLOffPJJLX2/x/bjoNfmhx94xbyFItSovEw3C7f+hZ5mJfpk176crDaf2baHyreX59Rh50uEWUY2bsQX/7piJenV3qrN5+jyb60eg6H/LCMiHLGoDCd15/fs9L8xeZcfLguR+2/T8tzsrDSfHsvN3xKk3r5xcd/dIOPGgVQBejfqDbOWEArAo39Phk0JQSr72uiQnls2UVdR+nwfqJayYcPn0nt8us6Wu//XZp78Cm1/68/03HLz6mqdjZGJpLRwqv7fHGjDx75Kx1Dv0xWeQ50D35OabURf6/WmDz0fUwcXEKTkAsqQoCqjjJYW1+TqV2Qsz8eB8d/pw5pOrV7lZV+Cih+/7u/XDCbwnjqIl4e5Th8ksOmjCy5ulQmxwgBISAEhIAQEAJXBQGb0twzpmM2DE6fn96bkl2AIG8XCgepXaiGQTWXZHf2og2YNk43ElGbBup6HLdxIcfWpo91Kbtxrx0mP+WBGFq1x/BBXzm0xCfH8LPX3jD9vU05WHa0AEtp6U9erz/Eu7r3nifaxmeX4VJ79mtzvil55bQKVZnJ/vKcBF49qDmNdjQEG7QkNR82Lg6wc61qa89eQvMrfnfCpu/rpvx/+rsD/u9dDwR4lmH3nEw087P4Ua4NYikrBISAEBACQkAINEICVbURMyfoRiuWuMlTe83QaVjJ/buUIn5lRrVOuZOHPJzW6TcnHO8fRmE7poQn/HLIUEMSf5qP4O9quk9BViztWZ/nYu9X+ZwCw3anjSkGv+oqD00uxp3j0mmlIhuZ9FtXiHKcEBACQkAICIGrjIB5bfAqA3G1nu41LRzhR6vuiFyZBPgpwfwSEQJCQAgIASEgBISANQRE+beGUiMuw0/U5ZeIEBACQkAICAEhIASEQOMnIC7fxn+N5QyFgBAQAkJACAgBISAEhIAiIMp/Pd4IPFFYRAgIASEgBISAEBACQkAIXC4CovxfLvLSrhAQAkJACAgBISAEhIAQqGcCovzXM3BpTggIASEgBISAEBACQkAIXC4CViv/vNZ/dmFJtX6WlpcjISuf1lyvnletsCQIASEgBISAEBACQkAICAEhcNkIWFztJzO/CG8u3Ycle86op/kOiGyOmbf2B6/9fyAuA7d+sVKl8xn0jQjCK9d3Ryt/j8t2QtKwaQInYtdj7c6vMH38T6YLXOWpBSXluOOPNLw3xls9ofgqxyGnLwSEgBAQAkJACDRSAhY9/0sOxWLT8XgseHQUlj4xDkfOp+P7zdEKR4CnM765ZzAOvHYz1j03gYyAUsxce7iRorqyTysjJw6xSeev7JO4hL3nJwLvjSlGVqGsmX8JMUvVQkAICAEhIASEwGUmYNHzv/xADAaQR79lhTd/WPtgLD8Yg4cHRyHQw1m9+Byae7mge1gTLN1/9jKfUuNtPiZxF35Y/CwGd5uEf3b9juLSUvTtOByjrnkeKZkn8fOyJ5CamQk7W1v07TQaw3s9icKibLz900SUUtmy8jK89u0wBWhk37vQK2oqNu77EvtPrMGDN/6m0lds+x9iko7gnut+UO9ravOt2aPQslkkos8eBKvMA7teT337P3VcTf/2J5bgsQUZiMsogYOdDbrTg8Y+HusNLxcbDPk6hfpZjsTsUgyPdMbKowVqy/ks8w7n4601WcjML0cYPbH4o+u9Eemvu42Hf5uC/wz3RH+qj6Xf58n4bIIPOje1x7+XZAL0FOP9ccU4n1mC6zu44M0RXqDmcetvaTiRrHvS7tRfUqlPwKgoV7w6tHIE67/fLkBcUhpemD4Bzfy9VP3yTwgIASEgBISAEBACVxoBi8q/h4sjxfPrFCM+ucz8YsSn5VQ5z5+3n0R0UhbmbTuBp8d1q5Inby4egeKSfBQVFyvFv1f74aSERiI7Lwnl5aX4av6DcHRwwJQRzyAmYS/W71mEbpGT4efZAneNexuHTq3Apv3LcNd176gO+XqEqW12XgoyczP0nczKTUZmdqr+vbk2uUBefiGOnjmAcf2nI/rcRqzZOZ+U/0cohzTqGqSQ3OyTOjljSGtnJOaU4YmF6XhlbRY+GOOF+KwSTOvphoPxxVh3vBAfj/fBw/PSETugVNX43OJMZQxMYOV9dTbu+SMdm+5vovJiyZjILKj03KfklCK3iFz6JOepXvbsPz3UEx5ONniJjIGpXdzQKdBeGQEpeaWY+ksaXh3lhXBfe3iTIWIoCSkZyMzJR3GJrh+GebIvBISAEBACQkAICIErhYBF5X9ku2A89/tWLNwfg+KyMizde7raufFIwOHYNHi5O6FzsG+1fEm4uAQGdZtIXvYH9ZWeituI/MJChId0QErGabg4e8HB3p68+t/ghgGvITigKxLSjpJKbqP29QfWYse4Te3QTuE90T1yCrU9GIdPT0FM4m6EBHbXsk1uezZ3RLcgR+w5X4QYUtiDvO3JeKw0MIe2coKLvQ1NMC/H8NZOoIEMJJGRsIsMApZ3SEF3cbBBwUDg8b/TcS6zFC28yF1vQSICHXBPN1dV6v1/srH5bKFS/sN87ODvpouAa02Kf2ST6h+LcYO6Iz0rBz4euuMtNCXZQkAICAEhIASEgBBokASqazlG3RwWFYT4UZ3x7vK9FE5ig0m9w7ExOr5KqVl3D0YJhWq8smAXHvllI9Y9dV2VfHlzcQl0Dr+hSoVJGSfU+5TMOAr/iVP7TXz84erkWaXchbwxblOrq0VgF7Xr6dZUbXML0rQss9stMUW4ey4Zi862CA9wQGpuGZxJ2dfE2d4WNJ8cjhV3p52NDQpLyxFPoUA+rrZK8eey7LVnOU/p1ij/URXl+RhfUvbTC3SjAvzekgzv095SEckXAkJACAgBISAEhECDJ2BR+XemAOjp/SLUi89mxuI9CPOvrlTak4I2MKIZ5myJRlJ2AQJoPoDIpSHg6uxfpWJv9+bq/Zi+/0Zo095V8rQ37PUvV5H5Wopu6+DgghKaqK1JaqbpScHGbWrl67L937psdA9xwk83+ajDp1DMfXK2ZUW8iasN0vPKwJE39mQcnEzTLS/r56Lz2jtSAH9Ooa6eU2mV56T1kWxXi8ITf03JsbMJFPaTh6iwIHi4yb1tipGkCQEhIASEgBAQAg2fgMXVftLyitSSnkWkFa06eh6zNxzBlJ6t1ZmtP56ILaeT1So/RxMz8cOmaPLKOsCPwn9E6o9Aq6D+apLvks0fkOf/FErLKb49+k+cTdim70TLoL40N6BcpXO+JuHB/VBUUoLTcZtx5vxWnE9O0LIu2TbAzQ55xWXg5TVXnizEvtgiq9rqF6pTuj/bnoPk3HJ8uzMPro42aElhQyyRNLF3EU0QzqDJwFymNuJO9fCE4/mH8ul+rm4m/bRoIz75ZTnOJlbOh6hN/VJWCAgBISAEhIAQEAINgYBFz39abiEmfLJE39f7h3bE2E4h6v1Zmvg7Y36lgtknPAhf3T2IVlCxwsWqr1F2akvAxqaqzeZI3vtbRr6A31b+Fx/NuVtVZ0tlbh7xtL5qX5r427J5S/y59hP1Gt7rJjVvILRpLzTx9sF3i56HDV03b3d3/TGGO8ZtannG6TzCYEnu7+2G++elofMHiSqev10zB2TkVU7U5eONa+FbisN8bu/lhk835qgXzwX46AYfNQrAx9zezR3PLMpA75mJagUhTtMq4nMzrlPlG/y7r68HPqC5AL/sysW14c74YrxuhSEukkvPu2DxcnNRW/knBISAEBACQkAICIErkYBNae6ZqlqXibPgp/umUChPkLcLLYNYVfHkEYFEyvN2daRVVCzaEiZqv7Ck2Ys2YNq4AbWupK7HcUN1Pbaux9Xm5NKyztGynkXw925JyrzlSbBa3WnZ5+DlGgQ7u/q7hjxRt7mnnVpuU+uHNVv2zMdTmFAoTdTlpToNhSOY0vJLEehu/bkbHm9qP49WuLrv9W8Q0aIZXrpvvKkikiYEhIAQEAJCQAgIgSuCgFWaHj/N183PzeQJOdLkzBAfWQHFJJzLkMge/rqIr0fdjqtLW9ox1kzS1coabnmln1a+ppV7XqP/Yir+3G5KZhaiWjbH1LH9DLsh+0JACAgBISAEhIAQuOIIWKX8X3FnJR0WAheRQIumfnj+X9dfxBqlKiEgBISAEBACQkAIXB4CVWN4Lk8fpFUhIASEgBAQAkJACAgBISAE6oGAKP/1AFmaEAJCQAgIASEgBISAEBACDYGAKP/1eBXqMjG5HrsnTQkBISAEhIAQEAJCQAg0cgKi/DfyCyynJwSEgBAQAkJACAgBISAENAKi/Gsk6mlbTM/XomdtiQgBISAEhIAQEAJCQAgIgXonYLXyz2v9ZxdWPhm23nvaSBp8e5Yj7Pv4otc0D1pC0miR+kZyjnIaQkAICAEhIASEgBAQAg2TgEXlP5OebPrMvB3o89o8dP3PXNz1wzqwIWAs7608gDbP/oJVR88bZ8l7AwIv3F2EpJVp2BXtgGWbZaVVAzSyKwSEgBAQAkJACAgBIXCJCVhU/pccisWm4/FY8OgoLH1iHI6cT8f3m6OrdCs6KQu/7zhZJU3emCfg5wl0bVOM9GzzZSRHCAgBISAEhIAQEAJCQAhcbAIWlf/lB2IwICIILf09EN7EE8PaB2P5wRh9Pzh8/fl52/Hk6C76NNmxTMCWyBcVS9iPZVJSQggIASEgBISAEBACQuBiEbCo/Hu4OCKnsFjfXmZ+MeLTcvTv5+w8pfbHdwrVp8mOZQKd25Zg9TYHFBaJAWCZlpQQAkJACAgBISAEhIAQuBgELCr/I9sF4x8K/Vm4Pwbz9p7F0r2nkZFXoNpOzinAm3/vwozrewAWa7oY3W08dTxzRyGSUm3hOsAH//nSqfGcmJyJEBACQkAICAEhIASEQIMlYHHG6bCoIMSP6ox3l++Fna0NJvUOx8boeHVC7644gMhgX+QUFWPHmRSVdiwxCx2CfNDU06XBnnRD6NicFfZISrfFz69lYWDX6hOoG0IfpQ9CQAgIASEgBISAEBACjYuAReXf2cEO0/tFqBef+ozFexDmTzNWSUrLyhGfkYsnftui3vO/79cdhreLA6b2aq1Pk53qBJZudMTt4wowZYQsn1qdjqQIASEgBISAEBACQkAIXAoCFpX/tLwixKXnoW2gJ9afSMDsDUfw4a0DVF/endRL36cSenJV5HO/4q2b+mBYZJA+XXZME+BY/0D/MtOZkioEhIAQEAJCQAgIASEgBC4BAcvKf24hJnyyRN/0/UM7YmynEP172ak9AVb8T8fao5m/POq39vTkCCEgBISAEBACQkAICIG6ErCo/Ldp4oF9r96MlOwCBHm7wMHO9MxeexsbnHjr1rr246o57r2fHfH0x+4ICyjFqD4S63/VXHg5USEgBISAEBACQkAINAACFpV/7qObox3c/NwaQHev/C7ceV0Rbh2VjgDvctjZXfnnI2cgBISAEBACQkAICAEhcOUQsEr5v3JOp+H3lJ/uC0i4T8O/UtJDISAEhIAQEAJCQAg0PgKmY3ga33nKGQkBISAEhIAQEAJCQAgIgauegCj/V/0tIACEgBAQAkJACAgBISAErhYCovzX4UpPG6db6rQOh8ohQkAICAEhIASEgBAQAkLgshEQ5f+yoZeGhYAQEAJCQAgIASEgBIRA/RIQ5b+OvEuK5cm8dUQnhwkBISAEhMAVRkB+866wCybdFQI1ELBa+c8tKkV2oSi8Gsvvnn4Mjw+4BnNef1lLuuBtbn4aVu/8QL22H/n5guurTQXl5aXYcuB75OWnmzyssCgbu47Owfq9n6O03Pr7oKigAG9NmYjks2dM1nspEovp8QlnM0sht+uloNuw6iwvKUFhQizKiooaVseu4t7wWmYx9PnLLpJVzRrCbbDgo3exZvZ3de4KH8+/dR9Pv73OdciBQkAINCwCFpf6zMwvwptL92HJnjPILy7GgMjmmHlrf7X2fyI9+KvfG/OqnNEz47pjev+2VdIa45t7P5iJ6O1b8MUTj2P0vQ/DKyDggk+zuCQXMYkHkZh2HmXl5egVNfWC67S2gqKSfCzZ/COa+UUhzKVPlcNy8lLw9k+T4ebiDHcXd1zT4S7Y2Vu8dVQdW//+E55+/mgSGlalzkvxhpX9RxdnYG10gb76mRN9MLy1k/59fe08uyIT8/flm2zucvXJZGfqIbE4LQU77rwRTv6+6P7d/IvSIiv7x995Eanbtunri3rxNfj0Gqh/X187u/91IwqSUkw2d828NbCxvzwP9EjKLceAzxIR6GmH9fc1Uf2bcyAf/1mWiSnd3DBjqAcZ8kCPjxORR4r6mvubYMgXyWjlb4+ld/mr8nf9mY7Npwrx/RRf9A1xNHmOhomfbcvBJxtzUFamS72jtxueH+iBtu8k4IXhnri9i6vKuOOPdBRS43Nu9sV1s1IRnVis0v3d7XBtuBOepWPcHW3Q9aNE3NDRFa8M8dA3M+TrFLRrao+Z13mjw/uJKOaTMJB/D/LA/b3MP5dmcXQhHv/btJNjchc3LDuahwGtnfHBGC9Vawk5E/p+nohuIU744oaqbTb3tsfQCCc83d+DHoAJ3DY3HTvOFhr0BugZ6oSfbvKpkmb85ovtufhgXXaVZAc7Gxx8PBCPLMrAltOF2PxAIBzpazersBx9P03CJGLJXAwZGPeHK+w6fBQ+e/Rh9J1wE5zd3au0YelNMX3O/vnjT0x78SV0HTnGUnHJFwJC4AohYFGDW3IoFpuOx2PBo6NQQgrptK/X4PvN0Xh4cBTK6T3L3IdGIcDdWe17u1r+gVAFG8G/Fu06qrPIz8m+KMq/t0cI7hz7LSnhr2Lfic31SsjJwQ33T/wIAT6R1drde3we7OmJZM9MW1otr6YEHiZeOetHTHn2+ZqKXbS8l1Znqh/JX6f6oVMzB6w7Uwg3B5uLVn9tKnq6vyfu76n7oZ06Jw1dgx3wJCkILE09rB5wq02TDbZs6ubVsKEngxempKEoKR6OAc0uuK+nP/8f0vfuQae3Z8ItvD0ydm+GvYvLBddblwo6vPUZyouLUJKfh32P3YtW9z4In+59VVWXS/HnxpdE58OWbrXErFLE0iuYjIDSCqV88eE8pfxvOlekFH8uX/F1jlMpJcpz7+tii630GWIpq6pfqzTjf4uPFeCj9TmYMcoLk9q54ERaCQ4m65R647L8Xvv9KKPK+7R0wutkHHB/2DhpQUr1vT1c0a+VEzaQ8YEK5T8zvxxxGSV4uH+lcn87KfpTO+mMCq7X363mz9eQlo5Y/i+dMfTW+mwciC/Gz2SEsHg726JbsD2eW5SJB8lwCfezxze7cmnUuxyvkLGkyd193HBzB1esor69syYLkU3scSOdMztt2gc54P0x3lpRuDrW3B8uWE5/rOwvqjC6OI0+MkpmDPHCwC+S8NHWHDzV3x2vrs2iOkEGUqUib64/XEFIuw5o3roVNs/7DUNuv0dXqZX/C7J1BgnXISIEhEDjIWBR+V9+IAYDIoLQ0l/3xTesfTCWH4xRyr+GIdDTBU09nWFnc3kULa0f9b214V9WklL64a+NLN/6P2w7tBLFFLLg6+mJO8bOpG0Li1XsO/4XVu74BpnZOfTDYIuhPW/GgC73qeNSMk/i52VPIDUzU+X17TQaw3s9abFOLvD94rtxPilWlb1z3Lto3qST2o9L3o/vFjyOEtIYysrL8Nq3w1T607f/BSeHyh8elWjiX9KZU8jNykbLzt2q5O5PLMFjCzLUjzj/4HVv4YiPx3rDy8UG/16SiX1xxYjPKsGgNs7YRspHkJcdfpjsh+Un8vHd9jyVFx7gQP0qR0pOKT4Z74MuTR3x9/58Ugrc0Y1+fFmGkkKhyZOkULDy81hfXb/v/ysDPciT+a/uOqVh1t48rDpeiBY+dviL6mH5arIPFh/NRwGNKLw3WucFZCfj8G9S8AR5F8eSx4/DGx6j0YbDpEA429vggX4eSmnxdbWBr6vO48seQU9nG4RR3ZqM/ykVYyJdVFlOS6DzGP9jKr6a5EufI+CuuanoFeaE1aRQeZFC8iF5HPsE6wxrc21qdTe0berGtWjSfyDS9uxE6qZVaDZhmuri7umTSespQ2FqGpr07YvkzZvVts1Tb+DEey8j6+gRMhhS4NujJzL274NzYADavfoR7Fzdkbh6FUJvnQb3SJ0B7tOzv/60T34wA46BzRBy670q7dgbT8GzfRc0G68bSUtYNBfp2zbAOSgYiStXqDLtXvkfUjeuRFlhIVr/+xVdXdS33ffejLA77oVv/+HI2LMNJz95SxkxTr7eCH/8JXh26gFH/0BV3j4vV20dfZvAqVmI2udRj32P3onIF/8H97btVVrq+uU4O+srdP3ydyQumYukNctRXlqC3DPn4NYqFFEvvw9HX53n3VybqiIL/5Yey8coUkg3nSwgQ6BQf6+5kkfdyd4Wu88X4/cDeejU3AH76TOnCb//41A+gulz146M6IMGeVoZU9vPtuSgS4gDpnTUGWGsEPPLGvFwskEItcfH/kl9mk8vVv5HRjhj5dEM5NDIBI8ErD+nM0aGk2deEz8yUgw/W1q6ua0LOQS08l70uXSiD5z2no+ZGOWCb7bl4qVVWfhmgg9m0kjGPb3d0ZRGJTTxctK1yd8fv+/LI475SvnnfDdS9g3r046xZmvqOP4ueZqMn/+uzkIXuh4Lqa2vJvuq7xutzpr6w2Vad+2O47t31Vr5L6P7ksXWypFeVVj+CQEh0OAJWPxm9nBxRE5h5Q9DZj4pZmk5VU5s0H91Q/kcEvS/G3sjwKPyi7lKwUb2xsnVFX5NA3F06yYERUTCxgrjZ9vh2di4byn6dRqBsKAeWLjxI/y1/j+4e9z3Fuks3PApWjUPx+2jHkNi+jGUlOjCWzhe/6v5D8LRgX54RzyDmIS9WL9nEbpFToafZ6jFesf0eRqZufGYvXQGiovz9OUDfNriruvewaZ9P+B4zGHcOe5tlcejBNZI8rnTcHJ2gisZOIZSWFKGSZ2cMYR+wBNzyvDEwnS8Qt4sHmY/T0q/n5sNxrZzx1ebc/Du9d54bWUmVpwoQHpeGb1K8dENPnhkfjpu7e6GU+Rd/H5XHh7vrzPEepkJTYghbyHpO3o5R+9DfSt/zFOpbjY0ErPt8epoT1AXYUtKeHdSuF8gg+QN8kqycr+ByrDn8RpKZ0OAvfrupLiw0n4wsQjv0XmMbeuE5h6VdesbNdjpSsf/uCNXr5D9SgZHCXlAOwbaY1dcEdjDeTK5BJ9T2NInpFQ9vzQLa6b717nNgqIsvPnDDQY9qNy9YeB9+Hv9l5UJBnuThjyGZVu/RE5e9RCmTm26Y9KQdw1KV9/l8JysY8fQdtyNlFmO5PVr9Mo/K/ZB141H7omjSNm+HZHPzcCR119CizviUZicBEdvb/gPHILY3+eg7ZPP4+RXHyNty1p4tO+qGvLsWNWo1FovSIyHjUPlV1tBwnlS9HXKOJcpzkxH+r79cE1NQZtHngArODZ0sT2iOuP4x+8g7KEi2Dk6ImPXFhQkJsGjUy8UJSfg8H+ehn+/foh4YjLiF87F0bf/g14/LdaaNbl1ICXe3ssTCYt+Q5u2r6oy8QvmwjW0pRoN4b7knDyFgAH9yVi5GydmvovYX79Gq4eeq3Ob3AiHwLFCf3s3MnbpPl1CRiwr05qMaeeMOaRgryWj4FlSLA2V//HtXfE1he80JWV8QnsXq5X/2IxSTOth3XeD1g/j7am0UhxJKMHY9rrfkGsrDPh1Z4qUsb3mJBlnZFB4kCGgyRwy3LfQiIEmzw32QCSFLl2IvDXaG5NnpeD239PgTL6E/+ujcxoY18mf03PpJRgSXnneB88XgcOaNBlP5zKBDApLwuFLhsdFBtAIBIU/sXC41M+78/DwvHQKi3LGoDCdI8C4TlP94TJNQkKwecHfxsUtvj+yeYP6DvcKaGqxrBQQAkLgyiFg8RtyZLtgPPf7VizcH4NiCuRcuve0/uzcnRzw1s190THIB7tjUvHRiv34dlM0nhul8xzrCzbindtenoFf35iBDfPm4aann0W7fgNrPNutB/5USrqriw+S0k+iuX8Yjp49TKMABXCwN280sYJfTMGnPGrv4uyDjq2v07dz+vwW5JPHMjykw/+zdx7wUVXp3/+l994gCVUIhF4EpClKb1ZELLiWdYVdXXdX1FXXXv8qllXWBuILggVX6QgIS5em9N5CCem99/c5ZzKTyWSSSWIIk/B7+Mzce88995Tv3Eue85znORfJ6WfkvJ+U5SyDjNm4aegrpnzV7YQFdYa/b2SV0y7ObogM7Q0/71Xi439U71fJVENCalwcAkJDquToF+Eq1nlX7JE/kkopD5cp/uOJFQPMAa3doP7oK+V/Yid3fLUnB0k5Jdoi3kam4Ud1cNPuDCNl+9tFB2yUqfekHEXGMG1fpcI6JMyZFKBnCIyXKCXqWWRg1Yl8/Qf8+4N52lKqrHHKcqpcKobLIOScKD6+bk7wEUvi1+LrP0NmIGqS+3p7YqEo/3vji2TWQiytovzfLK4LFSoNMEOUmGHCwVesjHcuSNG+vidTiutVpxqwTR37gtUmhQd1h+9Y63/cI4J74s6RkciXgG9LCazFwDJ99xaxapfC7+rB+vLEja+iJD8XTu4GRTRwwFA4urmjSKzmyl9fuQcVirVciW+P3ggUi75S/oOuHY34lT+iMC0FxeXnnbwNszE6cz2+ol98F25mLkheKmhYlP80cVMKHjYWiT8vh2+nKLj4+uH8gm90Db7deiP33GkZKHRHssxUZB3aYxqMVNeEluNuwZnZn+Cqx4pRnJ2JzOMn0eUlw0DaeE37x16Aoww4Wp46jqT/GWYjEtYYlLX61Pk/8RFXfvfDypVE5eOeYxaAe5so9TfNTUZkgDNayfNnLoNlJu6t/5UiTma1PpNZtVfWZJqfrnY/v6hMZrjMRtjV5qx6Yu3RfHQ7YfDfV8r9DHGbU6Ks/VFhLthwOl8r/8r3fXJ53ICxFH9PR7SRfhjFswFc/XrIIHxkZzXrkI//m+infe2N5avtl/LsLj2cpwfo7lLfPWZtchMjgXl7Aj1qNgSYl2t+XUsLA4JyHYyR53+QFcW/pvao8n2DQ/QsbIn8DXGqRQxKzP69+PK5Z3Rs1/2vvQEnow+SeWO5TwIk0GQJVPyPWU0XRkSHI25MT7yzeq+4kzhg0oCO2HI8Tuf2dnPGpN5t9X6nMD+k5hRg/tZjeHJ09yvGBWjNl7PhLRbKSU9MR2Sn6GooViRn5YhrgPiFHjq90ZTYUtwG8grSRWG3roCpjA4OThgz8B6s3bkQb82/Hd6eHph8w3NoFzEIiekndVnJGbFQHyUhAcHwdKtscdcnGvErsGVLpCUmVanxl/OFeOC7VO3Ootx3UkRxV1Z1oyg3GVc5Lveqgqv84VHBgZ6S5mKmW7jqfOocEFru55uWbxgEGMuqyzZAlAjlGmQucotjaHt3/HAwHxOjPLBBXIP+JbMASmJk4KJEzT6oj5KuLV1rpQC1EauqUmrm78mFowRfJmeVmIIhdUHy1b3cZaKrMFKySwZLGXmG/tW1TgcHR/h5hetyLL9cXNyrPecsA1IvD3FjcTFYIM2vtZZmfl7tJ2/+WZR7V8QvXqh94lVa+o6NCLpurNoVC707HF1cRckw9FG107hyj4OkOchslhoQ6LwyoC0rLICLBJArKclK19v6fLn6+VRS/FUZSvkO6NNXlP4VCBoyCqkyG9H+4Ud08QXxsdr1QbkLGSWgV0+UyKDblgTfMAGnP/8PUreuRX58HJy9PeHfe4DpMtUWVbcSr3Ydcf7bhTCsYlT/OpeLy49SSr8Qf/VsUcqVrBUF2ijKMt5N3HvGdqpqkVbP3W2izCbIPekrs1q1FVVfRjXPn/FZNi/L3E1UuRr9ZaA3FuzNwxZppzI0ide7zj5SAoC/lQG1co1Ts39jxRXIXMbIcU0BvuZ567JvcDmSQUfHqozU/1uD27iiv8zgGd0MjWWrcy+bxQcY021tlQtkddcdlVlAtYBAtLj9zNyQhVvFnUsNjIxSU3tUnszkJPgGBtRK8Vf5w6M64Q8vv4a1X0oM2qezENV/oEqmkAAJNBMCNpV/d9HEHhocpT+qzy+t2IO2wdaVSjUTkJyZq32xncyUuWbCqko31EoIR3buxvT33keHvv2qnLeW4Onurt2Dpt9qsCRay+Ps5AZlobGUgd0fgPqcjt2Cb9e9Ku5Cb+Lvdy6Fv3eEzjpu0N/RpkWFUmF5fWMfh7Ztj4L8AuRIHIKXX4WV9v9kVYu+snKGcQWMKd+mIimrQmmv+JNWtcXVeVa19nPWg4VtZwtNvvHmV7uLz0+2BO0ZJVYs9ZbiJRZ2azJJ/JCVm9HyE3l6ZRE1G6HE6AP8+FAfKEthXeVusf6/utZgVe0gin5rGRCYy6m0Egmkd8IZcStQEi0KW4ykKalrnXkFmfhwkcEHXhdg9jVh6INYvnmOWUrF7q3XP4JV2z7XM0sVqYa9Lu164M5R/7ZMrnScunsXXMXtJX3vbp2uBgLJW9ablP9KmS0OrP8agFtYpB4QpO/bBZ9ufS2uMijxxdkVrol58YmoCL80ZHeSwbM1CRs1AUdee0EU9TUolZicoOtGZWPzrgAAQABJREFU62zKfUdJ9Evvy4ilupbpLFW+nNw9EDTgGsSvWiLxAkkIGzGmUp7CjCw9O6IGOfmybKmzr7esEOSM2tS5ZMMeJKVmYHDvKES3qxjcbT5ZADWY3VK+8oxSzH86WoCh5W40qgH/vStIt0O51FjK8zLrVFeJ9HfCdu2TX3XWSw3uZbVokygXF9U+o4SJlVvNcg2RWb/rPk/Cc/JczBGXNyVKuZ8lfvffiq+7ileILh8UG6+9HFul+F+KAUd1ffm7rPijFP9FdwZhoKzg9PpGceMbWfF/qq32JJ07h5bt2lZXfJV0V7ln2/XsjQnTH8U7D96HrJQU+AQZ7pcqmZlAAiTQ5AjY1FhScwsRm5aLTmG+2HQyHvM3H8H7dw3VHd0RkySWWEcJCvOXIM1UfPXLMfRqG6qDyZociXo0uES5CYj4lCsGtSmia/vB4o7zk14zv1enScjIvogDJ5fhut5/MV0e3XYENu9dJe5Aa9A6tB+Ui1BhUR52H1mI/l3vRauwfqLw+8u0vuGvafvwITrId+W293D78NcRIMHDB04skW3kZR0MhLRuBy9fH8Ts34OuQ4eZ+hfq5YRk8d3PLy7DZlHW910olKBem7ei6XprO8pCP7GbB76QQL2hMi3eWwKA14uLgPLHV0sU9pMp83m7cyTGoAQbpU7lolBbuUGWClVWuRd+ysQACcL1Kre4KYufUqpmbs7Ca6N8ZRUfJyifZLWtzWBA+QG/JEuCLhdXoudHVfwhN7ZrtrgWdAxywaeyVYpSuJSrVmCpT50ebn54/sGfjEVX2ir3rj5Rt1dKMx6oc92vukkmq8w0t/KTjk41/2bZRw9IAG0hOj3zugSydtJXnf/qY8T+8L2e/TLWUdetspKHDrsBsf9dBP9eAySQtof452+Gk4e3DsBVwb2xy/6LwpQkCdL9RbehtnX4X32ttvCf+OhdBPTsYXJPCh4yArE//hfnF36GcBWwLLOgST8vQ4hY9Z08K/y9q6un5cTJOPD03/TpFuOrso77YR6Cr1euRqsQ2LOXzlebOjfuPoKktAy0DAkwKf/KHU3d37PEZaer+I0rmbk1G3PVs2Gm/OsTDfj1Z7Hc/0MC+b+SAFi1Es4JmQ3bL25tKohXBe0vP5Kn9xMlzueQBMjf268qN+WRMuM6b/xTVts5IS4uarWdKPkod7pPxA1wRPnA27zZCTIbcFzyGkW52QSLW97lkqyCyu1RbkiWM4rW2lYiM8Lm/VB5VN/VYgRqBaZVD4bo5USfHeGr+fyhtxc61TK24dTe3xA9cJC1amtM8ymfZSuUlawAKv81wuJJEmhCBGr+6y0dUa48t3y40tSlacO7Y3yPVvr4eEImXvpxh+lcVHgg3ppkP5ZnU8Mu0U7CmVO6ZI86rJ08YsAMCZg+icUbP9EfVUCLoJBKyn+rsL5QVtWFq9/Qy+H9/a554hbjg9XbF2DVL/N1ne6iAN056gW97+rigTtHP4tv176BD755QKc5inXyjlFP6v2avs4l7Mbni2eYssxZ9k+9r6zBA7qIkvM7xFmCLofffQ82ffd1JeV/miyhN+2HVPR8L0Fb69WKIum5lZVx8z/dat9RTP7mVn/lMqDSzOXl4b7iFlCGexammpI/lNU6lIwTl52vxaXg2o+TtCJtbnU0Za5mR01ijejshlWH8nFHjwqLsbJmfnKbBB8vTsPwTw3uTWqQ8LGk1UbUgGW4WDXXyXsJbpUATEuJkeDHwbMSdPIr5WuO/546a4opqemcs5NyyTG45Vi2saZjtcSnsvQbFX+VN3Dg9Tj/3TfIOrzXdKnFz1jZsG52UgfUl/uPtJ3+FIoy000KtSos+tmXdJmBQ4drK/vu+yfJrIOP/pgVY6rX2o6yvgfLykOJmzYhdNSNpixeHbug/R+n4czcz8Qt52udrtx3gq8fb8pj2pGBgaWoIGXVFpeAAJm5qLDQq3yK0bnvFiBm/ly933HGi/ryutRpXqOKT1EDRKPirwobLUGiKobmbEaFkqwrqeWXefnVXTJeFPNTEuvymqySY4wTmFq+3v5rY/xwv8zw9ZV1+5Woma5p5cq/owWvm2VQrFa2mSnWfrWuvhK17v5KWYFojDzHlqJiZ9THKJN6eUiAftXBtPF8Q2wt22wsU/2fdCSuEBO/SDYm6biKdX80zByZEi125H83HaNhfp3KsmV6KN5an4U7Ja6offkCBcpo8MkvOXhKVjBbfI9BIa+uPaqM2GNHECtB5Q+8/YE6rJO4extmgOLPnEZQpOHvfp0KYGYSIAG7JOBQkhNTWeuy0kz1dt9keaFXuL+HWB4qpmpVVnUuKStPLDMuskqLm5WrL23S/OWbMXXC0DpXUt/rjBXNe/YJ7N20BZ2vlpeavfthrVb6MV6rtirANyn9FPzFD1tZ9msnZbKUZ4xY+Z2h3glgTVIzz6GkpBDB/rKaiMQJXG4pyM3FizeNw98/n4vQtu0qNeecBBRGiI+96MsNKmpGQS2Hqaxtalk/czGud26e1hD7F8U/Wq0QVNf+jP8yGW3FujdLXlhklN2y2s/dMoA59I8WiJOZihCJZzCPiTDmq2+dxuubw1bNvhUmXIBrSEux0ldWDAvknQLmAb0N0l9Z/jMv7rzU5WVajrM25RZLrM+ueyZIDMFfETbmFtMlaiYkeetG9PpoobwDIRZuLcSFz9KtqJ51mippoJ3CGsYNanEl45OmVsE6K+5papbKX5bvNYpKV8+fh7jghcqKXpdS1Fu+je8tsKxHXlnS4P/nWNZheSz/JcmqUpaphmM19qlFDK71i2uRuujNVyQuLQBjpz1Si9xVsyx86V/Y/fM6dOzVA9M/tL4qWNWrmEICJGDPBGql/NtzB+qrxNf3OiOLzKQkOLtVXcbSeJ5bEqiJwFpxD/pMllNUSywuvi+4kh+zufJ/KZWCmtrHcw1HIO7H+bi47AeogUq/uYt1ELOxdKPy3/vj6mOAjHkv5zZVZtQGls9CWWvH7MmBGCp+8PYig2WGT70DxJqo2Yh/yXs6GlPU+0vUzIU1UasbrZT/A+xZ8iWGpkBW5PILDbPnZrJtJEACtSRg0+2nluVccdl8Q0KuuD6zww1HQFny+0tw43PD/Sop/qqGcJmxuFtcIpSFktL0CailTFuMGo+QETdWUvxVz/x69IOLf6DddzJAfOjXPVz9/3mh5S+0s5eO/Dg1EIUVawhUapZ6aV5jy4vX++Lxapb/dbOYTW/sttWmPndxbVUfCgmQQPMgQMt/8/gd2QsSIAESIAESIAESIAESsEmg8U0gNpvEDCRAAiRAAiRAAiRAAiRAApeCAJX/elBV8QIUEiABEiABEiABEiABEmhqBKj8N7VfjO0lARIgARIgARIgARIggXoSoPJfT3C8jARIgARIgARIgARIgASaGoFaK/9qPf+sguoXek7OLkCKvBCM0jwJbJC35Z6Wl041ZymV5UFKcqu5x2Wd7uLM6u9vfU7yWBNVZmlRNUuPWLugAdJy8hzQ5TZfHI2p23rqzYlBA2C87EV8vT8Pc37L1R+1Tn5DyXdrnXHj36u+Ybehymc5JEACJEAC9kvA5lKfGXmFeH3VPqzcE4O8oiIM7RyBj+4aAi9XwzqEhy6m488LNiM2JUv38t6hXfD8+F722+Nm3DL1GvjknFL8Y3DlJdnu+S4Nu84aFFf15s/ro9zw+GAftPKr/VqSL67NxG3dPfDowMplNxWcSgFPWXwIid/s0U3utvS+Sk2P+2QH4r/ardP8h1yFNi+OhKO7gU/GxjOIeXUtSvOK4NEmEO3fHg/XcF+dt+BcBk4/uQL5F9Lg6OGC9i+Pgc/A1vqcqvPs86uRsT1GH7e8vz9aPNhP79fla+v+z+Xtzgvx7P3L4OZSO/6f/uiMsKBSdG5rpjGK9pi+8TQS5v+G3BOJ6LLwHri1rngTqj0zqAsve8pbLOPlru/G6yaptz+3lzXdXx7pi14tavfG5IMJhTiXXoqdMQW4W94u7aReN20m1T3zZlms7o4fUoLpr7pi0558XNu7eQ/qrQJgIgmQAAlcwQRsWv5XHrqArSfisPSxMVj1+AQcuZiGuduOa2TFokw8+OUGXHNVC+x+fpL+3NKr7RWM8/J2/WBCEXZfKKzSiFJ51WW3CBe9TverY/2w8UQBZm41DNaqZK4mYf4dgbi3V+NZCguKsrHzyIJqWlP35LhZ25C8+AC8osNQVlJZ2cn+NVYr/lEf3YaoWbchfcspJH2zT1eiFPjTz65Ey3v7oeuie3Xauf/baGrAuTfWw71NALqv+CP8BrTF6ed/Qmm+ofykBXuQfyYF3X68HxF/HoK4uTuRs8+gCJoKqMXOxt++R9f2PWut+BcWAW/P9cJjd+dXKj19w2mcfWMdPDoYXihUZvYKVHtlUFImA6j4HdIPs0FMpV41jYMnbvDFnMkBCPN2wh3zU/SbbmvT8tdG+mHG0OpfSFXdM2+rbC+PMkybnItXZ7vbysrzJEACJEACzYyATeV/9YHzGBoVjnbBPugY4osRXSOx+uB5jWGDDApyxBr64sQ+8Barp7+nK7pH+DczRA3bnULxKnlkeTp6f5CATm/HY+ScZBin8+fuycXNX6Vg/JfJ+tzEeSlINHtL5Q+H89D/I8N1o79IxtFkg4vKxphCnb7sYB72iPKv8qhPvNm1ni6OiJSXR03s5I6bunti9ZEKxVBZD+9dlIZ//ZyJbu8m6M+284ZBhGrT4E+SMOXrVKw8UXGNoqLaPXNrNq7+0NCmaz9NwtEkQ5vyisqg3mqpyoueGY+/rkhHUWWd2yrY4hLRXEWyc5OwausXpjzGdFNCHXdC7+yFLl/fDb8h7apcmb7+FLx7RsCrVwsUpRrewpm2/oTOl7X9rN4GT+4BB0dH5J1NRdav