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	<title>CERAS imply &#187; Cryptocurrency service</title>
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		<title>How To Unlock And Use Wallet in Warzone 2 DMZ</title>
		<link>http://www.cerasimply.com/how-to-unlock-and-use-wallet-in-warzone-2-dmz/</link>
		<comments>http://www.cerasimply.com/how-to-unlock-and-use-wallet-in-warzone-2-dmz/#comments</comments>
		<pubDate>Wed, 19 Jun 2024 08:00:55 +0000</pubDate>
		<dc:creator><![CDATA[asawin]]></dc:creator>
				<category><![CDATA[Cryptocurrency service]]></category>

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		<description><![CDATA[This feature will allow you to save hard-earned money from extraction and use it in the next infiltration. The players were hoping for some feature like [&#8230;]]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="/Users/d.tretiak/Library/Application Support/scm-next-plus/content_cache/672e86d3cffade839920e4fb/cache/how to use wallet dmz/images/how_to_use_wallet_dmz_(1).jpg" width="459px" alt="how to use wallet dmz"/></p>
<p>This feature will allow you to save hard-earned money from extraction and use it in the next infiltration. The players were hoping for some feature like this, as it is very disappointing to see all the earned cash go to waste after an extraction. But this feature alone will make DMZ feel more rewarding to play compared to before. Once you have unlocked the Wallet, you will be able to store cash following a successful extraction to carry over into the next match. With players normally needing to start from scratch with each match, having the stored cash from the Wallet will save you a lot of time in the long run. Players can upgrade the Wallet as they take on more missions and objectives, enabling it to hold more money than it previously could.</p>
<h2>How To Use And Upgrade Wallet In Warzone 2 DMZ</h2>
<p>The upcoming Season 4 update for Call of Duty Warzone is looking quite exciting for its fans. There’s a new map coming, alongside tons of fresh elements getting added to the game. Its extraction-based mode, DMZ, will also witness a variety of transitions. Black Box is the latest tier 3 DMZ mission introduced for the Shadow Company faction, and here&#8217;s a detailed guide to completing it in the game. The Wallet is unlocked and upgraded in the Forward Operating Base by completing the Objectives under the &#8216;Stash&#8217; category.</p>
<p>The RPK &amp; 74-U dropped by low tier enemies are great all-round weapons and the Vaznev is a fantastic close range gun. The first two regular Wallet Expansions will increase your wallet’s capacity by 150K, while the latter three will increase it by 100K each. The first Crown Wallet Expansion will increase its capacity to 100K, while the others will offer a 50K increase. This account is overseen by the OtakuKart Staff, a dedicated team that publishes a wide range of articles covering entertainment, music, gaming, and news. If you&#8217;d like to connect with the OtakuKart Staff, please feel free to reach out to them at The Alpha Decay mission is one of the newer ones in the DMZ mode in Call of Duty.</p>
<h2>How to get Faction Reputation in DMZ</h2>
<ul>
<li>The first Crown Wallet Expansion will increase its capacity to 100K, while the others will offer a 50K increase.</li>
<li>Pay It Forward is a tough mission in DMZ, so if you&#8217;re not sure how to complete it or you need help figuring it out, we&#8217;ve got you covered with our guide.</li>
<li>The Wallet is what players have been hoping for, considering there is nothing worst than getting a whole boatload of cash to lose all of it after the extraction.</li>
<li>If you purchase something through this post we may receive affiliate commission.</li>
<li>After you achieve Black Mous level 2, you&#8217;ll unlock the Wallet automatically once you&#8217;ve earned $100,000.</li>
<li>I&#8217;ve removed the previous map of spawns in favour of the much better and more up-to-date map at the top of this post).</li>
</ul>
<p>With more players joining the epic mode in Warzone 2.0, plenty are wondering how to unlock the Wallet in DMZ. Letting you carry cash over from one <a href="https://www.bitcoin-mining.biz/beginners-guide-to-setup-gitlab-in-4-simple-steps/">beginners guide to setup gitlab in 4 simple steps</a> match to another, knowing how to gain this new feature, is perfect to give you the edge in the game. The Wallet feature will allow players to save money from extraction and use it on the next infiltration. The Wallet is what players have been hoping for, considering there is nothing worst than getting a whole boatload of cash to lose all of it after the extraction. However, the Wallet has a limited capacity at first, which means that players can only store a certain amount of cash at a time.</p>
<div style='text-align:center'><iframe width='569' height='318' src='https://www.youtube.com/embed/mWIw5wfDeMA' frameborder='0' alt='how to use wallet dmz' allowfullscreen></iframe></div>
<p>This hub is very helpful for the players as it allows them to track their objectives and missions. By completing these objectives and missions, players can acquire various upgrades for their load-outs. The Wallet is a new mechanic introduced in the Warzone 2 DMZ Season 4 update, which allows players to store extracted cash and use it in future DMZ matches.</p>
<p>The Wallet will allow players to extract cash and infil with a selected amount, which will come in handy when you want to get in and buy upgrades in game straight away. To unlock the Wallet in DMZ, you first need to get Black Mous to level 2 through Faction Reputation. After that, you need to acquire $100,000 cash, which is a lot harder than it sounds. It’ll take time, but as you open every cash register, snag every cash drop from enemies, and sell your valuables at Buy Stations, you’ll hit $100,000 and unlock the Wallet in no time.</p>
<h2>How to Unlock Stash Expansions in Warzone DMZ</h2>
<p>This is one of the most valuable features in the game, as players can save up money for better loadouts, perks, and upgrades. The wallet is a new feature that was added to the DMZ mode in the season 4 update. It is a game-changing feature for the players as it allows the players to retain the hard-earned cash that they acquire from the extraction and carry it over and use it in future DMZ matches. This article will tell you how to unlock your wallet in DMZ and will guide you through all the steps necessary to do so.</p>
<p>The Wallet feature will allow players to store extracted cash and use it in future DMZ matches. From the FOB, players can see their Wallet balance and spend their cash on different items and upgrades. A new hub called the Forward Operating Base (FOB) was introduced with the season 4 update of Warzone 2 DMZ.</p>
<p>You could spend this cash to complete missions or objectives, providing an extra level of flexibility and depth to your gameplay. The Wallet has five upgrades, each <a href="https://www.cryptonews.wiki/how-to-sign-up-how-to-sign-up-for-twitter-and/">how to sign up</a> increasing its capacity by $100,000 or $150,000. The upgrades can be found by pressing the “Mission Objectives” option in the FOB and selecting the “Upgrades” tab. Here, players will find all of the Upgrade Challenges available in the game, including the ones for the Wallet.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="/Users/d.tretiak/Library/Application Support/scm-next-plus/content_cache/672e86d3cffade839920e4fb/cache/how to use wallet dmz/images/how_to_use_wallet_dmz_(2).jpeg" width="452px" alt="how to use wallet dmz"/></p>
<h2>What Does The Specialist Perk Package Do In Warzone?</h2>
<p>Then you need to gather $100,000 cash, and it is not as easy as it sounds. This is something that will make the players engage in DMZ matches even more. After all, who wouldn’t like to spend the stored amount of money for multiple infiltrations? What&#8217;s more, if you keep increasing your Reputation Level and completing Upgrade Menu tasks, you&#8217;ll be able to increase the size of the Wallet to carry more money between matches as well.</p>
<p>Now, here’s how to unlock all Wallet and Stash Expansions in Warzone DMZ. You have to keep in mind that the missions that the missions dealing with Pinging/Killing in any way are mostly easy faction missions. Completing the tier 1 missions will grant you a 100 Faction Reputation experience. You need to reach 200 faction reputation to rank up the Black Mous once. After you achieve Black Mous level 2, you&#8217;ll unlock the Wallet automatically once you&#8217;ve earned $100,000. To speed up the process, be sure to get as much cash as you can per match by selling off your valuables, unlocking safes as you find them, and looting your enemies.</p>
<p>As you complete these objectives, you increase your Wallet’s capacity, allowing you to store more and more cash for future use. Once you’ve successfully exfiltrated and deposited your cash into the Wallet, you can choose when to use it. Prior to an infiltration, you can access the Wallet during your loadout selection, giving you the opportunity to strategically utilize your stored funds. However, the Wallet changes the game, as the cash players exfiltrate with can now <a href="https://www.cryptominer.services/software-engineer-vs-software-developer/">software engineer vs software developer differences</a> be stored and used for future infiltrations. Please note, whilst I&#8217;ve had as many as 35 contraband guns in my stash, taking on new missions will force you to destroy all but 10 of them (not including the ones in your loadout). I&#8217;ve switched operators, plugged in a mouse and tried to add cash, tried all the backpacks, from small, to medium, large, scavenger and secure.</p>
<p>If you&#8217;re looking to complete this mission our extensive guide has all the details. Wallet will be accessible in the loadout selection prior to infiltration. With the opportunity to save and strategically use cash, players can craft their gameplay style with more depth and flexibility than ever before. In the demanding and high-stakes world of the DMZ mode, players face numerous challenges and risks, including the potential loss of accumulated wealth if killed during the game. This feature provides players the ability to hold on to cash they successfully escape with, and opt to use it for another infiltration. As we mentioned above, after interacting with all laptops, you just need to get out of the area and extract while in possession of the Encryption Key in order to complete the mission.</p>
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		<title>What Is Tokenization In Data Security</title>
		<link>http://www.cerasimply.com/what-is-tokenization-in-data-security/</link>
		<comments>http://www.cerasimply.com/what-is-tokenization-in-data-security/#comments</comments>
		<pubDate>Thu, 08 Feb 2024 07:52:15 +0000</pubDate>
		<dc:creator><![CDATA[asawin]]></dc:creator>
				<category><![CDATA[Cryptocurrency service]]></category>

		<guid isPermaLink="false">http://www.cerasimply.com/?p=16295</guid>
		<description><![CDATA[Ever wondered how your credit card information stays safe when you&#8217;re busy shopping online? Data protection should include encryption, access control, and other measures to ensure [&#8230;]]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="/Users/d.tretiak/Library/Application Support/scm-next-plus/content_cache/672e86d3cffade839920e4fb/cache/what is tokenization of data/images/what_is_tokenization_of_data_(1).jpeg" width="453px" alt="what is tokenization of data"/></p>
<p>Ever wondered how your credit card information stays safe when you&#8217;re busy shopping online? Data protection should include encryption, access control, and other measures to ensure that only authorized users can access the data. Storage should be secure and reliable, with backups and redundancy in place. These <a href="https://www.cryptominer.services/how-to-become-a-game-developer-in-2022-step-by-2/">how to become a game developer in 2022 step-by-step guide</a> steps warrant consideration when implementing a tokenization system.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="/Users/d.tretiak/Library/Application Support/scm-next-plus/content_cache/672e86d3cffade839920e4fb/cache/what is tokenization of data/images/what_is_tokenization_of_data_(2).jpeg" width="454px" alt="what is tokenization of data"/></p>
<h2>Data Privacy Solutions Involving Tokenization</h2>
<p>It can also be challenging to integrate tokenization into all applications that use the subject data. Tokenization is a process of replacing your data with unrelated and meaningless values called tokens. Encryption helps you secure your data by converting it into an inaccessible format that can only be deciphered with a decryption key.</p>
<ul>
<li>When you create a vault and define a schema in Skyflow, each column you create for your schema has options for tokenization.</li>
<li>These steps warrant consideration when implementing a tokenization system.</li>
<li>Cell tokens enable certain optimizations — for example, if a customer’s phone number changes, then just the cell referenced by the token needs to be updated.</li>
<li>For example, you may group customers by age range or general location, removing the specific birth date or address.</li>
<li>Centralized data repositories, such as data lakes or data warehouses, hold structured and unstructured information from various sources.</li>
</ul>
<h2>Risks and Challenges of Data Tokenization</h2>
<p>However, it is interoperable with many historical and modern technologies. Additionally, it supports emerging technologies such as mobile wallets, one-click payments, and cryptocurrencies. Tokenization is being rapidly used to combat e-commerce fraud and convert account numbers into digital products to limit their theft and misuse.</p>
<h2>Key Components of Tokenization</h2>
<div style='text-align:center'><iframe width='568' height='310' src='https://www.youtube.com/embed/Wf5sll9UUIM' frameborder='0' alt='what is tokenization of data' allowfullscreen></iframe></div>
<p>Tokenized data can still be processed by legacy systems which makes tokenization more flexible than classic encryption. Instead of keeping confidential data in a safe vault, vaultless tokens use an algorithm to store the information. The original sensitive data is not <a href="https://www.bitcoin-mining.biz/getting-started/">getting started</a> typically stored in a vault if the token is changeable or reversible. As you’re mapping out your path to the cloud, you may want to make sure data is protected as soon as it leaves the secure walls of your datacenter. This is especially challenging for CISOs who’ve spent years hardening the security of perimeter only to have control wrested away as sensitive data is moved to cloud data warehouses they don’t control.</p>
<p>This overhead adds complexity to real-time transaction processing to avoid data loss and to assure data integrity across data centers, and also limits scale. Storing all sensitive data in one service creates an attractive target for attack and compromise, and introduces privacy and legal risk in the aggregation of data Internet privacy, particularly in the EU. When a customer provides their payment information, instead of storing the data directly, Zota’s payment gateway generates a unique token representing the payment details. By following these best practices, organizations can implement tokenization effectively, enhance data security, and reduce the risk of unauthorized access or data breaches. Data tokenization significantly reduces the risk of data breaches by replacing sensitive information with meaningless tokens. Since tokens cannot be reverse-engineered without the tokenization system, even if attackers gain access to tokenized details, they cannot use it to extract the original information.</p>
<h2>Languages Without Clear Boundaries</h2>
<p>Data mapping is a crucial step in the tokenization process, referring to the association of sensitive data, like primary account numbers, with their respective tokens, either through a mapping table or database. Original payment card data is mapped to a token through approaches that render the token practically or absolutely impossible to reverse without access to the data tokenization system. The tokenization of data can only be reversed using the same system that implemented it. This is because the process of tokenization is highly dependent on the system used and the system’s specifics. You may be familiar with the idea of encryption to protect sensitive data, but maybe the idea of tokenization is new.</p>
<p>Instead of keeping actual card details, which could be a juicy target for hackers, businesses store tokens. Even if a business&#8217;s data gets compromised, the hackers won&#8217;t get any real card information, just a bunch of useless tokens. The&nbsp;Immuta Data Security Platform&nbsp;helps streamline and scale this process through powerful&nbsp;external masking capabilities, including data tokenization. Organizations are able to tokenize data on ingest, and Immuta de-tokenizes it at query runtime using that organization’s algorithms or keys defined by Immuta policies. As organizations collect and store more data for analytics, particularly in an increasingly regulated environment, tokenization will be central to ensuring data security and compliance. However, the speed at which organizations need to enable data access and the complexity of today’s cloud environments could make implementing it easier said than done – without the right tools.</p>
<p>This blog takes a closer look at what data tokenization is and how it works. We’ll also explore some common data tokenization use cases, as well as how it differs from encryption. For more about tokenization and Cloud DLP, watch our recent Cloud OnAir webinar, “Protecting sensitive datasets in Google Cloud Platform” to see a demo of tokenization with Cloud DLP in action. Then, to learn more, visit Cloud Data Loss Prevention for resources on getting started. Tim is a Senior Assurance Consultant with AWS Security Assurance Services. He leverages more than 20 years’ experience as a security consultant and assessor to provide AWS customers with guidance on payment security and compliance.</p>
<p>Tokenization is crucial because it breaks down complex text into manageable pieces, making it easier for machines to process and understand language. Languages like Chinese and Japanese do not have clear word boundaries, making tokenization more complex. A sentence like &#8220;I saw her duck&#8221; can have multiple interpretations depending on the tokenization and context. Subword tokenization is especially useful for handling out-of-vocabulary words in NLP tasks and for languages that form words by combining smaller units. Now, we are seeing a significant shift toward online shopping accompanied by an exponential increase in sales. While transitioning to a virtual environment is inevitable, this phenomenon has introduced new security concerns.</p>
<p>LVTs also act as surrogates for actual PANs in payment transactions, however they serve a different purpose. In order for an LVT to function, it must be possible to match it back to the actual PAN it represents, albeit only in a tightly controlled fashion. Using tokens to protect PANs becomes ineffectual if a tokenization system is breached, therefore securing the tokenization system itself is extremely important. In more recent history, subway tokens and casino chips found adoption for their respective systems to replace physical currency and cash handling risks such as theft.</p>
<p>By transforming large chunks of text into individual tokens, it provides machine learning models with the information they need to interpret, categorize, and predict language. Tokens are generated using algorithms that ensure they are unique and unpredictable. There are no patterns or clues that can link a token back to its original dataset without access to the token vault. Do you want to manage the tokenization within your organization, or use Tokenization as a Service (TaaS) offered <a href="https://www.coinbreakingnews.info/blog/look-el-salvador-bitcoin-a-year-after-el-salvador/">look el salvador bitcoin</a> by a third-party service provider? The primary advantages of a TaaS solution are that it is already complete, and the security of both tokenization and access controls are well tested.</p>
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		<title>Protecting your personal info with 2-Step Verification Google Account Help</title>
		<link>http://www.cerasimply.com/protecting-your-personal-info-with-2-step/</link>
		<comments>http://www.cerasimply.com/protecting-your-personal-info-with-2-step/#comments</comments>
		<pubDate>Fri, 25 Aug 2023 11:11:36 +0000</pubDate>
		<dc:creator><![CDATA[asawin]]></dc:creator>
				<category><![CDATA[Cryptocurrency service]]></category>

		<guid isPermaLink="false">http://www.cerasimply.com/?p=16307</guid>
		<description><![CDATA[Then, go through the second step of the verification process. If you sign in with a password, you’ll complete a second step, usually on your phone. [&#8230;]]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="/Users/d.tretiak/Library/Application Support/scm-next-plus/content_cache/672e86d3cffade839920e4fb/cache/how to turn off 2 step verification google/images/how_to_turn_off_2_step_verification_google_(1).png" width="452px" alt="how to turn off 2 step verification google"/></p>