51CcUYDilDxkH7iIkDt6wsnLBQUX0vXsQNZOw/ORtu4EAsdGwyXEE4Vxmbqc9A2nqtRfU8K+E4uRV1CAMdc8UVO2SucOn3FEYqYjhvau7MLk1TMc3ZY8gBb39qmUXx3YK4PsnETMXvIUCopyqrS5poSfZICr7lv1jKlnTT07SpQbjbrXjfLJzhz8ZVm68RCH5f69ZlaizqeeIXXvzpI3Mf9wJE8/q+ZDkEflOX5xvWEQfT6jBLctTNH5VX2f7c41lal2gr0cMCDSFR/f7A9PVwfM2p5tOq/aYHyG1PN/Mcv2g2Lrmf/mQMX/Fao9L2/IqjJ8uu7qYqzb7QY1O2Epb8xZikfe+BJxyRmWp3hMAiRAAiTQxAnYdPvx8XBFdoFBIVN9zRBlPy7V8IfrrGwjg70x/ast2HIsFiO6t8a067qiV2RAE8dy6Zr/xW852HC8AF/eEYBADycsO5Zn+qOcmluKI3FFGN3FHX8d4oPnfkrH+79k43Wx/l3ILMHTKzIwsrM7bunmgdfXZeHB79OwdVoI+oa7YN4dQZi5JRvxoji8LdZ9JcFSvqWoP/S/ygAhzKfiXIrUu0PcChKyxCVhrC+KxT3dsdy7YHyUh5Tvij99nyouRZW1hC/EF/mzbdm4t78Xbu3igY0SF5CWLxeLqIHEBhksqPJcpLB/rcrAf1vnYYq4DtUkby+YgHYtO2Forz/qbCkZZ/DN2ifh7emPhNRYGRQYlDjzMnp06ItJN7xjnlRl3zXS4KZT5YQkFCZkwb11gPb3v/DeRgSO7Kyt/ypvYXw23ML94OjmhLPvbkLQqM5IWXMURck5KCsfzbi19kfyfw/CydsNLoFeKEw0PB/KFchNZgVyjyYhbf1x+F3TFkXl56y1w1raul1z0C6iHfy8I6ydtpp2RJR/f/cyBFl02SXYwL4kpepl9sygamtrTlEK/GOL03B9R3f86UZ/xGWXIrH83k3JLcG5tIpBUaLc++fSKu7rfBm0pknae5sy8UB/bzF4OCNZrh/S2h1PL8/AL+cKMai1/J9YWIY1MoB+9ya5b2REcPc3qfB2c8BnkwKhXHVm/i8T4zu5IczizbfKaycqzBknywfui4/m4b2NWfjrtd7o1dIVr67LxOuiqH80sWYjiq1nXk3qPCWzDb1buOLXuEL8Sw3EQ531c2qk1zHSMJQ5HeuIqNaG59Z4Lj45HRnZeSiyNjIwZuKWBEiABEigSRKwqfyP7hKJpxdtx7L951FUWopVe8+YOpomAb4n4tLQq3UIfnx0HD7ZdBjPLd6FZY+MMuXhTmUCygXHKG0CnPCYFR/6t0f7w01+mcN9vLBErPlKVoklU8nbY/zgIX77+dcC/1iShnNicWwtvvudRUkJ8HRATqGD3teZzb72iCX/RnE3OC2KUYm04bVxFb7exmxzJgXo2QHjsdqGisUy1MsZKlbAUr4W5b9XKxc8e53BLSFa2mCUlWJp7SmWTgkZgRredBDF45t9uTaV/4dv/hw/bnwOn/34N5SWleLD7x5Ez6gBGD/oeVH+DyO/sKq7UqBvG2O19dqWZBWI73sA4j/fCd/+beA7uC1S1x7VniYlWflwkhmtjE0xyD+bhg4f3KSV/9KsQlH+DUqkuv7i7O3oNHsyYp5ZhdLMfFOAr6PExpz/vw2I/MtQ5BxJEDeg1Fq38XTsVqRlZeGu0f9X62tUxnPxjogIq1Boa3OxvTHYuGcWLiYdQ0GxwYL+3boZcHZ0ResW3TG4x0M1dumrvTlQ/vWzbvKHbOolfxVXm3t6ela6tpP46S86lKeV/+XH8iETQRh1lRv2yYA9QQbnw/t6iX9+CXxloOjj7oCv9+Xhb1ae7wCJJTlePkM2X56hAE81WHNCjAxCeop73hKx2qu1FdT/AdWJt8we1PTM3ynxAfnFZdh8tlBmTcr0bMOR8jqNZYaHGP4vOpdQVfmfcF1fpGVmI8CnMgPjtdySAAmQAAk0XQI1/HkxdGpEdDjixvTEO6v3wkksuJMGdMSW43H6pJ/MCih5YlR3BHq5Ydq1XXDLhytxMSMP4X41W3j1hVfg15TuXtgkbjp3L0zVysNk8aN/aXiFT69SBIx/9KNDXPBJRrZ2l4kTi746pxR/JT3EeqhEuQgo5d+WBHo5YqxYIq8SZWRYWze4WvzyqmzlFlQXSZS6b+xaNQ4gJbcMMk5EhlhQ15S7Cnm7Oso9YtPLDIG+rdGn00Scj/+PVr49PdzRL3oyXF084OURIn7vFayMbbWWZjxXm62Tjxuyf7uAwqQsREsQbNbWszp4F4Laycddp8d+sAmtnx2BMtUxEUcfV1H+DbzOvboOYVN6i++/v/j7F8HR1x2O4malJGHer+IS5IqAcVHI+i0Wzn6197H+afsHaBEUIp8uuqzafrVuUYrYhLr9lvbGIC8/A1m5KeKSYph1zMlNl+fFCbmSbksuSIBsdAvneiv+qnyl1FvKJJm1milW+RIZgP94KBfDo9xlkAHEpBsGgadTJT5EPkq6ihXf1936/Z6aV4Jgb8NzHJ9RKoNcmUUwc6nr38YNmQVlCLEI7rVsT03HH4lb0SxxyQv3c0akv5P+P0S54pnLxSRDG9rI/WIpI6/papnEYxIgARIggWZCwEIFrNord/nr9tDgKP1RZ19asQdtgw3+BKE+BgXfzcVQjFu5wlPIqeKqIMtTAsU6/40Ez6o/7vPFQvnvTdmY0NkN/SIMAynlciAGO6i/+zHinuDn4aAVjBC5Tp8Tg66zKBynypWMII8KBUP9KVdWfWvSJtAZ08WNoTrxcqsop7o8lul+MmA4EF/hEmY87y9tVjJc3C5mDKm+TmN+8+2H390m7gaZGDngTvy88xv07zIany9+HFdHD8GBUzu0/7t5frXfpV0P3Dnq35bJtT52DfPRK/K0fWakKOduYuFPhXt57IprC2/x78+H38D28O4Tjqzt53W5LiEy6ClfvrNYZgdCp/ZFSY5YWcWFyDXU0Gd3cX/LOSZ+4wvu1teo4F+vHuG1aldCylHxt07EH8a/XKv85pm6tC9Fer4DkjMcEOxn/X4wz6/27Y3BmIHP6CZmZF/EOwvuwv0TZ9c64DnUxxHrjsmUkxVxl/+jcmVJV6PElD9HxmPjVlniLeXmaA+8JqteqXiCveeL8NnthoFoCwniVfK4zBYYB+XGay3/K1THxxKKMaGrYRCoBsROMoXw/2TWrTqRiQQtudIld4v/sa098+r/D6X4PybtmSYuecotqed7CTAP8FYFnrhgeE7bhVfwMNQkbTwbL89hLqLbhsPHq/YDVuP13JIACZAACdgvAZsaX6r8xTkQm45CcQT/+ehFzN98BFP6XaV7NCyqhd5+se2YfgfA17tOoV2YH9oG1U3hs188Dd8yFain1sv3Ff/goW0Nf1RzLfTnz3dla4v+j+Lyc007gwVycBtD3v/szEZSThnmSEChChxs51+hDfQW3/yj8cr6WKL/4Dd86yuXOEriD7aJn/8ycYFQCsYOiSVQ/tbK1aKv+EWr9v920dC5g4nFWmmqXELVo1HX/BlP/2EVOrcZoU8O6/MYZtzzLXpF3YQnpy7H8w/+VOUzeeS7VQuySCmV91QUXshEUUouTPvJBpcS/+sN97OLKPpFyXlIWXUU/sM66BJ8BrTSW9eW3igtKEHSd/vg06cVnH3d4BzkAe/u4TJQEBcqGXQlLzqoZwx8+huuCbihg7b0O8msWPZvF/VAwH9Ye4uWWT9cteMd8fP3RofIa61nqCE1um0pQn1LsWVvudZolrfwYqbEMRhcp4risqCOldgjA7Nm12l3YmcPUfDL8L7Eoyjf/FiZoVpz0uA2119c0TLyyrBXBq375FnZKc9jbUU9s73lvn5mZbp2g7u2rWHA3kdibpRb3MzNWTo2Rynfqr79ouQbJTG7DFskXuC+/6ZBxRX8+RrD/5HjZOCv4nxWSByQuk4F6X8lAfjm0knc6ZQb05d7cnTbzQcU1p559fx5yf8NKv5Guf6oWYAi9YBayMbdzrihT4E2JlicwlfLt+DDhatxNiHF8hSPSYAESIAEmjiBCs2xmo6kil+/cuUxyrTh3TG+h0G5UW4//3fHYDz17VZ88NNeREcG45lxfY1ZubVCYNs5CfbdkaNdftTpUdHuuK5ciVDHSon4ZFsO3t+YrfffnWAI/FMWRRVYO0uCetVH+Rt/IMGGahbAKGM6uGOp+NqPn5uk3W7WPRyiXXkcHQwWPmO+umzVaj1GxeEjqVd9Jor7wzvi+vCkvE/grFhOZyxNxwwpVLVp3pRAXfy74/10QPKdCyqUh+mSf0zHqu4U5u3p1Hq4PnSV9exbtWit9308Q6A+Bqnd+ujlmU2bvCNJOP6X/5qOD02ZD79+rdH+vYnw7huB0Nt74cRff9Tnffq2hlrdR4ly2Wn34miceXG1XqrTTWYJrnrvJn1OfbV6chhOPrYE+4Z/otPavzbO9H6AkLt7IXt/HA7e/IU+1+LuvvDqaRgw64RqvjJz4nHq/EncOuwv1eSoOdlVEP3j3lx8+LU7br7OEHxsvOLQ5PnGXZycsVTv997yF7tjYGykcvW67fpHxU2t9m6E6nl6eJA3Phbrt/ooeUwCakd1cEN3eY56iF+9Wm5T3a8dxLXOmlT3yNwu9/4zosTfJD71xqfKXabpPrktAI9KkPFwWfFKiVLWP5Y0o6gAYOM6/4vuDUZEecD9Q/28cUyCf1X8jlHUwPmeXhW+9qqef4pr4PubsvCpDGhekmfPGDhf3TOvYhbekpWI1P81yqUvTFz6HMw6lS+xQV8s9sD81yvfH8Y25KhgHRE/r9pzN17LLQmQAAmQgH0TcCjJialqErJos3q7b7K4NoT7e8gfMPmLaSFqvf/knHy08G38PxTzl2/G1AlDLVpk+7C+16mSf8+16npljVQ+/Mpqb668q2Uzfzqaj1UPBOOCBA62El9dZcUzF+W3G5dVChUsbHnOPF9j7udIfwyxB86meAVj/crKmpJXighRPoyxDMZz9rZVbjtlYt13Dqx6H5fJzJda2tMlTNx9LEWeoKLEHD0T4OBs5fmQ6xxkKVwnT5tjbV3yonWPi9vFfvzrgbWWNdX6OCvXAW3H+mPLl+mIbmfzETeVay8MTA36HTvKQq4C4oPFtUZZ7c1FWdjValjmz5/5+fruq+dArZal7ve6PJ8qwPdcRrF+D4BlW+vbFtX/eFnlyFosz/yVEk+0yA1b51ZV/nNlRbeHX50tKwC1xHMP31zf6nkdCZAACZCAnRKolTai3ubrFWRF6SnvlLP8lbscir+dMrXZLLVSR8eg6tErf/+2otxbExXw2z7Q+jlr+RsjTbkYVNcfFbPgZ2XJ0cZoV13rUFZ+VHObK6XequKvKpHfq9pzclq5B9VFRsua/mMHVn9/1KYsH08ZdG2ssCbX5hqVx14Y1La9NeVTin11z4rRT7+m6+tzLtxsCd26XK8GxtU9Q3Upxzyv6r81xV/lmTquSH/M8xv3kzMyZcAYgbvHDzYmcUsCJEACJNCMCPw+DaMZgbCHrgyU6f4gmaKnXNkEfL1suwZd2YTY+0tJoHWLIDzzxxsvZRUsmwRIgARI4DISoPJ/GeFbVj2olSvUh0ICJEACJEACJEACJEACl4IAzcyXgirLJAESIAESIAESIAESIAE7JEDlvx4/Sn0CjOtRDS8hARIgARIgARIgARIggQYlQOW/QXGyMBIgARIgARIgARIgARKwXwJU/uv52xQXVbzAp55F8DISIAESIAESIAESIAESaFQCtVb+1Vr/WWoxaoom8MWTf8M/hg7EN68+TyIkQAIkQAIkQAIkQAIk0CQI2FztJ0Pe9Pj6qn1YuScGeUVFGNo5Ah/dNUReH++E99cdwkdr91Xp6Kanb0G4X93WNq9SiJ0n/Om9j3B85y/45PF/YOyfHoFfaKidt5jNIwESIAESIAESIAESuNIJ2FT+Vx66gK0n4rD0sTEoLivD1M/XY+6243hkWDQeHNIJk/q0MzGcteEw9p5LavaKv7HDrbt017t52VlU/o1QuCUBEiABEiABEiABErBbAjbdflYfOI+hUeFoF+yDjiG+GNE1EqsPntcd8pHXUkYGeOpPC38P/O/IBdx29VV229mGbpiDowFfSVFhQxfN8kiABEiABEiABEiABEigwQnYVP59PFyRXVBkqjgjrwhxqdmmY+PO1hMJSM7MxS292hiTmv3WzdMTQS3CcHT7VpTJrAiFBEiABEiABEiABEiABOyZgE3lf3SXSGwQ159l+8/jh71nsWrvGaTn5lfp07e7T+P6rq0Q5OVW5VxzTrjn+Zewa9VKvHTzeBzeuqk5d5V9IwESIAESIAESIAESaOIEbPr8j4gOR9yYnnhn9V44OTpg0oCO2HI8rlK3U3MKsGZ/DD6699pK6VfCwZovZ8Pb3x+TnpiOyE7RV0KX2UcSIAESIAESIAESIIEmSsCm8u/u4oSHBkfpj+rjSyv2oG2wb6XuqhkBDxcXDO8UXim9uR8UFRbiyM7dmP7e++jQt19z7y77RwIkQAIkQAIkQAIk0MQJ2HT7Sc0txIHYdBQWl+Lnoxcxf/MRTOlXOaj3250ncNuADnBxsllcE8dVufklovwr8QkMrnyCRyRAAiRAAiRAAiRAAiRghwRsWv6VS88tH640NX3a8O4Y36OV6XjvhTScScjAu5MHm9KulJ2EM6d0Vz28va+ULrOfJEACJEACJEACJEACTZiATeW/Q4gP9r18B5Kz8hEuy3laWvd7RQbg5Jt3NWEE9Wv6vGefwN5NW9D56r7wDeELvupHkVeRAAmQAAmQAAmQAAk0JgGbyr9qjHqbr1eQV2O2y+7ruvlvT2LSU8/B07dy/IPdN5wNJAESIAESIAESIAESuGIJ1Er5v2Lp1NBx35CQGs7yFAmQAAmQAAmQAAmQAAnYH4ErK0LX/vizRSRAAiRAAiRAAiRAAiTQaASo/DcaalZEAiRAAiRAAiRAAiRAApeXAJX/y8uftZMACZAACZAACZAACZBAoxGg8t9oqFkRCZAACZAACZAACZAACVxeAlT+Ly9/1k4CJEACJEACJEACJEACjUag1sp/TmEJsgqKrTasTFJT5GVgFBIgARIgARIgARIgARIgAfslYHOpz4y8Qry+ah9W7olBXlERhnaOwEd3DdFr/6tuzdp4FPO3HkVyZi6iwgPx1NjeuK5jmP32mC0jARIgARIgARIgARIggSuUgE3L/8pDF7D1RByWPjYGqx6fgCMX0zB323GNKz4zD++t+g3PTuiLw69OQZ82wXhz5W9XKEp2mwRIgARIgARIgARIgATsm4BN5X/1gfMYGhWOdsE+6BjiixFdI7H64Hndq7Op2Xo7oF0IXJ0d0at1MC4kZ6O4RDkCUUiABEiABEiABEiABEiABOyJgE23Hx8PV2QXFJnanJFXhLhypb+vWPp7tQ3Fk9/vwOColvh6+3Hcf100nJ0cTPm5QwIkQAIkQAIkQAIkQAIkYB8EbCr/o7tE4ulF27Fs/3kUlZZi1d4zppYrFX9cjzZ4fekuHI1LQ3FxKa5pF2o6zx0SIAESIAESIAESIAESIAH7IWBT+R8RHY64MT3xzuq9cHJ0wKQBHbHleJzuwc6YJK34r/zHBESF+mL21uO49/Oftf+/cgOikAAJkAAJkAAJkAAJkAAJ2A8Bmxq6u4sTHhochY1PTMR6Cfj1cHVG22Bf3YPdZ5MR7OupFX+VcF1UC51+OD5Db/lFAiRAAiRAAiRAAiRAAiRgPwRsKv+puYU4EJuOQnHp+fnoRczffART+l2lezCsY7he4nPNkVhZBrQEi349A39Pd3Rr6W8/PWRLSIAESIAESIAESIAESIAENAGbbj+p8vKuWz5cacI1bXh3jO/RSh93j/DHH67tgmcW7UB6bj7ahfnhXzddzYBfEy3ukAAJkAAJkAAJkAAJkID9ELCp/HcI8cG+l+9AclY+wv094OJUebLguXG98MzYnkjOLkCYj7v99IwtIQESIAESIAESIAESIAESqETApvKvcnu5OsEryKvSheYHTg4OVPzNgXCfBEiABEiABEiABEiABOyQQGUzvh02kE0iARIgARIgARIgARIgARJoGAJU/huGI0shARIgARIgARIgARIgAbsnQOXf7n8iNpAESIAESIAESIAESIAEGoYAlf+G4chSSIAESIAESIAESIAESMDuCVD5t/ufiA0kARIgARIgARIgARIggYYhQOW/YTiyFBIgARIgARIgARIgARKwewK1Vv5zCkuQVVBstUPFZWVIys63eq65Ji46lIf47JLL0r0NZwpwOrX6uovLgAX78pCRJzsUEmjiBGzd7028e2w+CZAACZAACTQqAZvKf0ZeIZ76YReueeUH9H7hO9z/5UaogYBRPlh/CEPeWIKBr/6AG2Yux8mkLOOpZr19/qcM7Iu3Phi61B1/cW0mVhzLq7aagqIyvLwmA+ezKn6n6jJ/sjMHnd6O15/omfGYuigN284VVpfdLtL/KX1bfbLAalv+ezhP9+XJ1RlWzzd24u7YQvzpx/TGrrbR65u3Nxfvbs2uUu8936WZ7q+e7yfgbyvTcT7D9n1pXpCt+908L/dJgARIgARIgARqJmBT+V956AK2nojD0sfGYNXjE3DkYhrmbjuuSz2dnIUP1+zDW7cPxM7nbkNkgDdeXPprzTXy7O8mMP+OQNzbq/qXrtWlgjKUyVubHbB+WgjmTA5Eel4pnlhhH4pzdf3YdqZQZj6KrJ5eeTQfjnJXrz9uHzNRCdml2CYzNc1dDiYUYfeFqoPGUpkV7BbhgnUPh+DVsX7YeKIAM7fWzUDQkPd7c/8d2D8SIAESIAESsEXA5ht+Vx84j6FR4WgX7KPLGtE1EqsPnscjw6Kx+nAsWof44tqOYfrc5Kuvwt8Wbka2uAd5u9ks2lbb7P78QrF2Prk8HSWlwF+GeGF6f2/d5hkyKxDp64S/DTIcT1ucjqtbueLGzh648cskfHJbAHq1cNF5lx3Lx8yNWfj5oRA4OwAf/JKN78RlJ1ms9gGejph9eyC6hRpYzt2Ti9k7cvR1j0jZd/bwMDHaItb6GcvSkZFfimEd3E3paidPZgKekdmCtaIYl4gyNrKzO2aO8RelvyJbhI8T1Ofxod54+Ps0PavRKdgJd32biiPxRSiVPrYNcsb7E/0RHeKMVaLEvbE+Ez8/GALX8p/6+XVZSM0twaMDvfEHuU4pfqXiedQn0k0rwDOu98F9vT11pWrGYfaObGTllyG6pQv+c5M/wqV+5a605HAuPFwcsfNsAa5u7YY3x/jqtr2zRdjszdHuTLO25GCulBHm64xl9wbpMkukrh0xhXhsqA/eE6ZHk4vROdgZx2RbU3vUdS+vz8LiA7kolIP+bdzwofTT180BJ1KKcZ9Yr9c9FAx3+YGUJf+xZRnYKoMlJcNnJ2NwOzf8dCRX9/WvUve9vTxldqwMwz9P0uyLVJkfJej8z430w8ROlX8ffaIRvgplouofP6Vj66kC5Er7Wgc646cHgiFjP6h7a4m4shWJz9jJpGJEhblgzq3+CPU23CQ/yIzKm/J7K1cydR98cKO/ZrtReD+xPE1cAg0uZsZ+Lr0vGC3Kr/WU31I9D+rza2wRvt0j9/A4Q4fVjMHPci+1DnDC4v2G2azPbg/AIHlearrf1W/2/rZsfP1bjr6HwqTsz24NQGe5N23d7/tPXMBn3/+MXp3a4o+3DmsE8qyCBEiABEiABOyHgE3Lv4+HqyjzFVbWjLwixKUapvf9PV2RmVNh7csqNORLyqreJcV+uv77W7JXLJ3KmnlrT0+8vzFbFF+DAnQ+vbhSPMA5OU7KKUGol4NW6P/fb7mmyr/8NQdRIS5a8T+UWIz/iIL7mCjga/4Ugr9f66PTjZnHR3ng41sCUCKaT7KUZy5PrcxAmyAnfCwK0ElRds3lXz9nYsOJfLw81hdvTfDX1lflHmNNtpa7/ChFXA1qomXgseDOIHw3NRje7g74owwMlAxt4ypxHiVYfsJQTpE0Z5Eo5v1FaSuQ/bTcUrwwyl/nTZS2/mmgFz7aYrD4Lj6ap5Xz+/t74QuZxVBuSq9vMJxLyyvBvgtFCPNxxEfSl4MXC/HDQUMd9/b2wrw7gjRDxVztfyD9Mcr284VQivZdci5YFM8VMrBSYqs9isU3okT+cYAXXpHfU/2uL4miqyRPUCZLPxULJbnq2Myd6mJGMZYdzNV9HSlK/RvrMmUuBfB0dcCXMpMyXQZpaiZCtVV9rmvrpsup79dbX43D859dX+Xz/foZNov8Qvq44XgBPp8UgFUyaJvQxV23VV2YKr/XkbgiXCXK87/lHkvILMb7MhBVciGzBE/LbJAaFP1Hri0WFg+W3wd9w110v4a0d0cHuY+N/Qz2MBtZ6lKAYrkvfhW2YXJvGSVF6t0RU4Bdct+p+/P50b5wlMGIkpru9y/kGfpMlP9benhisQw07pJBZZoMfJXYut9z8wqQkS0D7PS6zUDowvlFAiRAAiRAAk2cgE3z/OgukXh60XYs238eRWL+XbX3jKnLwzuF47nvt2PWxiPoFh6ILzYf0ecy8isrn6YLmtnOxG4e2oqrLLlK8d0Qk49bu1RY4611925RUt4UK3PRaD+ki9X7oFhCZ082zKqY5w/zcsQd3SuXpQYPoV7OcHcp147KL0gU5VQppJ/LjEIXZfm8FvjbYoOSrrKsFOW2Z6QrJHwDeaLudRCF/pt9uZhSXr5SmG+cn4J4UWSVZfe2Xh4IkbqUvCaWahVcvEOUtnZiKT4Ya1DEvUW5ve4qd3wtFuNboz2wonwQoPp/Os0wMBkf5YYvdjvjaql7mCiHH4uypmS+KG5qVsPf3QkxkrenuIUsOZAH83jy10b46ZmJoR3csON8kcwmQA+eVP9dxQLf0sdBW3l1geVfKg5CWbOVxX5Ie1esEeX/8cGG2ReVpbr2rDiSr69TMxZKdskgYo3MkkAGArWRyfKbqrL7R7jiB5m5OCKWc/U7KCv0qdRisaxXbWtN5W7bPweJ6aerZGkV2h13jnwF+YVVldZA3zZV8lsmqJkYo7QRS/tj5f01pqnt26P9oSbtDvfxwpLyQZea5dHnxvjJjIwD8uX++seSNJwT3/3Wfk66nwGeDjLbYb2fe4Snur9OCxc18/TauKpc58igQs0MmEt197vK87XcQ71aueDZ6wzPjpqNMoqt+71VyyBMvK4PWoUFGS/hlgRIgARIgASuGAIVfzGr6fKI6HDEjemJd1bvhZOY5CYN6Igtx+N07lAfd3xw97WY98txzJUBwKQBHTA7IQPBXr/PullNU+wuuWuowXVHNSzS3xm7REG2pfzf1tUDr4l1WCnLF9JL4CPWdGVFV9JVlPJJong/J1Z89blG3EneGetvUsR1Jitfu2QAoaSTuLgoMboJqf0UmY1QLjsZYmFdI9Z/Jd6ujgiUwYVRlGV6bCc3BHl5YpQo6f4eBsVfuYlcL64r2QWl6NzCWVxFDFcoK79yGbq3jyfuF/eepJwyfC3uG2owoAYFSlSZSlQ8gZt8XCW/aoeS+IxS7RJkbI9KU1blzHLXkZaiUBpdkoK9nHAmpWJ2SeWtTtaLVVsNKj4Ui3VyTilixGUnuXw2pqb2qBmMTmEVj0J3cXkxuqBUV