<p>Then, go through the second step of the verification process. If you sign in with a password, you’ll complete a second step, usually on your phone. You may tap a sign-in prompt that Google sends to your phone, or enter a code you receive as a text. (Charges from your carrier may apply.) This helps Google make sure it’s really you signing in. While turning off 2FA can make accessing your Gmail account more <a href="https://www.topbitcoinnews.org/8-best-ways-to-buy-bitcoin-in-the-uk-2020/">8 best ways to buy bitcoin in the uk 2020</a> convenient, it comes at the cost of reduced security. You’ll no longer need to enter a one-time code or use a second factor to log in, but this convenience can make your account an easier target for cybercriminals.</p>
<p>Signing in with a passkey bypasses your second authentication step, since this verifies that you have possession of your device. With 2-Step Verification, or two-factor authentication, you can add an extra layer of security to your account in case your password is stolen. In an effort to bolster up security efforts among devices, many companies employ a common security measure called 2-Step Verification. What this does is require input from a different and trusted source when trying to log in.</p>
<h2>Set up two-step verification for your Microsoft account with Google Authenticator</h2>
<p>Password theft is the most common way accounts are compromised. It doesn’t allow me to save changes when I try shutting off two step verification. Also, the password can be easily revoked, without affecting your account passwords or other app-specific passwords.</p>
<ul>
<li>If you have any queries or suggestions, do not hesitate to reach out to us in the comment section.</li>
<li>Learn how to install the Google Authenticator app to get codes on your phone.</li>
<li>Destroy all the backup codes that you&#8217;ve saved for signing in to this account.</li>
<li>Consider your needs and stay mindful of the risks that come with enabling or disabling 2FA to avoid losing your account.</li>
<li>After verification, you can disable Gmail 2FA by clicking on the “TURN OFF” button.</li>
</ul>
<p>Click on “2-Step Verification” and use your password or passkey to verify that it’s really you accessing your 2FA settings. You may be in a situation where you lost your phone or grew tired of the extra security step required during the login. We recommend that you stick with the 2-Step Verification process. Google lists all devices where you are authenticated with your Google account, that are compatible with this verification method.</p>
<h2>How 2-Step Verification works once it’s turned on</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="/Users/d.tretiak/Library/Application Support/scm-next-plus/content_cache/672e86d3cffade839920e4fb/cache/how to turn off 2 step verification google/images/how_to_turn_off_2_step_verification_google_(2).jpeg" width="452px" alt="how to turn off 2 step verification google"/></p>
<p>This combination, while not perfect either, reduces exponentially the chances of someone <a href="https://www.cryptonews.wiki/how-to-buy-ufc-268-heres-how-to-watch-ufc-268/">how to buy ufc 268</a> else breaking into your account. Consider how many online services you use can have their password reset by having access to your email inbox. Securing your Gmail account is well worth the effort to set up Google&#8217;s 2-step Verification. An extra layer of security on the internet is always a good idea, and using two-step verification (2SV) usually has more pros than cons.</p>
<p>These can be used to regain access in case you forget your password or face account-related issues. Also, update your phone number since Google uses this for identity verification and account recovery. Make it a habit to change your Gmail password frequently to keep things secure. If you&#8217;re concerned about remembering all those passwords, a reliable password manager could be your new best friend. Turning off two-step verification for Gmail without logging in isn&#8217;t an option for a good reason.</p>
<h2>What prompted you to enable or disable two-step verification for your Google account?</h2>
<div style='text-align:center'><iframe width='566' height='312' src='https://www.youtube.com/embed/XZDXAabVdcM' frameborder='0' alt='how to turn off 2 step verification google' allowfullscreen></iframe></div>
<p>Prompts can also help protect against SIM swap and other phone number-based hacks. If you always keep a strong password and change it regularly, you may feel it is time to retire the 2 step verification process. With two-factor authentication deactivated, you only need your email and password to sign in to Gmail on any device. You don&#8217;t get Google prompts on devices you&#8217;re currently signed onto.</p>
<p>Lastly, Google allows you to convert one of your devices into a <a href="https://www.bitcoin-mining.biz/will-bitcoin-halving-lead-to-another-btc-bull-run/">will bitcoin halving lead to another btc bull run</a> security key. For instance, using Bluetooth and location data, a Pixel 6 can be used to sign in to your account with ease, as long as you also have your password. The only issue is that the security key works only with Google Chrome.</p>
<h2>Set up a security key</h2>
<p>Gmail’s Two-Step Verification, or 2FA, is an essential security feature that adds an extra layer of protection to your email account. In this guide, we’ll walk you through the steps to turn off Gmail 2FA on both desktop and mobile platforms. Turning off two-factor authentication for your Gmail account doesn&#8217;t automatically make it vulnerable to hackers. Your account might remain safe if you&#8217;re strategic with creating passwords. What if someone learns your password, or you get tricked by phishing? Apart from creating a strong password, the best way to secure your Gmail account and the sensitive data in it is by activating two-factor authentication or 2FA.</p>
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		<title>How to Delete Google Nest Account? Step-by-Step Guide</title>
		<link>http://www.cerasimply.com/how-to-delete-google-nest-account-step-by-step-2/</link>
		<comments>http://www.cerasimply.com/how-to-delete-google-nest-account-step-by-step-2/#comments</comments>
		<pubDate>Mon, 03 Jul 2023 09:31:44 +0000</pubDate>
		<dc:creator><![CDATA[asawin]]></dc:creator>
				<category><![CDATA[Cryptocurrency service]]></category>

		<guid isPermaLink="false">http://www.cerasimply.com/?p=23862</guid>
		<description><![CDATA[Remember to back up any necessary information you might need in the future, such as temperature history or video recordings. Nest Protects will remember your Wi-Fi [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Remember to back up any necessary information you might need in the future, such as temperature history or video recordings. Nest Protects will remember your Wi-Fi information after you delete your account. This means they can stay connected to the internet and continue to communicate with our servers. If you don&#8217;t want your Protect to continue receiving updates, reset your Protect to factory settings. When you migrate your account, it can affect other members of your Nest home, including their ability to access devices such as locks and thermostats.</p>
<div style='text-align:center'><iframe width='560' height='319' src='https://www.youtube.com/embed/WoQROHHVE9Q' frameborder='0' alt='how to delete nest account' allowfullscreen></iframe></div>
<h2>Organize your homes and devices in the Google Home app</h2>
<p>In this article, we will show you how to delete your home from the Nest App. Here’s how you can properly remove Nest from your account and reset it to factory settings. With the step-by-step guide outlined above, you can easily remove any device, including Nest Thermostats, Nest Cameras, and Nest Hubs. This will confirm that the device is connected to the internet and can be removed from the account. To do this, open the Google Home app and select the device you want to remove.</p>
<h2>What Are Some Reasons Why People Want to Delete A Nest Account?</h2>
<p>Before deleting your account, be sure to back up any data you want to keep. Google Nest accounts must be deleted from a desktop or laptop computer, so using a mobile device will not work. If you encounter any problems when trying to delete your Google Nest account, the first step is to double-check your login credentials. Now you can manage, monitor, and control settings of all your nest products through a single app, no matter whether they are in different rooms or different floors. These things are possible because Nest app is compatible with both iOS and Android smartphones. Like most tropical houseplants, the bird’s nest fern likes average indoor temperatures between 60 and 70 degrees Fahrenheit.</p>
<p>First, you will no longer be bound by any settings or schedules that you have set up through the Nest app. When you disconnect your Nest thermostat from your account, there are a few benefits you can enjoy. This will allow you to select the account you would like to connect to the Nest thermostat. For more information about how to share a home and manage people in the home, refer to Manage people and permissions in the Google Home app. If you have multiple Nest Cams, Nest Protects or Nest Thermostats in your house, you can set up a Home and Away schedule in the app to automate when they turn on and off.</p>
<p>Once you remove the Nest Thermostat from your account, it’s a good idea to perform a factory reset. Finally, confirm the deletion of <a href="https://www.topbitcoinnews.org/follow-these-steps-to-become-a-forex-trader/">follow these steps to become a forex trader</a> your Nest account and rest assured that your data has been permanently removed. When you request that we delete your Nest Account and your MyEnergy account, if you have one, we will delete your personal information in your Nest Account as well. However, deleting your Nest Account will affect the way your Nest products work in several ways. For instance, you won’t be able to control them or view their status in the Nest app.</p>
<p>To navigate to the Nest website, open a web browser and type in ‘nest.com’ in the address bar. You can remove a Nest Protect from your Nest Account with the Nest app or on the Web. If you ever change your mind, you can create a new Nest Account and add your Nest products to it. You can delete your Nest Account with the Nest app, on the Web or by contacting Nest support. It&#8217;s not possible to unlink a Google Account and Nest account that&#8217;ve already been linked to each other. If you&#8217;re having trouble migrating your Nest account to a Google Account, look for your issue in the following list.</p>
<p>Are you wondering how to disconnect a Nest Thermostat from your account? In this article, we will provide an overview of the Nest Thermostat and answer all your questions about disconnecting it from your account. This will remove any temporary data that may be causing the <a href="https://www.coinbreakingnews.info/bitcoin-guides/how-to-transfer-funds-from-coinbase-to-binance/">how to transfer funds from coinbase to binance poloniex or changelly fees</a> issue.</p>
<h2>Important information about specific Nest products</h2>
<p>To do this, log into your Google account and go to the Account Settings page. To do internet of things this, simply log in to your Google account and go to the Account Settings page. If you&#8217;re not going to use your Nest product again, make sure to do a factory reset. For example, if you first set up a thermostat with the Google Home app, remove it from the Home app. If you can&#8217;t remove it from or can&#8217;t find your product in one app, check the other one.</p>
<ul>
<li>Is there a reset or something I can do to remove them from his account?</li>
<li>As such, make sure to back up any important data before deleting your account, and make sure you are certain that you want to delete your account before doing so.</li>
<li>Now that you’ve made up your mind that you no longer need or want your Nest account, you are ready to move forward with the deletion process.</li>
<li>For example, if you remove a member from your home in the Home app, it will remove that member from your corresponding home in the Nest app.</li>
<li>And if you forget your sign-in details or lock your account, you could delay the process even further.</li>
</ul>
<h2>How to Back Up Data Before Deleting the Account</h2>
<ul>
<li>But even if you are tech-savvy and do your research online, things don’t always move as quickly as you may hope.</li>
<li>Additionally, there are alternatives to deleting the account, such as suspending the account or changing the password.</li>
<li>To do this, simply open the Nest app and select the Settings menu.</li>
<li>By taking the time to back up your data before deleting your Google Nest account, you can ensure that the data will not be lost forever.</li>
</ul>
<p>If you migrate your Nest account to a Google Account, your experience of your Nest home and products will change. Migration is optional, and once completed, isn’t reversible, so it’s important to understand the changes migration will bring before you start. After it’s removed from your account, your Nest Hub Max will no longer recognize voice commands, play media, show reminders or calendar events, or use the built-in Nest Cam. So, be sure to back up your data before deleting the account, and you will be able to access it whenever you need it. You will be prompted to select the type of data you want to export and the format in which you want to export it.</p>
<p>So, if you want to keep any of this data, make sure to back it up before deleting the account. Once your password is entered, the account will be permanently deleted. Finally, confirm your account deletion by following the <a href="https://www.bitcoin-mining.biz/soros-and-rockefellers-take-first-steps-to-invest-in-cryptocurrency-2020/">soros and rockefellers take first steps to invest in cryptocurrency 2020</a> on-screen instructions. If so, this guide can help you make an informed decision and lead you through token for sale the process step-by-step. This will take you to a new page where you can manage your account settings.</p>
<h2>Google Nest Hub Max</h2>
<p>Each person will be able to sign in with their own account and use the Nest app on their phone to view and use the Nest products in your home. Make sure you’re logging in with the same Google Account you migrated to. To verify you’re using the correct Google Account, go to myaccount.google.com/permissions sign in with the Google Account you want to check. If Nest appears under “Sign in with Google,” then this is the correct Google Account. You can add new Nest products to any home in the app, whether you’re the&nbsp;Owner&nbsp;or you’ve been&nbsp;invited to share access&nbsp;to a home. Before we dive into the nitty-gritty of how to delete your Nest account, it’s crucial to understand what this process entails.</p>
<p>Google Nest Thermostats are smart thermostats that allow you to control the temperature in your home remotely. Google Nest devices are connected to your Google Account, and they will work with all of your other Google products, such as Google Docs, Google Maps, and Google Photos. Removing a Google Nest device from your account can also help prevent unauthorized users from accessing your data. Additionally, if you have multiple Google Nest devices and want to consolidate them under one account, you may need to remove some of the devices before you can do so. Tap the gear icon to access settings, then select Remove from Account. Make sure to carefully follow all instructions provided to successfully delete your Nest account.</p>
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		<title>How to Become Rich Overnight 13+ EASY Ways in 2025</title>
		<link>http://www.cerasimply.com/how-to-become-rich-overnight-13-easy-ways-in-2025/</link>
		<comments>http://www.cerasimply.com/how-to-become-rich-overnight-13-easy-ways-in-2025/#comments</comments>
		<pubDate>Mon, 08 May 2023 12:29:14 +0000</pubDate>
		<dc:creator><![CDATA[asawin]]></dc:creator>
				<category><![CDATA[Cryptocurrency service]]></category>

		<guid isPermaLink="false">http://www.cerasimply.com/?p=23884</guid>
		<description><![CDATA[Have you ever wondered how to become a billionaire in one day? There are several ways to become a billionaire overnight, as well as how do [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Have you ever wondered how to become a billionaire in one day? There are several ways to become a billionaire overnight, as well as how do i become a billionaire. In this guide, we’ll take a look at how billionaires got their start and the habits many of them regularly practice that anyone can do. There&#8217;s a sense of not feeling enough or missing out on the process of life. In a place that moves so quickly, it&#8217;s easy to lose yourself. The key is finding balance &#8211; embracing the opportunities Dubai offers while developing yourself so you can enjoy the journey.</p>
<h2>Breaking Down the Myths: Can You Really Become a Billionaire Overnight?</h2>
<p>This means living below your means and investing your money instead of spending it. This means surrounding yourself with people who believe in you and your ability to achieve your goals. Another important thing you need to do if you want to become rich is to have faith.</p>
<p>Technology offers scalability that few other sectors can match, allowing for rapid growth and expansion. Keeping abreast of emerging trends and technologies can reveal opportunities for groundbreaking ventures. <a href="https://www.bitcoin-mining.biz/taxes-on-bitcoin-i-mined-years-ago-how-to-convert/">taxes on bitcoin i mined years ago how to convert paypal to bitcoin</a> The technology sector has produced a significant number of young billionaires and millionaires, thanks to the scalability of software products and services. His innovative spirit isn&#8217;t just about introducing new ideas but about rethinking existing paradigms and persistently pursuing these visions no matter how ambitious they seem. Through his work with SpaceX and Tesla, Musk has demonstrated time and again how prioritizing innovation can lead to unprecedented breakthroughs. Musk’s dedication to solving the energy crisis, revolutionizing transportation, and making life multi-planetary demonstrates a rare combination of imagination and pragmatism.</p>
<h2>Don&#8217;t: Make Flashy Investments</h2>
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<p>If you’re not persistent, it will be difficult to reach your goals. So make sure to take consistent action and don’t give up even when things get tough. It can be easy to make impulsive decisions with your money if you allow your emotions to get the best of you. But if you want to become rich, it’s important to stay disciplined with your finances and avoid making decisions that aren’t in your best interests. Of course, there’s always a certain amount of risk involved in any investment, but the key is to be smart about the risks you take. For example, Bill Gates and Mark Zuckerberg are both college dropouts from Harvard University.</p>
<h2>How to become rich overnight tip #23: Surround yourself with positive people</h2>
<p>The great thing about market growth is that it takes no additional time to benefit from it. You simply have to choose the right market and then stay in it for the right amount of time. For some people, that may mean paying off high-interest debt. Each step is part of the process of building wealth and becoming rich.</p>
<h2>Creating Opportunities</h2>
<ul>
<li>Saving money allows you to quickly widen the gap between your income and expenses.</li>
<li>10 hours and worse, 12 hours of sleep is harmful if you’re not a millionaire entrepreneur or have people working for you.</li>
<li>So, yes a normal person can become a billionaire by whatever means.</li>
<li>But if you want to become rich, it’s important to stay disciplined with your finances and avoid making decisions that aren’t in your best interests.</li>
<li>Another important thing you can do on your journey to becoming rich is to find a mentor.</li>
</ul>
<p>Many famous entrepreneurs have significant failures and setbacks in their past. When it comes to making money, inaction is almost always worse than incorrect action. So, think of any new tactics and strategies you try — whether asking your boss for a <a href="https://www.cryptonews.wiki/how-to-buy-olympus-dao-the-future-decentralized/">how to buy olympus dao</a> higher wage or starting a side hustle — as practice. What Kinkade had that Van Gogh didn’t was the ability to turn value into money. The phrase we have that best describes this ability is business acumen. With an understanding of what money actually is, it’s possible to put together a rough formula for how to acquire a lot of it.</p>
<p>Building a lasting legacy requires vision, intention, and a <a href="https://www.topbitcoinnews.org/buy-crypto-voucher-online/">buy crypto voucher online</a> willingness to invest in long-term goals, projects, and initiatives that align with your values, passions, and purpose. Balancing ambition with integrity is a foundational principle in sustainable success, and it’s a critical element in building a lasting legacy of wealth and fame. Identifying your USP is not a one-time exercise; it’s an ongoing process of refinement, adaptation, and alignment with your goals, market trends, and customer needs. It’s a skill that requires ongoing development and mastery, and it’s a critical tool in the journey to wealth and fame. It’s a powerful strategy that can enhance your reputation, expand your network, and provide access to opportunities and resources that can accelerate your journey to wealth and fame. These ventures may include startups, speculative investments, or innovative projects that are unproven or in emerging markets.</p>