5d5eo8Wht/POGBScRO/Ry4mH8HF5FNVinBz8US78EFwc6k6WLSWZlnAlO5e2CRuOncvTNW/z2SJG3lpeEVZip3RWy9arPifZGTLTAoQV+6CphR/JT3KWV2UdKX82xJ1r6n76yoZbAyTmQ+jm5jxOlWvpeJvPFfdNlHqvrFr1biX2tzvESH+mDxqQHVFM50ESIAESIAEmjWBCo2nmm66ixb20OAo/VFZXlqxB22DfU25x3ePhPooWXMkVm/DfC+PT7OuvBG/zog7j1GUMtItzKCMuDs7isJcYWWNFSXfKEqBGh4lFnNRlhMyS7XLkPGc2ipL+0s3+GG1+GU/JfEE82RGwdx6bZ7XuN+tPH7gvNTTViy6Rsu7Om9U5Id3dMeMIRVWcOO1aqss08Z4BfN0tZypUvx3PxqmlfFZ4qN/XAI7jQbkQa1d4ScDhf/sysZesc5/cUeFImlejuW+UgadRBv/f2LtrY8otxDlQmIuanZCuRq1EGV0i8QKGOWn43no0dKgnBvTLLf+Ho44a7Z06knZN86ueJQ/IVmFpfCSEcxJGVDUSYStsnbXRSbd8E612V//cjTyCir6Z8zYpV0P3Dnq38ZDq9tAsc5/I25WapA1X+6rf2/KxoTObugnMxZKFD+1TKyKPYlJK9a/rRqEhch1+pwwd5ZjNZuhJEi4GUUNC6rrZxuZjbF2fxmv9XKrKMeYZmvrJwOGAxKLYim1ud+zcwtw+Ews/Lw90alNC8sieEwCJEACJEACzZqAzb+6qWLuPRCbjkJx9P356EXMF9eeKf2uMkH55UyiuGuU4phY/N9cuQdTBkaJomizWNP1TXlnxeF87bailOR88Vu/XlxNlPSLdNHBqgliUf6u/Jx5P/8gFnOlLMeJ28RU8U83igpQVT73SsEaIr7z7jKxYD6IMOaz3LYRhVfNIHy8M1tb4b/YbQgKVvlUMGdfUdJ/FBeO3y4alKWDElvwU7krh2VZ5sdKmVO+7hmiLCpXloV7DC4/5nnuED/8hbtydP2DpZ7ayDhROJV/+Qqx1CtlU70v4SsZDNVWukmA8DoZHCmrvgr8VLJU4gjULMOP9wTh2ymGT1fxR19Z7vdvyGX9e3BbVwlyLYIKXlXBwWvlmp7lCnEHCW5VswaLxC1JWboXibtUXaR3S2c947FGliZVff298uTU5Xj+wZ+qfCaPfNdm0ap/apCk3KKGtjUM0HMt9OfPZSCn+qnuFzXzpGRwG0Pe/5TfX3N25+qYhnYy22WU3uGuOCpL36ryjb+J8dyl2I6SoHW1ipIKmFf1Kbe0w3KP1uZ+P5+Qgg8Xrsa8ZZsvRdNYJgmQAAmQAAnYNYGKv97VNDM1pwC3fLjSdHba8O4Y36OV6fiJ77YjPs3gy31911Z4akwv07nmvqPcWUbPTtLdHCfuPCpIVsk4Ccz9em8erv04SbuhKLcGc1GWVpUWJBbwVmZuE7GidP25PJBS5e8gfszmftnd3k3QAa3q3EcSGKw+E8Vv/x3xxf6bBAe/siZTu6sov3dzeXe8nw7QvHNBiil5uvjCj+noBgf5V53cJv77C8S3evAsw0o1/cVlQ8UWiDHbJHf39NCBlyoA15qonqv8ZpfgoX7eWslWfuNGUQOUe2SVHPOyjecst/fJ4Ol5Wb1ItUsNetTMxFpZ2lOVYV7PcIkXUIzMfd2ttefBvl7YIIOJPy1K1VWpYOFXRhlmt1R591ytgpUNvHtIfIKlGANUTelmjVD3hFpd6dEfDX19Tsq9pxpWputr2HF2UvVXbUMNl5hObTtXgC9ltSijC9SoaHcJQK4YsKnZjk+25ejgdbX/bnkwtXLzuVeCs2cJA/VR139wU4AepBoLHyMrTC2V2JLxc5P0YEct7alceRxr84MaC7HY1nS/Pyn371mZgZixNB0q1Fm1ad6UQF1CTfe7ypCVa3B/8/W8MmYoNRR+kQAJkAAJkEA5AYeSnBib9kj1Uq/krHyE+3tUseoXi9ktNiNXFFm3y7K85/zlmzF1wtA6/6D1vc6yImV9VrpekLhGWIpaJcWaL3OWLLPY/8MEPC8uPubLdarrlY+1eglSqLejyX/estzqjtUShynib26tTnWNCuZV5yNEKTP6dldXlnm6ssz7iWuG0efb/JxaYvRB8fs3Knvm52ztqwDfcxJkHCbKtrJGX25R/uJ5MotljV+6sFMzMsaYhsvd1vrWny33nvLhV1Z71R+jzJQXdP0kQc6rZOlPFYvSyt9JW9GN59VW3V9xWaVQwcLKwm4PopZUNcQeOFe5p6u7379YvBH/23UYL0y7FR1ahdlDN9gGEiABEiABEmg0ApVNxNVUq3ydvYKqBtep7M6iBbQJtH6umuKaVXKwFaXf2EFrSuRn4jLxlSzv6SPKrrKsW4rysW4faKaVWWao4Vgp55HGSFkr+ZR/vp+VJRitZK2UZFyvvVKiHDy+KgM/i9vFtWL1tdZXy/yWx2oA0lHcauxFDAM46+yNvuT20tb6tkMNXmpirvz9VdyINVH3V33vTWvlNUSaVw39qe5+d3FxwciBPaj4N8QPwDJIgARIgASaHAH70byaHLr6NdhTiN8uL+e6Xdx1LFc9qV+Jl+8q5br0d1lq8a7u1l1+Ll/LWHNdCQwUl6kgC/e0upbRVPJPHT+oqTSV7SQBEiABEiCBBidA5b/BkdZcoPJrby7yr/I11ptLf67kfqg36qoPhQRIgARIgARIoHkTUPGPFBIgARIgARIgARIgARIggSuAwBWr/NcnSPgKuB/YRRIgARIgARIgARIggWZM4IpV/pvxb8qukQAJkAAJkAAJkAAJkIBVAle08q9eYlVcImtrUkiABEiABEiABEiABEjgCiBQa+VfveFXrfdvTdSLAtLlTcBNTbac241+/5mMQZ/ejV8u7G9qzWd7SYAESIAESIAESIAESKBOBPRqP0qpX7jzJOZsOqIv3v7MzZUKeWvNfny2/qBOu0He4vvBlEHywifDWuA/Hb6AJ77+RV4AVIR2YX6Y/YdhTWbd/+va9MP26d9gyneP45v9KzAwskelfvOABEiABEiABEiABEiABJoTAW35f2PVHnz1y3F0bxWEYrHwm8u2U4la8V8wbSQWTh+F9YfOY87W4zqLGjQ8Mm8Tpo/sjv89ZRgwPPvjLvPL7X7fzdkFnUPaISM/2+7bygaSAAmQAAmQAAmQAAmQwO8hoJX/h4ZEY/2MCRjeJbJKWSsPnkPf9i0woG0IkrPz9fkV+2L09n/HLurtAwM7wtHRAWcSMrD9xEWkNjEXICdHJxSXFuu+8IsESIAESIAESIAESIAEmisBrfy3CfKCk4OD1T7GpuWgfYiv9vd/ecluTOjTHheSDVbyuIxcRAT5wF1cgF5cuhsT+16ly0jMyrNalr0mdg+LwrHEs0jJzbDXJrJdJEACJEACJEACJEACJPC7CdgM+M3KL4KHmzNmrj2AIVHhGNU1Uvv3G4N8vdxcsOZILE4lZuCJUQaf+Yy8phX8Oz7qOvSO6IQRcx7AHd8+/ruhsgASIAESIAESIAESIAESsEcCOuC3pob5uLtg+8l4JKbnYo24Bq0XVx8PFxeoeQJ/T1ed/vLSX/H25GtQUqqGBICfh6veNpWvvfFHsevcQTzY/1aM7jC0qTSb7SQBEiABEiABEiABEiCBOhGwafmPCPDC8Yup+OfEPggUZf9kYiZahfjoSlr6ecoSn/m45qoWGNguFKeSMnV6Cx+POjXicmded+oXRPiH4ZEBd6NjUOvL3RzWTwIkQAIkQAIkQAIkQAKXhIBW/gtkhZ+zKTlIzspHQVGJ3k+QfSVjuxmU4Qh/TyRK2uJfT2NsD0PasKiWOk9EgCfy5bovtx5D/w4t9YyAPtFEvvKLCxDsFdBEWstmkgAJkAAJkAAJkAAJkED9CGi3nwOxqZjy8RpTCcPfXoJB4t8/74FhGHRVKKYOjcbUT3/W56/pGI4HBnXS+94SC/DeXUPx94WbMWvtfrQI8Ma8B683ldMUdspQhpOp59HWP7wpNJdtJAESIAESIAESIAESIIF6E3AoyYkxOOrbKCK7oFhb94O93arkLC4pQ4IsAxrh1/juPvOXb8bUCfXz0992fi8eXfq67s8nNz+PfhHdqvSNCSRAAiRAAiRAAiRAAiTQXAjYDPg1dlRZ+dXHmjg7OVwWxd9aW+qS1rtFNJZM/RChXkFwdbLet7qUx7wkQAIkQAIkQAIkQAIkYM8ErmiN18PFDZEuYfb8+7BtJEACJEACJEACJEACJNBgBGyu9tNgNbEgEiABEiABEiABEiABEiCBy0qAyv9lxc/KSYAESIAESIAESIAESKDxCFD5bzzWrIkESIAESIAESIAESIAELisBKv+XFT8rJwESIAESIAESIAESIIHGI0Dlv/FYsyYSIAESIAESIAESIAESuKwEaq38F8pbgHMKSy5rY1k5CZAACZAACZAACZAACZBA/QnopT6VUr9w50nM2XREl7T9mZsrlfjWmv34bP1BnXZD11b4YMogeLg46eM951Px8YZDWH/oPF6ZdA3uvLp9pWt5QAIkQAIkQAIkQAIkQAIkYB8EtOX/jVV78NUvx9G9VRCKxcJvLttOJWrFf8G0kVg4fZRW8udsPa6zJMlbfW+f9RN8PdxkMOCC0tJavSzYvHjukwAJkAAJkAAJkAAJkAAJNBIBrfw/NCQa62dMwPAukVWqXXnwHPq2b4EBbUOQLMq+khX7YvTWz90VG5++Be9M6g8vDxedxi8SIAESIAESIAESIAESIAH7JKCV/zZBXnBycLDawti0HLQP8dX+/i8v2Y0JfdrjQnK2zuvq7IgIPw+r1zGRBEiABEiABEiABEiABEjAvgho5b+mJmXlF8HDzRkz1x7AkKhwjOoaibyiItDBpyZqPEcCJEACJEACJEACJEAC9kfApvLv4+6C7SfjsfTX03hmXC/kFhZr/37r8wT210G2iARIgARIgARIgARIgARIwEDApvIfEeCF4xdT8c+JfRDo6YqTiZloFeJDfiRAAiRAAiRAAiRAAiRAAk2MgFb+C2SFn7MpOUjOykdBUYneT5B9JWO7tdbbCH9PJEraYpkBGNvDkKZOqHzqWrVKkAoIVvvqnQAUEiABEiABEiABEiABEiAB+yLgUJITU7b7bDKmfLymUssGiX//vAeGad/+l1fswfzNhncAXNMxHJ9OHQovV8M6//fM2YDtJy5Wuva7P49Gn9ZBldIu1cH85ZsxdcLQS1U8yyUBEiABEiABEiABEiCBZkNAK/+16U12QTHyZVYg2NutNtkbLQ+V/0ZDzYpIgNZ4YuIAABJ3SURBVARIgARIgARIgASaOAH9ht/a9MFbVvxRHwoJkAAJkAAJkAAJkAAJkEDTJGAz4LdpdoutJgESIAESIAESIAESIAESsCRA5d+SCI9JgARIgARIgARIgARIoJkSoPLfTH9YdosESIAESIAESIAESIAELAlQ+bckwmMSIAESIAESIAESIAESaKYEqPw30x+W3SIBEiABEiABEiABEiABSwJU/i2J8JgESIAESIAESIAESIAEmimBWiv/6q29OYUlVTCUSUpydoHVc1UyM4EESIAESIAESIAESIAESOCyEdAL9yulfuHOk5izyfAW3+3P3FypQW+t2Y/P1h/UaTd0bYUPpgyCh4sTfj2XjL98tQXJmbn63PVy7l/j+qBNkFel65vrwcY9HyErJwkThrzUXLv4u/q1O7YQn+3MxWe3+P+ucngxCZAACZAACZAACZBAwxDQlv83Vu3BV78cR/dWQSgWC7+5bDuVqBX/BdNGYuH0UVh/6DzmbD2usxSXluGxUT2w8/lJ+PmJGxGbloP/bDxsfnmz3j+feBhn46+c/tb1x0zILsW2MwV1vYz5SYAESIAESIAESIAELhEBbfl/aEg0XrqxLxb9FoM9Z5IqVbXy4Dn0bd8CA9qGYOWhC/rcin0xeGRYtE5T6UoCPV0xvmcbzN0oswe39tNpTeFrw2//xuEzWxHoG4YjZwyzG3eNfgad2ozA4ZifsHjDe8grKIC7qysm3fCkTj9warmkv4+iEoMb1CtzRuiu/mXyFwj0aY35qx6W8sIxfvALOv3zJVPRLqI3Rlz9D308d8UD8PMKQWziSSSlp8LF2Rkz7v4eu44sxN7ja+TYDXHJCWgRFII7Rr6NIN82NlE+szYDKw7lI7+oDAGejvjncB/c3NkDx5KL8YdvU1FaViYfoE+km1bIZ1zvg/t6e6JE0l5en4XFB3JRKAf927jhw4n+8HVzwImUYtz3XRrWPRQMd2cHKEv+Y8sysHWa4TcfPjsZg9u54acjubrsvw71wb29PMUFrAzDP09CnrSlSJX5UYJu/3Mj/TCxk7vezy8owox3F8Db0wNvPnaHzf4xAwmQAAmQAAmQAAmQwO8noC3/yk3HycHBamnKmt8+xFf79L+8ZDcm9GmPC8nZVvNuPREvA4VQq+fsNTE7N1Ur2ucSTmLc4D9g1DV3wcHBCSmZZ/H16jfRIjgc9457ES1DIvDdz2/qbnRsdR3un/g2IkPD4e/trffVsZ9nuD6fnpWMjOxEU5czstPEPajiODM7FXuO7YCri7sMKP6GPp2GoKxUYiryUpGUlgYfr0CdnpSWgh0H55nKqWnHx80R/745AEvvD8bITh54SpT0hOwSFMj4JC23FC+MMrjeJOaU4E8DvfDRlixd3H8P5+Gb33LwxwFeeGWsH/ZeKMRL6zP1ubxiFc9RgpLyyaBcdZxVEfdxMaMYyw7m6rJHilL/xrpMyFgCnq4O+HJyIKYP8oaj3GHz7gjSn+vaupm6IN0VRnlITM0wpXGHBEiABEiABEiABEjg0hLQlv+aqsjKL0K7UGfMXHsAQ6LCcUN0OJb/dloreebDhfk7TmHnyTise/Kmmoqz23MPTPwIwX7tTe1bvuVFvX9VRF/EpRxBmxY9cCb2DE6c34COrYaJ4t8bnh5+KCou1PumC2u5o6z9D9+yQOfu0aEysykjPoCzkwt+O7YUZy7ur1WJT1/rg+TcMmw+m49W/k76mhOpJWLB1+M7jI9ywxe7nXF1pCuGtXfHx9sMA7gVR/LROtAZjw701tfsOl+INUfzARkI1EYmy+yBKrt/hCt+2JeHI0nF6BLijM7yOZVarAeVat9SXCRmZOJ1feDu5mp5isckQAIkQAIkQAIkQAKXiEBVrcyiIh93F2w/GY/E9FysmTEB649dlGBfF5gr/v87Fo+XftyBT+4bhjaBTS/Y11X6Y674KwQpmbFwdHAUl6AtJiLhIS1E2c8zHf+enciwVlYv9/Rw04q/OuntEYDUjIoZA6sXlCdOW5yOjafy0THUBQEeBoU/V9xvfMXYrqzvSlycHOAmH1cZGyjLu5Iksex3Cqu4DbqHuWDx/tr3sUcLg/Ie4mW4I9LzKseMGGqp+u3i7IjJowZUPcEUEiABEiABEiABEiCBS0agQuurpoqIAC9sPhqLN+8YpP36TyZmolWIjyn3b+dS8NDc9Xhj8iCM6GxwezGdbCI7ygptKb5eQZJ0CtPEOq/cgKyJ0qlLjVq0WQZnZxfxvc81pWTnVuwbEz3dKhga0+q7PZtRgv+dyMeP9wVrq/vBxGLcVstAW38ZKJyVGQKjnJR9dxeDIu9RfndkFZbCS0YMJyUGoE4irmQlEmtQnfx6+AzUUKFfl3bVZWE6CZAACZAACZAACZBAAxLQNuECWeHnbEqO+HPno6CoRO8nyL6Ssd1a622EvycSJW3xr6cxtoch7URSJv7w+XpMGtAR/doEIyYlW3/0BU38q3fHmyWItRQrtr6M/MJMFBRmYcNvH8i+wVdeda91i15IyUhDQspRlJVVKNBtW3ZHbMJ5pGedx9b9s8VnvnbW8Poik2ZqSRWre1JOGWZurmijrTIHt3XFyaQibIwp1MHBa4/lo6e48CjpEOSsZw0WHcjDRfH1X7Sv6iCmpvJ7t3TWMwxrThag2MoY4P0FP+Hf8qGQAAmQAAmQAAmQAAk0DgFt2z0Qm4opH68x1Tj87SUYJP798x4YhkFXhWLq0GhM/fRnff6ajuF4YFAnva+WAc0rKsL3O07oj7GAo6/dKa4rBuuxMa2pbduGX4Prr74ZG35dgh2HNurmKz/9/tH3mrrSq+Ot2HdiLWb9d7oo/7Ls6ZQvtPtQn6jb8NvRjZi5cKoE9broDyo5SpmKqLTjUIs8lS4oP2gb4ISxXd3xoKzqo6Rva+t+9Gqkp+K6zX+ZB/t6YcOpAvxpkeHaYG8nvDLKV5ej8t1ztQoOztafHhEuOt38y9G8MHXC7DjcxwkjO7vj0R/T9CXPSbn39PTU+7my2o8SF2frsyr6JL9IgARIgARIgARIgAQalIBDSU6MFZts1TqyC4rFlaUEwd4VK7ZUzdX4KfOXb8bUCUMvWcXKop+YekICU33g5x1Rp3qSM05XiSWoUwF1zJxZoJbWBII8zTTwWpaRIsHCeTIDFOlbVRlPzyuTwZzEIMgqPg0lOw+dxocLV+PWEf1xy/V9G6pYlkMCJEACJEACJEACJFADAZs+/8Zrvd2coT5Xmih//7CgzvXqtmUQcb0KqcNFam3++ophwFBV8Vfl+XvUv9zq2lMgg8nuHVth/JBe1WVhOgmQAAmQAAmQAAmQQAMTuPK0+QYGyOLqR2BonyioD4UESIAESIAESIAESKDxCJQvAtl4FbImEiABEiABEiABEiABEiCBy0OAyv/l4c5aSYAESIAESIAESIAESKDRCdQ64LfRW8YKSYAESIAESIAESIAESIAEGpQALf8NipOFkQAJkAAJkAAJkAAJkID9EmgWyn+hYcl4+6XMlpEACZAACZAACZAACZCAHRCotfJfKGvA5xRWvMXW2PYSeblVfGYe1HsALpfc+HcvOA0IxH0vGl4gdbnawXpJgARIgARIgARIgARIwJ4JaJ9/pdQv3HkSczYd0W3d/szNldr81pr9+Gz9QZ12Q9dW+GDKIHi4OOFAbDru+mStfsuvOqneCvzijX3RPtin0vWNcbBmh7zl9q9+OLssDZGhtXpvWWM0i3WQAAmQAAmQAAmQAAmQgN0Q0Jb/N1btwVe/HEf3VkEoFgu/uWw7lagV/wXTRmLh9FFYf+g85mw9rrOE+rpj9oPDcOCVO7Dx6VtkEFCCj/532PzyRtvv18UwK5GW2fAvpGq0TrAiEiABEiABEiABEiABEriEBLTy/9CQaKyfMQHDu0RWqWrlwXPo274FBrQNQXJ2vj6/Yl+M3ob5uOt0NQsQ4eeBvpLn15jEKmU0RoKzk0Hpp/9/Y9BmHSRAAiRAAiRAAiRAAk2RgFb+2wSJz7yDdYt5bFoO2of4an//l5fsxoQ+7XEhObtSXxfsPIUXlu/Bgi3H8Mdru1Q611gHPp5l6NCyBKu2OUPCECgkQAIkQAIkQAIkQAIkQAIWBGwG/GblF8HDzRkz1x7AEPHpH9U1Uvv4m+vXqw+ex4rfzsDP2w09IwMtqmi8wy9eysbCle5oM94PyzY7NV7FrIkESIAESIAESIAESIAEmgABm8q/j7sLtp+Mx9JfT+OZcb2QW1gswb4uMJ8nmPfAMGx/7hYM6xyORxduuWzdfm2OOwL9SzH35Wxc27ty7MJlaxQrJgESIAESIAESIAESIAE7IWBT+Y8I8MLxi6n458Q+CPR0xcnETLQKqbqaj7O4DV0b1RKxKVlIzDLEBjRmH/MLHbB6hxteeDgfw68ukVkI87mJxmwJ6yIBEiABEiABEiABEiAB+ySglf8CWeHnbEoOkkVpL5AVe9R+QrkCP7Zba93yCH9PrdQvlhmAsT0MaZtOJOCXM0l6lZ+jCRn4UlYBUrMCQeL+09iSV2BQ9lsE0uLf2OxZHwmQAAmQAAmQAAmQQNMg4KyaeSA2FVM+XmNq8fC3l+g1+5U7z6CrQjF1aDSmfvqzPn9Nx3A8MKiT3j+bmo2Xftxhuk6d++yB66oNHjZlvAQ7h08bfPz9fWjxvwR4WSQJkAAJkAAJkAAJkEAzIKBf8lWbfqg3+ObLrECwhVVfvflXzRL4i0uQjwQGXw6Z9JQnftzgjpH9CrDqwxxUs3DR5Wga6yQBEiABEiABEiABEiABuyFQa+XfblpspSGxiQ5wdy9DkK+Vk0wiARIgARIgARIgARIgARLQBJqF8s/fkgRIgARIgARIgARIgARIwDYBm6v92C6COUiABEiABEiABEiABEiABJoCASr/TeFXYhtJgARIgARIgARIgARIoAEIUPlvAIgsggRIgARIgARIgARIgASaAgEq/03hV2IbSYAESIAESIAESIAESKABCFD5bwCILIIESIAESIAESIAESIAEmgKBWiv/aj3/nMKSptAntpEESIAESIAESIAESIAESMAKAf1WLqXUL9x5EnM2HdFZtj9zc6Wsb63Zj8/WH9RpN3RthQ+mDIKHi+GNusaMM9cewMfrDuCT+4ZhROdwYzK3JEACJEACJEACJEACJEACdkJAW/7fWLUHX/1yHN1bBaFYLPzmsu1Uolb8F0wbiYXTR2H9ofOYs/W4eRYcT8zEol2nKqXxgARIgARIgARIgARIgARIwL4IaOX/oSHRWD9jAoZ3iazSupUHz6Fv+xYY0DYEydn5+vyKfTGmfGWy98wPOzFjbC9TGndIgARIgARIgARIgARIgATsj4BW/tsEecHJwcFq62LTctA+xFf7+7+8ZDcm9GmPC8nZprzf7D6t92/u0caUxh0SIAESIAESIAESIAESIAH7I6CV/5qalZVfBA83Zyif/iFR4RjVNRJ5RUVQFv8kmQl4fcmveOnGqwGbJdVUC8+RAAmQAAmQAAmQAAmQAAlcagI2VXYfdxdsPxmPpb+exjPjeiG3sFiCfV2g5gneWXMAnSMDkV1YhF0xybqtxxIyEZ+Zd6nbzfJJgARIgARIgARIgARIgATqSECv9lPTNREBXth8NBZv3jEIgZ6uOCnBva1CfPQlJaVliEvPwePf/mIqYu7Gw/D3cMHd/a8ypXGHBEiABEiABEiABEiABEjg8hPQyn+BrPATn5GH5Kx8FBSV4GxKDtxdnRDm446x3VrjG1kJKMLfE4lyfrHMANw9KEq3/J1J/U09KC4rQ+env8abk6/hUp8mKtwhARIgARIgARIgARIgAfshoJX/A7GpmPLxGlOrhr+9BIPEv3/eA8Mw6KpQTB0ajamf/qzPX9MxHA8M6mTKyx0SIAESIAESIAESIAESIIGmQcChJCdGxe7alOyCYuTLrECwt5vNvMxAAiRAAiRAAiRAAiRAAiRgfwRs+vwbm+wtK/6oD4UESIAESIAESIAESIAESKBpErC52k/T7BZbTQIkQAIkQAIkQAIkQAIkYEmAyr8lER6TAAmQAAmQAAmQAAmQQDMlQOW/mf6w7BYJkAAJkAAJkAAJkAAJWBKg8m9JhMckQAIkQAIkQAIkQAIk0EwJUPlvpj8su0UCJEACJEACJEACJEAClgSo/FsS4TEJkAAJkAAJkAAJkAAJNFMCVP6b6Q/LbpEACZAACZAACZAACZCAJQEq/5ZEeEwCJEACJEACJEACJEACzZQAlf9m+sOyW/9/oyEwGgKjITAaAqMhMBoCoyEwGgKjIYAeAgAMma6uouzUWwAAAABJRU5ErkJggg==)