<p>However, with this type of alternative investment there is also significant risk. Before investing be sure that you can afford to lose any of the money you invest. Investing in the stock market is another one of the most reliable ways to achieve financial freedom and get rich.</p>
<ul>
<li>You will need time, patience, investment savvy, and entrepreneurship to become a billionaire unless you are born into a family with billions that you stand to inherit.</li>
<li>Liquid net worth can have complicated and ever-fluctuating definitions, and the value of someone’s business and real estate holdings may change regularly.</li>
<li>I mean starting a real online business and hiring people to scale the business.</li>
<li>Blogs are an easy way to become rich online because they provide plenty of opportunity to make money through advertising opportunities as well as affiliate offers.</li>
<li>This should be no surprise, given how these are pretty widely accepted as the most popular – and often most successful – forms of investing.</li>
</ul>
<h2>STEPS TO BECOME RICH OVERNIGHT</h2>
<p>If you’re new to investing, allow us to introduce you to The Ladder of Personal Finance. For more on mindset blockers that could be getting in the way of your wealth, check out this article I wrote for the national finance site Go Banking Rates. Realistically, this is extremely rare and usually involves high-stakes financial trading or holding shares in a company that experiences a major value increase overnight. Musk, however, saw electric vehicles as the future of transportation. Under his leadership, Tesla introduced the Roadster in 2008, the world&#8217;s first all-electric sports car, which shattered the preconceived notions about EV performance.</p>
<p>Timothy Ferriss challenges the old notion of retirement and promotes a lifestyle design that encourages you to work smarter, not harder. This book is a blueprint for those who want to escape the 9-5 grind, automate their businesses, and enjoy life to its fullest without necessarily having to wait until old age. Ferriss provides practical tips on how to outsource your life and attain financial independence faster.</p>
<p>Building meaningful relationships is key to unlocking opportunities and accelerating success. This section focuses on the art of networking, attending high-profile events, connecting with industry leaders, and mastering the perfect pitch. Investing in cryptocurrencies requires a strategic approach, diversification, and ongoing monitoring and management. Cryptocurrencies offer the potential for significant returns, but they are also highly volatile and subject to market fluctuations, regulatory changes, and security risks.</p>
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		<title>Blockchain, Explained MIT Initiative on the Digital Economy</title>
		<link>http://www.cerasimply.com/blockchain-explained-mit-initiative-on-the-digital/</link>
		<comments>http://www.cerasimply.com/blockchain-explained-mit-initiative-on-the-digital/#comments</comments>
		<pubDate>Mon, 26 Sep 2022 16:28:12 +0000</pubDate>
		<dc:creator><![CDATA[asawin]]></dc:creator>
				<category><![CDATA[Cryptocurrency service]]></category>

		<guid isPermaLink="false">http://www.cerasimply.com/?p=16293</guid>
		<description><![CDATA[The knowledge blocks area unit coupled along, such recent blocks can’t be removed or altered. Blockchain is the backbone Technology of the Digital CryptoCurrency BitCoin. Governments [&#8230;]]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="/Users/d.tretiak/Library/Application Support/scm-next-plus/content_cache/672e86d3cffade839920e4fb/cache/what is a blockchain technology/images/what_is_a_blockchain_technology_(2).jpeg" width="454px" alt="what is a blockchain technology"/></p>
<p>The knowledge blocks area unit coupled along, such recent blocks can’t be removed or altered. Blockchain is the backbone Technology of the Digital CryptoCurrency BitCoin. Governments are setting up regulatory sandboxes, which are safe places for Blockchain companies to test their ideas without getting in trouble. Also, there are self-regulatory organizations run by the industry to keep things fair and square with the rules. Adding restricted access to an encrypted record-keeping ledger appeals to certain organizations that work with sensitive information, like large enterprises or government agencies.</p>
<p>Any changes to the contents of a single block have to be recorded in a new block, making it nearly impossible to rewrite a block’s history. Anyone with an Internet connection can send transactions to it as well as become a validator (i.e., participate in the execution of a consensus protocol).71self-published source?  Usually, such networks offer economic incentives for those who secure them and utilize some type of a proof-of-stake or proof-of-work algorithm.</p>
<h2>Blockchain vs. Banks</h2>
<div style='text-align:center'><iframe width='562' height='311' src='https://www.youtube.com/embed/dP5SUHkiYfM' frameborder='0' alt='what is a blockchain technology' allowfullscreen></iframe></div>
<p>Multiple users have the power to set the rules, edit or cancel transactions. With shared authority, the blockchain may enjoy a higher rate of efficiency and privacy. In&nbsp;logistics, blockchain acts as a track-and-trace <a href="https://www.bitcoin-mining.biz/pay-for-flights-with-bitcoin-2020/">pay for flights with bitcoin 2020</a> tool that follows the movement of goods through the supply chain.</p>
<h2>Data Storage</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="/Users/d.tretiak/Library/Application Support/scm-next-plus/content_cache/672e86d3cffade839920e4fb/cache/what is a blockchain technology/images/what_is_a_blockchain_technology_(1).jpeg" width="450px" alt="what is a blockchain technology"/></p>
<p>Like the early tech boom, the blockchain movement is generating plenty of innovations. They may all <a href="https://www.coinbreakingnews.info/blog/best-vpn-for-firestick-2/">best vpn for firestick</a> be unique, but they won’t all succeed or gain mass adoption. Blockchain presents investors with exciting new opportunities, but it also comes with a number of risks.</p>
<h2>Public blockchain networks</h2>
<p>They then need to store this physical cash in hidden locations in their homes or other places, incentivizing robbers or violence. While not impossible to steal, crypto makes it more difficult for would-be thieves. Coli, salmonella, and listeria; in some cases, hazardous materials were accidentally introduced to foods. In the past, it has taken weeks to find the source of these outbreaks or the cause of sickness from what people are eating. Adam Hayes, Ph.D., CFA, is a financial writer with 15+ years Wall Street experience as a derivatives trader.</p>
<p>Satoshi Nakamoto, whose real identity still remains unknown to date, first introduced the concept of blockchains in 2008. The design continued to improve and evolve, with Nakamoto using a Hashcash-like method. It eventually became a primary component of bitcoin, a popular form of cryptocurrency, where it serves as a public ledger for all network transactions. Bitcoin blockchain file sizes, which contained all transactions and records on the network, continued to grow substantially. By August 2014, it had reached 20 gigabytes, and eventually exceeded 200 gigabytes by early 2020.</p>
<ul>
<li>Many businesses and people are still not familiar with it or how it works.</li>
<li>Private or permission blockchains may not allow for public transparency, depending on how they are designed or their purpose.</li>
<li>Cryptography and hashing algorithms ensure that only authorized users are able to unlock information meant for them, and that the data stored on the blockchain cannot be manipulated in any form.</li>
<li>They are programs stored on the blockchain system that run automatically when predetermined conditions are met.</li>
<li>Since a block can’t be changed, the only trust needed is at the point where a user or program enters data.</li>
</ul>
<p>It also cuts out complications and interference intermediaries can cause, speeding processes while also enhancing security. The terms blockchain, cryptocurrency and Bitcoin are frequently lumped together, along with Digital currency; sometimes they&#8217;re erroneously used interchangeably. Although they&#8217;re all under the umbrella of DLT, each one is a distinct entity. When consensus is no longer possible, other computers in the network are aware that a problem has occurred, and no new blocks will be added to the chain until the problem is solved.</p>
<p>Governments and regulators are still working to make sense of blockchain — more specifically, how certain laws should be updated to properly address decentralization. While some&nbsp;governments are actively spearheading its adoption&nbsp;and others elect to wait-and-see, lingering regulatory and legal concerns hinder blockchain’s market appeal, stalling its technical development. Although this emerging technology may be tamper proof, it isn’t faultless. As mentioned above, blockchain could facilitate a modern voting system.</p>
<p>There are several uses for this technology, including supply chain management and cryptocurrency. Comprehensive training is available for people who want to use blockchain in their jobs with Simplilearn&#8217;s Full Stack Java Developer certification. This curriculum gives you the fundamental knowledge of web development and blockchain technologies you need to create creative solutions in the rapidly changing IT industry. A private blockchain network, similar to a public blockchain network, is a decentralized peer-to-peer <a href="https://www.cryptominer.services/4-bitcoin-wallets-we-love-in-2019/">4 bitcoin wallets we love in 2019</a> network.</p>
<p>Along with artificial intelligence and IoT, blockchain has emerged as an innovative healthcare technology. In healthcare, blockchain is used to securely store and share patient data. The technology lets patients control their medical records, granting access to healthcare providers only when necessary.</p>
<p>If a transaction record&nbsp;includes&nbsp;an error, a new transaction must be added to reverse the error, and both transactions are then visible. While confidentiality on the blockchain network protects users from hacks and preserves privacy, it also allows for illegal trading and activity on the blockchain network. Alternatively, there might come a point where publicly traded companies are required to provide investors with financial transparency through a regulator-approved blockchain reporting system. Using blockchains in business accounting and financial reporting would prevent companies from altering their financials to appear more profitable than they really are. Private or permission blockchains may not allow for public transparency, depending on how they are designed or their purpose.</p>
<p>In this way, they control access to specific data stored in the blockchain while keeping the rest of the data public. They use smart contracts to allow public members to check if private transactions have been completed. For example, hybrid blockchains can grant public access to digital currency while keeping bank-owned currency private. However, the use of private ledger blockchains has expanded to other applications since Bitcoin&#8217;s inception.</p>
<p>Moreover, nearly all of these individuals live in developing countries where the economy is in its infancy and entirely dependent on cash. By spreading that information across a network, rather than storing it in one central database, blockchain becomes significantly more difficult to tamper with. Using blockchain in this way would make votes nearly impossible to tamper with.</p>
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		<title>Asset Turnover: Formula, Calculation, and Interpretation</title>
		<link>http://www.cerasimply.com/asset-turnover-formula-calculation-and-2/</link>
		<comments>http://www.cerasimply.com/asset-turnover-formula-calculation-and-2/#comments</comments>
		<pubDate>Fri, 12 Aug 2022 10:25:02 +0000</pubDate>
		<dc:creator><![CDATA[asawin]]></dc:creator>
				<category><![CDATA[Cryptocurrency service]]></category>

		<guid isPermaLink="false">http://www.cerasimply.com/?p=15664</guid>
		<description><![CDATA[Companies with strong ratios may review all aspects that generate solid profits or healthy cash flow. FAT only looks at net sales and fixed assets; company-wide [&#8230;]]]></description>
				<content:encoded><![CDATA[<p><img 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" width="609px" alt="fixed asset turnover ratio formula"/></p>
<p>
<p>Companies with strong ratios may review all aspects that generate solid profits or healthy cash flow. FAT only looks at net sales and fixed assets; company-wide expenses are not factored into the equation. In addition, there may be differences in the cash flow between when net sales are collected and when fixed assets are acquired.</p>
</p>
<p>
<p>A corporate insider has access to more detailed information about the usage of specific fixed assets, and so would be less inclined to employ this ratio. The asset turnover ratio uses the value of a company&#8217;s assets in the denominator of the formula. The average value of the assets for the year is determined using the value of the company&#8217;s assets on the balance sheet as of the start of the year and at the end of the year. Total sales or revenue is found on the company&#8217;s income statement and is the numerator. The asset turnover ratio can also be analyzed by tracking the ratio for a single company over time.</p>
</p>
<p>
<h2>Formula and Calculation of the Asset Turnover Ratio</h2>
</p>
<p>
<ol>
<li>Hence, we use the average total assets across the measured net sales period in order to align the timing between both metrics.</li>
<li>Assuming the company had no returns for the year, its net sales for the year were $10 billion.</li>
<li>It is the gross sales from a specific period less returns, allowances, or discounts taken by customers.</li>
</ol>
<p>
<p>A company <a href="https://cryptolisting.org/blog/what-is-the-formula-for-fixed-asset-turnover-ratio">fixed asset turnover ratio formula</a> will gain the most insight when the ratio is compared over time to see trends. The ratio is commonly used as a metric in manufacturing industries that make substantial purchases of PP&amp;E to increase output. Investors monitor this ratio in subsequent years to see if the company&#8217;s new fixed assets reward it with increased sales.</p>
</p>
<p>
<p>The standard asset turnover ratio considers all asset classes including current assets, long-term assets, and other assets. It is the gross sales from a specific period less returns, allowances, or discounts taken by customers. When comparing the asset turnover ratio between companies, ensure the net sales calculations are being pulled from the same period. As different industries have different mechanics and dynamics, they all have a different good fixed asset turnover ratio. For example, a cyclical company can have a low fixed asset turnover during its quiet season but a high one in its peak season. Hence, the best way to assess this metric is to compare it to the industry mean.</p>
</p>
<p>
<p>The asset turnover ratio considers  the average total assets in the denominator, while the fixed asset turnover ratio looks at only fixed assets. The fixed asset&nbsp;turnover ratio&nbsp;(FAT ratio) is used by analysts to measure operating performance. The asset turnover ratio measures how effectively a company uses its assets to generate revenues or sales.</p>
</p>
<p>
<p>This ratio indicates the productivity of fixed assets in generating revenues. If a company has a high fixed asset turnover ratio, it shows that the company is efficient at managing its fixed assets. Fixed assets are important because they usually represent the largest component of total assets. Fixed asset turnover (FAT) ratio financial metric measures the efficiency of a company’s use of fixed assets.</p>
</p>
<div style='text-align:center'><iframe width='562' height='313' src='https://www.youtube.com/embed/qShNp2Ew1lY' frameborder='0' alt='fixed asset turnover ratio formula' allowfullscreen></iframe></div>
<p>
<h2>InvestingPro: Access Fixed Asset Turnover Data Instantly</h2>
</p>
<p>
<p>The asset turnover ratio measures the value of a company&#8217;s sales or revenues&nbsp;relative to the value of its assets. The asset turnover ratio indicates the efficiency with which a company is using its assets to generate revenue. Publicly-facing industries including retail and restaurants rely heavily on converting assets to inventory, then converting inventory to sales. Other sectors like real estate often take long periods of time to convert inventory into  revenue. Though real estate transactions may result in high profit margins, the industry-wide asset turnover ratio is low.</p>
</p>
<p>
<h2>Total Asset Turnover Ratio Formula</h2>
</p>
<p>
<p>Sometimes, investors and analysts are more interested in measuring how quickly a company turns its fixed assets or current assets into sales. In these cases, the analyst can use specific ratios, such as the fixed-asset turnover ratio or the working capital ratio to calculate the efficiency of these asset classes. The working capital ratio measures how well a company uses its financing from working capital to generate sales or revenue. The asset turnover ratio helps investors understand how effectively companies are using their assets to generate sales. Investors use this ratio to compare similar companies in the same sector or group to determine who&#8217;s getting the most out of their assets. The asset turnover ratio is calculated by dividing net sales or revenue by the average total assets.</p>
</p>
<p><img 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" width="605px" alt="fixed asset turnover ratio formula"/></p>
<p>
<p>Management strategies such as outsourcing production can skew the FAT ratio. By outsourcing, a company might reduce its reliance on fixed assets, thereby improving its FAT ratio. However, this does not necessarily mean the company is performing well overall. Outsourcing could mask underlying issues such as unstable cash flows or weak business fundamentals.</p>
</p>
<p>
<p>Creditors, on the other hand, want to make sure that the company can produce enough revenues from a new piece of equipment to pay back the loan they used to purchase it. Asset turnover ratio results that are higher indicate a company is better at moving products to generate revenue. As each industry has its own characteristics, favorable asset turnover ratio calculations will vary from sector to sector. Companies can artificially inflate their asset turnover ratio by selling off assets. This improves the company&#8217;s asset turnover ratio in the short term as revenue (the numerator) increases as the company&#8217;s assets (the denominator) decrease. However, the company then has fewer resources to generate sales in the future.</p>
</p>
<div style='text-align:center'><iframe width='562' height='315' src='https://www.youtube.com/embed/E61lVKQTzOQ' frameborder='0' alt='fixed asset turnover ratio formula' allowfullscreen></iframe></div>
]]></content:encoded>
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		<item>
		<title>How to buy, sell and send Bitcoin on Cash App</title>
		<link>http://www.cerasimply.com/how-to-buy-sell-and-send-bitcoin-on-cash-app/</link>
		<comments>http://www.cerasimply.com/how-to-buy-sell-and-send-bitcoin-on-cash-app/#comments</comments>
		<pubDate>Mon, 13 Dec 2021 14:35:42 +0000</pubDate>
		<dc:creator><![CDATA[asawin]]></dc:creator>
				<category><![CDATA[Cryptocurrency service]]></category>

		<guid isPermaLink="false">http://www.cerasimply.com/?p=16350</guid>
		<description><![CDATA[Whether you’re a seasoned investor or just starting out, Cash App provides a range of investment options and features to suit your needs. However, it’s important [&#8230;]]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="/Users/d.tretiak/Library/Application Support/scm-next-plus/content_cache/672e86d3cffade839920e4fb/cache/how to invest in bitcoin on cash app/images/how_to_invest_in_bitcoin_on_cash_app_(1).jpeg" width="452px" alt="how to invest in bitcoin on cash app"/></p>
<p>Whether you’re a seasoned investor or just starting out, Cash App provides a range of investment options and features to suit your needs. However, it’s important to remember that investing in Bitcoin and other cryptocurrencies carries risks. The cryptocurrency market is known for its volatility, and prices can fluctuate dramatically. It’s essential to do thorough research, understand the risks involved, and make informed decisions when investing in Bitcoin or any other cryptocurrency. Remember, investing in Bitcoin and other cryptocurrencies carries risk, and it’s essential to make informed decisions based on your own research and financial situation.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="/Users/d.tretiak/Library/Application Support/scm-next-plus/content_cache/672e86d3cffade839920e4fb/cache/how to invest in bitcoin on cash app/images/how_to_invest_in_bitcoin_on_cash_app_(2).jpg" width="455px" alt="how to invest in bitcoin on cash app"/></p>
<h2>Step 7: Store Your Bitcoin Safely</h2>
<p>Cash App takes privacy and security seriously to protect your personal data. Now that your Bitcoin wallet is set up, you’re ready to start buying Bitcoin on Cash App. However, before you can make any transactions, you may need to verify your identity. Keep in mind that Cash App may require you to verify your bank account by providing additional information or going through a verification process. In 2022, Cash App had a data breach that affected many of its users, and hackers were able to gain access to accounts and siphon funds out. The data breach wasn’t specific to Bitcoin, but it demonstrates the risks of <a href="https://www.cryptonews.wiki/how-to-sell-iota-how-to-sell-iota/">how to sell iota</a> storing money on such apps long-term.</p>