To do it in a non-iterative fashion, we can use the arithmetic and geometric sequence functions to find that if n is the number of NFTs buyable given a spot price and curve delta, and d is the amount deposited, then

*   > For linear pools: n \= ( 2 s + Δ ) \- ( 2 s + Δ ) 2 \- 8 Δ d 2 Δ
    
    *   > This is assuming that the deposited amount d is less than the amount needed to fulfill s Δ buys. Otherwise, n = d
        
*   > For exponential pools: we can define γ \= 1 1   +   Δ , then n \= l o g γ ( d ( γ \- 1 ) s + 1 )
    

Maker Fees
==========

Most of the above discussion does not involve maker fees. Adding maker fees to the current iteration of MMM will change the behavior in two ways

*   > Since the pool maker pays the maker fees from the amount deposited, the above calculations for NFTs buyable will change to replace s with s(1+m)
    
*   > The pool will become unsustainable. Since maker fees are not factored into the spot price, every time a trade occurs, the deposited payment will be lowered by the maker fee amount paid. This amount is not received upon the next trade on the opposite side, as what would usually happen with spot price.
    
    *   > We can change this with a new iteration of MMM where LP fees, which are always paid by the taker, can be used to fund maker fees.

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# EVM API Overview

The Magic Eden EVM APIs are designed to empower developers in creating innovative experiences to gather data for for Ethereum and its L2 chains.

We offer these endpoints in the spirit of fostering composability and openness in the web3 space, extending the reach of this data to anyone desiring to build upon it. In return, if you utilize our data, we ask that you adhere to our Terms of Service.

Moreover, we make this API available free of charge and kindly request that you attribute Magic Eden on your website or within your app. When you leverage our API, please consider linking to the Magic Eden marketplace from the NFTs that you showcase, where it's appropriate.

Please be aware that our API is rate-limited and some endpoints are gated by an API key. For more info check out [EVM API Keys](https://docs.magiceden.io/v4.0/reference/evm-api-keys)

Clusters

[](https://docs.magiceden.io/v4.0/reference/evm-api-overview#clusters)

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*   Mainnet: **api-mainnet.magiceden.dev/v4/{API}** - this uses the Mainnet cluster, the tokens are real and this is consistent with the data seen on our ETH and its L2 marketplaces.

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# Recipes

Recipes
=======

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# Wallet Docs

The developer documentation for the Magic Eden Wallet has been moved:  
[https://docs-wallet.magiceden.io/](https://docs-wallet.magiceden.io/)

Updated about 1 month ago

* * *

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# Changelog

Changelog
=========

Added

[Solana - Introducing the AMM Pool API](https://docs.magiceden.io/v4.0/changelog/mmm)

--------------------------------------------------------------------------------------

over 2 years ago by Tallal Mirza

We are excited to announce the introduction of new endpoints that enable API users to interact with our Automated Market Maker (AMM), also known as MMM, pools. These endpoints provide a seamless way for users to engage with the liquidity pools and perform various actions.

Added

[Solana - Filtering and Sorting Enhancements](https://docs.magiceden.io/v4.0/changelog/sorting-and-filtering-enhancements)

---------------------------------------------------------------------------------------------------------------------------

over 2 years ago by Tallal Mirza

We're excited to announce some major improvements to our Solana API endpoints with the introduction of sorting and filtering capabilities. These enhancements empower you to have greater control over the data you retrieve, making it easier to find the information you need efficiently. Read on to explore the details of these updates!

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# Solana - Introducing the AMM Pool API

[Back to All](https://docs.magiceden.io/v4.0/changelog)

Added

We are excited to announce the introduction of new endpoints that enable API users to interact with our Automated Market Maker (AMM), also known as MMM, pools. These endpoints provide a seamless way for users to engage with the liquidity pools and perform various actions.

Please refer to our [API documentation](https://docs.magiceden.io/v4.0/reference/mmm)
 to learn more! Also make sure to check out this explanation of [Pool Pricing](https://docs.magiceden.io/v4.0/reference/mmm-pool-pricing)
!

The endpoints will be accessible to anyone with an API key!

#### 

New Endpoints:

[](https://docs.magiceden.io/v4.0/changelog/mmm#new-endpoints)

1.  [**`/v2/mmm/pools`**](https://docs.magiceden.io/v4.0/reference/get_mmm-pools)
     - GET: Get AMM pools corresponding to an owner or collection symbol.
    
2.  [**`/v2/mmm/token/{mint_address}/pools`**](https://docs.magiceden.io/v4.0/reference/get_mmm-token-mint-address-pools)
     - Get best offers for an NFT.
    
3.  [**`/v2/instructions/mmm/create-pool`**](https://docs.magiceden.io/v4.0/reference/get_instructions-mmm-create-pool)
     - GET: Get instruction to create a pool.
    
4.  [**`/v2/instructions/mmm/sol-withdraw-buy`**](https://docs.magiceden.io/v4.0/reference/get_instructions-mmm-sol-withdraw-buy)
     - GET: Get instruction to withdraw SOL payment from a pool.
    
5.  [**`/v2/instructions/mmm/sol-fulfill-buy`**](https://docs.magiceden.io/v4.0/reference/get_instructions-mmm-sol-fulfill-buy)
     \- GET: Get instruction to have a pool fulfill a buy.
    
6.  [**`/v2/instructions/mmm/sol-fulfill-sell`**](https://docs.magiceden.io/v4.0/reference/get_instructions-mmm-sol-fulfill-sell)
     - GET: Get instruction to have a pool fulfill a sell

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# Solana - Filtering and Sorting Enhancements

[Back to All](https://docs.magiceden.io/v4.0/changelog)

Added

We're excited to announce some major improvements to our Solana API endpoints with the introduction of sorting and filtering capabilities. These enhancements empower you to have greater control over the data you retrieve, making it easier to find the information you need efficiently. Read on to explore the details of these updates!

### 

Endpoint Updates

[](https://docs.magiceden.io/v4.0/changelog/sorting-and-filtering-enhancements#endpoint-updates)

#### 

1\. [`/v2/collections/{symbol}/listings`](https://docs.magiceden.io/v4.0/reference/get_collections-symbol-listings)
 Endpoint

[](https://docs.magiceden.io/v4.0/changelog/sorting-and-filtering-enhancements#1-v2collectionssymbollistings-endpoint)

*   Filter by minimum price, maximum price and NFT attributes.
*   Sort by the listing price and when the listing was last updated.

#### 

2\. [`/v2/wallets/{wallet_address}/tokens`](https://docs.magiceden.io/v4.0/reference/get_wallets-wallet-address-tokens)
 Endpoint

[](https://docs.magiceden.io/v4.0/changelog/sorting-and-filtering-enhancements#2-v2walletswallet_addresstokens-endpoint)

*   Filter by minimum price, maximum price and NFT attributes.
*   Sort by the listing price and when the listing was last updated.

#### 

3\. [`/v2/wallets/{wallet_address}/offers_received`](https://docs.magiceden.io/v4.0/reference/get_wallets-wallet-address-offers-received)
 Endpoint

[](https://docs.magiceden.io/v4.0/changelog/sorting-and-filtering-enhancements#3-v2walletswallet_addressoffers_received-endpoint)

*   Filter by minimum price and maximum price.
*   Sort by the bid amount and when the bid was last updated.

#### 

4\. [`/v2/wallets/{wallet_address}/offers_made`](https://docs.magiceden.io/v4.0/reference/get_wallets-wallet-address-offers-made)
 Endpoint

[](https://docs.magiceden.io/v4.0/changelog/sorting-and-filtering-enhancements#4-v2walletswallet_addressoffers_made-endpoint)

*   Filter by minimum price and maximum price.
*   Sort by the bid amount and when the bid was last updated.

#### 

5\. [`/v2/tokens/{token_mint}/offers_received`](https://docs.magiceden.io/v4.0/reference/get_tokens-token-mint-offers-received)
 Endpoint

[](https://docs.magiceden.io/v4.0/changelog/sorting-and-filtering-enhancements#5-v2tokenstoken_mintoffers_received-endpoint)

*   Filter by minimum price and maximum price.
*   Sort by the bid amount and when the bid was last updated.

Please refer to the [API documentation](https://docs.magiceden.io/v4.0/reference/solana-overview)
 for each endpoint to learn more about the available sorting attributes and filter options.

### 

Conclusion

[](https://docs.magiceden.io/v4.0/changelog/sorting-and-filtering-enhancements#conclusion)

With the introduction of sorting and filtering enhancements, we've made it easier for you to retrieve and manipulate data from our API. These updates offer greater flexibility and control, enabling you to optimize your integration with our platform. We hope you find these improvements valuable and they enhance your overall experience. If you have any questions or feedback, please don't hesitate to reach out to our support team. Happy sorting and filtering!

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