<p>To Sell Bitcoin using the app, you’ll need to go to the Bitcoin tab on the application. Suchet is a Norwegian economist, entrepreneur, and investor, serving as the CFO and COO of Brainfund. With over a decade of experience in global expansion, venture capital, and emerging technologies, he earned his MBA from the NMBU School of Business &amp; Economics. He held dual bachelor’s degrees from the University of South-Eastern Norway. His career spans roles at NextToMe, Get, and Conax before joining Everipedia, now Brainfund, in 2017. After opening a Cash App account and linking it to your bank, tap the Home tab on the bottom corner of the home screen.</p>
<p>However, another InvestingPro Tip cautions that Cboe is trading at a high P/E ratio relative to near-term earnings growth, with a PEG ratio of 2.64. You have now learned how to send Bitcoin on Cash App and have completed all the necessary steps. Now that you have successfully sent Bitcoin from your Cash App to another wallet, you can track the progress of the transaction and ensure that the Bitcoin reaches its intended destination. Once you have successfully added funds to your Cash App account, you can proceed to the next step of navigating to the Bitcoin section within the <a href="https://www.bitcoin-mining.biz/the-11-best-bitcoin-wallets-of-2020-revealed/">the 11 best bitcoin wallets of 2020 revealed!</a> app. Dive into the exciting world of investing with Cash App, and begin your path towards financial success. Cryptocurrency is taxed as property, and as such, any profits will be taxed as capital gains.</p>
<h2>The best crypto wallets for 2024</h2>
<p>We&#8217;ll look at both options here in an effort to help you find the best crypto wallet for your own situation. Unless you&#8217;re making daily crypto trades or have only a modest amount of money invested in crypto, we recommend you don&#8217;t store your crypto in a custodial wallet. It recently hit an all-time high of $93,434.36 and doesn&#8217;t seem to be slowing down. Whether you&#8217;re looking to invest in crypto or you&#8217;ve been HODLing since the beginning, you&#8217;ll need a good place to keep your digital currency.</p>
<div style='text-align:center'><iframe width='565' height='310' src='https://www.youtube.com/embed/4B6XS1RQVp8' frameborder='0' alt='how to invest in bitcoin on cash app' allowfullscreen></iframe></div>
<h2>Crypto trading fees</h2>
<ul>
<li>Tap Bitcoin, and the platform will direct you to the page to input your transaction size and details.</li>
<li>You should still double-check addresses when transferring any cryptocurrency, but that’s a nice feature to help avoid losing funds.</li>
<li>Cash App will not allow you to send your Bitcoin to an incompatible wallet (it will just say the address entered is invalid).</li>
</ul>
<p>Cash App also offers a Cash Card, a customizable debit card that can be used for in-store purchases or to withdraw cash from ATMs. Bitcoin has revolutionized the financial world, offering a decentralized and digital alternative to traditional currencies. With Cash App, the process of buying Bitcoin using your credit card has never been easier.</p>
<p>By staying informed, you can anticipate potential price movements and position yourself accordingly. If you are new to investing or unfamiliar with the cryptocurrency market, consider seeking advice from a financial advisor or professional with expertise in cryptocurrencies. They can provide guidance tailored to your specific financial goals and risk tolerance. Stay updated on the latest news, market trends, and regulatory developments surrounding Bitcoin. By staying informed, you can make informed decisions based on the changing landscape of the cryptocurrency market. Follow reputable sources, join online communities, and consider seeking advice from experienced traders or financial professionals.</p>
<p>The Cash App platform serves as an exchange service and wallet at the same time. On the confirmation screen, you will see the summary of your transaction and any additional fees you must pay. You don’t need a third party to withdraw Bitcoin directly to your wallet on Cash App.</p>
<p>Please note that before you can send Bitcoin on Cash App, you need to have a verified Cash App account and sufficient funds in your Cash App balance. We’ll walk you through the process of downloading and setting up the app, as well as adding funds to your account. Cold storage wallets are generally thought of as more secure when compared to hot storage wallets. If you plan to store a large amount of coins or tokens for any length of time, we recommend using a cold wallet.</p>
<h2>Crypto app transaction options</h2>
<p>Notably, the company has completed the Canadian migration to the Cboe technology platform, allowing for resource redeployment to growth areas. It’s important to note that Bitcoin transactions are final and irreversible. It’s crucial to validate the recipient’s wallet address and double-check all transaction details before confirming the withdrawal. <a href="https://www.cryptominer.services/how-to-access-crypto-wallet-how-to-get-a-crypto/">how to access crypto wallet</a> Now that you have successfully verified your identity, let’s move on to the next step of buying Bitcoin on Cash App. Now that you’ve successfully navigated to the Bitcoin section within the app, let’s move on to the next step of verifying your identity. Coinbase is a well-known, US-based crypto exchange that&#8217;s easy to use, and it works well with Coinbase Wallet.</p>
]]></content:encoded>
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		</item>
		<item>
		<title>Bytecoin Mining Pools: Best Places to Mine BCN Complete List</title>
		<link>http://www.cerasimply.com/bytecoin-mining-pools-best-places-to-mine-bcn/</link>
		<comments>http://www.cerasimply.com/bytecoin-mining-pools-best-places-to-mine-bcn/#comments</comments>
		<pubDate>Tue, 05 Oct 2021 07:31:29 +0000</pubDate>
		<dc:creator><![CDATA[asawin]]></dc:creator>
				<category><![CDATA[Cryptocurrency service]]></category>

		<guid isPermaLink="false">http://www.cerasimply.com/?p=15666</guid>
		<description><![CDATA[Follow the manufacturer’s instructions to ensure proper installation and connectivity. Ensure that your mining hardware is adequately cooled to prevent overheating. Proper cooling is crucial for [&#8230;]]]></description>
				<content:encoded><![CDATA[<p><img 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" width="608px" alt="bytecoin pool"/></p>
<p>
<p>Follow the manufacturer’s instructions to ensure proper installation and connectivity. Ensure that your mining hardware is adequately cooled to prevent overheating. Proper cooling is crucial for maintaining optimal performance and extending the lifespan of your hardware. Now, let’s talk about a more complicated idea called a ring signature. Picture a group of people, each with their own secret code and special key. With a ring signature, the message shows that someone from the group wrote it, but you can’t tell exactly who.</p>
</p>
<p>
<p>Manufacturers frequently release firmware updates and software optimizations that can enhance your mining efficiency and overall profitability. Stay connected with the bytecoin mining community through forums and social media channels to gather insights and tips from experienced miners. To decide on which is the best bytecoin mining pool check out my list below.</p>
</p>
<p>
<ol>
<li>Instead of having a single public address where everyone can see your transaction history, Bytecoin creates multiple addresses each time a transaction occurs.</li>
<li>Or, if you want to keep things as simple as possible with a web-based interface you could use Minergate.</li>
<li>One thing to do is to try and tweak the cpu.txt settings that xmr-stak created for us, to get the highest possible hash rate.</li>
<li>There is also a handy mining profit calculator that is in your dashboard.</li>
</ol>
<p>
<p>Make sure to back up your wallet’s private keys or recovery seed securely. Losing access to your wallet can result in permanent loss of your Bytecoins. With your wallet set up, you’re ready to  move on to the next step. Once you’ve acquired your mining hardware, you need to connect it to your computer or <a href="https://cryptolisting.org/blog/bytecoin-mining">bytecoin pool</a> mining rig.</p>
</p>
<p>
<p>After you have configured the amd.txt, we now need to create are startup batch file to run the program. After you have configured the nvidia.txt, we now need to create are startup batch file to run the program. After you have configured the cpu.txt, we now need to create a startup batch file to run the program. Follow the instructions provided by the wallet provider to create your Bytecoin wallet.</p>
</p>
<p>
<h2>Mining Pools</h2>
</p>
<p><img 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" width="600px" alt="bytecoin pool"/></p>
<p>
<p>One of the key advantages of mining Bytecoin is the potential for earning a passive income. As the value of Bytecoin increases, the mining rewards become more valuable. Additionally, Bytecoin’s focus on privacy and security makes it an appealing choice for users who value anonymity and confidentiality. Imagine you have a secret code that proves you’re the one who wrote a message, but it doesn’t say your name. It shows you have the special key to make the code, but it doesn’t reveal your identity. In crypto these processes are called ordinary digital signature schemes.</p>
</p>
<div style='text-align:center'><iframe width='568' height='316' src='https://www.youtube.com/embed/zXccoOlmtMY' frameborder='0' alt='bytecoin pool' allowfullscreen></iframe></div>
<p>
<p>The minimum withdrawal is 100 BCN, which isn’t the best, but also isn’t too hard to achieve. If you were a GPU miner that was looking for a coin to mine, then you will no doubt have heard of Bytecoin (BCN).</p>
</p>
<p>
<p>The mining process involves a significant amount of computational work, and it can take some time to mine new blocks and receive rewards. The length of time may vary depending on your mining hardware’s hashing power and the overall network difficulty. Regularly check your mining pool’s dashboard or website to track your progress and earnings. To maximize your chances of earning regular mining rewards, it’s recommended to connect your mining software to a Bytecoin mining pool. Research different mining pools and choose one that suits your preferences in terms of reliability, pool size, and fee structure. With a hash rate of about 9 MH/s it controls roughly 4% of the total hash power of the network, making it the third largest Bytecoin mining pool.</p>
</p>
<p>
<h2>Understanding Bytecoin: An Introduction to the Cryptocurrency</h2>
</p>
<p>
<p>I found that at least for the CPU, the program usually generates the best possible configuration settings automatically. The comments in the cpu.txt do a great job of explaining each setting, and how you could try to get more performance out of your machine. One thing to do is to try and tweak the cpu.txt settings that xmr-stak created for us, to get the highest possible hash rate. Now that your mining hardware is connected and properly installed, you’ll need to configure it for mining Bytecoin. The configuration process varies depending on the specific mining hardware you’re using.</p>
</p>
<p>
<h2>Maximize Your Mining Profit with BCN</h2>
</p>
<p>
<p>Therefore, it always changes adaptively and independently, allowing the network to develop on it&#8217;s own. As far as CPU mining, the Cryptonight algorithm is the most profitable algorithm to use a CPU on. For mining with the CPU, we have  the option of using xmr-stak or xmrig. Xmr-stak only has precompiled binaries for Windows, while xmrig has them for Windows and Linux.</p>
</p>
<p>
<h2>Is it worth mining Bytecoin?</h2>
</p>
<p>
<p>Even if you have a single ASIC rig you still want to combine your hashing power with others, and the way to do that is through a Bytecoin mining pool. When it comes to privacy focused coins most people these days think of Monero, but the very first private untraceable cryptocurrency was Bytecoin. Please make sure the pool is not already in the BCN mining pools list. The comments in the amd.txt do a great job of explaining each setting, and how you could try to get more performance out of your machine. After we went through the initial setup, we should be ready to mine. One thing to do is to try and tweak the amd.txt settings that xmr-stak created for us, to get the highest possible hash rate.</p>
</p>
<p>
<p>It gives a predictable growth of the money supply without any breakpoints. Fully anonymous signatures would allow spending the same funds many times which, of course, is incompatible with any payment system&#8217;s principles. Using my AMD Vega system for an example, I will show you how to read the data. You will then be presented with a series of steps that will guide you through the first time initialization of the software. Once you have completed this, you will not need to do this again. If you don’t want to host the mining machines in your own space you have two alternative options.</p>
</p>
<div style='text-align:center'><iframe width='565' height='314' src='https://www.youtube.com/embed/QnwjgMHbixU' frameborder='0' alt='bytecoin pool' allowfullscreen></iframe></div>
]]></content:encoded>
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		</item>
		<item>
		<title>Maximum Profit Calculator Find Total Revenue &amp; Profit</title>
		<link>http://www.cerasimply.com/maximum-profit-calculator-find-total-revenue/</link>
		<comments>http://www.cerasimply.com/maximum-profit-calculator-find-total-revenue/#comments</comments>
		<pubDate>Mon, 23 Nov 2020 11:34:11 +0000</pubDate>
		<dc:creator><![CDATA[asawin]]></dc:creator>
				<category><![CDATA[Cryptocurrency service]]></category>

		<guid isPermaLink="false">http://www.cerasimply.com/?p=7161</guid>
		<description><![CDATA[When you sell the item, this price becomes your income or revenue. In other words, revenue is the money generated from selling things. The Countingup business [&#8230;]]]></description>
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" width="450px" alt="how to calculate maximum profit"/></p>
<p>
<p>When you sell the item, this price becomes your income or revenue. In other words, revenue is the money generated from selling things. The Countingup business account comes with free accounting software that helps thousands of small businesses keep on top of their financial management.</p>
</p>
<p>
<ol>
<li>Taxes are the revenues that are collected on incomes or purchases by the Government of the state.</li>
<li>Net profit is your total revenue minus cost of goods while gross profit is your total revenue minus total expenses.</li>
<li>They produce a slightly greater or lower quantity and observe how it affects profits.</li>
<li>Knowing how to calculate maximum profit in accounting is important to your business’s earning potential.</li>
<li>Remember to test different scenarios, monitor your competitors, and revisit your calculations regularly to ensure that you’re pricing optimally.</li>
</ol>
<p>
<p>Yes, a maximum profit calculator can be used for new businesses. While some of the variables may be estimates, such as sales volume, it can still provide valuable insights into the pricing strategy that can maximize profits for your business. A perfectly competitive firm can sell as large a quantity as it wishes, as long as it accepts the prevailing market price. Total revenue is going to increase as the firm sells more, depending on the price of the product and the number of units sold. If you increase the number of units sold at a given price, then total revenue will increase.</p>
</p>
<p>
<p>The maximum profit will occur at the quantity where the difference between total revenue and total cost is largest. Max Profit refers to the highest possible financial gain that a business or individual can achieve from a particular transaction or series of transactions. It is the point where the difference between total revenue and total cost is the greatest. This concept is crucial in business decision-making processes, as it helps determine the most profitable strategies and actions.</p>
</p>
<p>
<h2>Variable Costs</h2>
</p>
<p>
<p>They cannot be sure of what total costs would look like if  they, say, doubled production or cut production in half, because they have not tried it. They produce a slightly greater or lower quantity and observe how it affects profits. In economic terms, this practical approach to maximizing profits means examining how changes in production affect revenues and costs. Using a maximum profit calculator can help you make informed pricing decisions that can have a significant impact on your business revenue. By calculating the ideal price point, you can ensure that your business is not leaving money on the table or pricing itself out of the market.</p>
</p>
<p>
<p>Understanding what to expect from your business will help when it comes to reporting income for taxes. When you increase earnings through profit maximisation, you can expect to pay more towards income tax. Knowing what to expect will help you maintain accurate records. Variable costs are the expenses that vary depending on the sales volume, such as materials, shipping, and marketing.</p>
</p>
<p>
<p>Profit is the difference between the price and cost when talking about one item. When dealing with higher volumes of items, total profit is the difference between revenue and total cost. Generally speaking, profit is the incentive <a href="https://www.crypto-trading.info/">https://www.crypto-trading.info/</a> behind the majority of business transactions. One side wants to buy a product or a service, and the other wants to sell it for a profit. To calculate the maximum profit, subtract the total cost from the total revenue.</p>
</p>
<p>
<p>Profit maximisation doesn’t consider other factors such as the product’s quality or how the value of money changes over time. To answer the question &#8220;what is profit&#8221;, we have to go back a bit. Instead of providing a profit definition, <a href="https://www.topbitcoinnews.org/">https://www.topbitcoinnews.org/</a> let&#8217;s do it more naturally &#8211; you have an item you wish to sell. It doesn&#8217;t matter whether you&#8217;re selling homemade beauty products or just reselling some old clothes &#8211; producing items or acquiring them always has a cost.</p>
</p>
<p>
<h2>How to use cloud services for a business</h2>
</p>
<p>
<p>If the price of the product increases for every unit sold, then total revenue also increases. A revenue can be generated without considering the profit income. But you can never estimate the profit value until you obtain the total revenue. You can immediately calculate both revenue and profit by using it which makes you capable of managing your expenses and earning high profits. Yes, a maximum profit calculator can help you identify areas where you can reduce costs. By inputting different scenarios into the calculator, you can see how changes in your costs or sales volume can affect your optimal price point.</p>
</p>
<p><img 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/wBGcc86Fj6gB104S7Q7DSc7gFN47JbKhUX/AL1lugrGSPZyOfL8NA7I7KCcxw7WUDmk+77NR/s0+Vok9bF99vABx7mfD8dbBuV7QZPXI+Yv6h9PX11YdVPOvHgjGQgphsbH7KKdkcW1Nu8nQBmmN93Cn00RqmyezQolQfRtdQW3ENvEL9mIGMBXdy79STHTOL8sIdbOHQPovuJ9dJ1dRLFuVbDiAA2/y4D5K+9oKlWo1p10dt0UdIEhNR7Y7ZZiCFo2poCVpSgcZpiPMDy11d2U2YE1lJ2st/uX3U1vu8PDT2mdqVT+HrW1ckcij1H3tbOid2xn4rWeFf5v+r97y00vqTOe2yYNExEbIbLmW4P3q7fPuJVgU1Hf+rWiNk9mOpkj96yhkBxYBFOR3DwzjT+bTMNQdw63jqkgYb5d5+9rm03MTFlHjQCHXO9GfD+toTUqBw132UcYaT0Kiy1dmdnZ1iUyfL2uoS5L0FtbjqqcjKlFIyTy0vSdkdlvgpG09BGXRn+DW+ffpWstM1W3FJJWj/BzePc8OAeunHMTNzH+M2fijHw/Q+ugNWoQddBt1S6Rc5gMpkK2P2V7U2BtPQB7izyprfmnXJvY3ZZUiShW09A4RwgA01vyOn+W55lN8TjYPAvHw/VP3taMtTO1ST1qASE96PQ/e1YLzz8kWIhRrRNk9mn4Usu7X0JSkSpKUqNOQeEJWcDu0cRshsuIDRc2roS1kIJV7MQfEemnhQ2ZohTQhxAzMkcgjzcV97RsImez2yHm/moAyg5zkfe1A55A1046qpdEpjy9kdlQ9GCNqaCgFzB/gxHMYPLu0fom31hWjVH5lpWZTqNIfhqaddixg0VoDiTwnHeMgH9GnZLTN66IFONc3uR4PuH10Xlh/tg65xCh2ZfzU4+un1Omsc7FnOo26KwSUUxhWNZ1k951jXQCaENDQ0NWrQ0NDQ1FEY0NDQ1FENDQ0NRRaaGhoaBAhoaGhqKKP7A/whL/AM4c/bqBf3SepmHs1SKaF4VPrbfu570obWc/rI1PVgf4Ql/5w5+3VWP3UCo8NEsSkpWcKkzJCk/+qgD/AF6gUK8/STrGTrKu/WNNaEsrPEdST0d9zom0e7dDvaryKomkw3VqnsU9ZC5DfAeFsp4khQK+DkTjlnw1GugDjHpq3CVSsJJ3+sWr7SRLRvKmXFdFc9vzaq+JU1TDLaXEcLTiXUOFa1oSkYQU8PvEeGpnrnTo2kbuS3KrSLIr1SEJ9wuSZIRFdp7S22WypoB1wPPFLJSTltOCoYySdVf2MTabdzKn3FVmI77aFNx4shribkKWOEc/MFWcY0d3codkW+ukyKTESiorUoz4Cgts8OcJKkk5TxYJGACcjPhoESfVm9KSl7azNz7hsy332areNeg1SmMScux2ktrkLWXVIcQvi4ngoJGU5GDxAae1N6TuwlaVSJG4ts1qdKpMairU4ilxXw89GD5kNDjcHC0pb4UPMIAI5ag2rWFakqXHMJbsRlbxZeLTnWJaQEpIcUVnuHF4KzyPLlpPTtjTlPhpytcCUSXGnU5SooawvqnCU9wWUeAOEqBOoonXuXu7Ydw29txDs+JKpFXtnDlSmNUWMwlLmUkLQErUp1QIUeakpI8ATyW3N6tm0096lJt6qORqy8DWcQWkhxLzTKZBaCnVFISttbjaSrAJABAxqLaPZlDn0ueajWG4TkOctgSgrrG+AJGO7vSVEe8M8vDShUttrbpjryTcEl9ttqQ6hSAkKX1XkDyIVkcJBOc6iifD2++3keCy3SLIhsqZhzGW2X6Sy8UvlD6Yr3WFfCopQuOhWUc+BR58jps2XuZY9PtSiUK7aM7UVRbjeq9QYVDCkyo7nZctNqDyEIKgy4khSSMKHdpKrW2dGgMrdgXAqUGpPVOcPAClA63iV355FtHLH5xOCddDtZREuutoupMjgLqkhpvKkhIRwpUBk8RJWMAH5nqNRRSNC3+saBTTAMmpvTjCkRkVBVEjJbR1hmEISz1hCU/KGQfPhJOeHmTm72bWIl1mpQrefX2lD66bDdocPq4sxXXqD6llRLgUXGwUlOBzGMJ5xpIsu24zCHRXnnl9meedZbQjjZW20lZbUCe8lWE45HGkW8bbi0Cew1AqPampDPXBSxwrHvKGFJx7p93u/USNRRbX1ccK6qy1V4scMrVAiNSeGOhgOSUMIS6sIbwkAqSTy03f1/rOslCgMlSP16AQojPEn9eiEbqisfr/AFnQ5jmCf16zw+usasQVWa9i+iPVlVzo5WJOUSSinGOSe/4Ti2//ANUadVMA/fSin7sj/QVqJ+gBVO39GqhRuMqMGdPjfh8cuY/+PUsUv/dSi/1ZH+grSXJnurls+mO5VtxzIeKCLxfxh0oz8jieRGn4w1TxEeK5BB4ne54j66vI6j7aGoTY1X3HRGokiYFXg8oqQ60kDMKJy95QOn0xVqsIbqU2nMxxO8+0R/tK+/rJbv8AMPy52Kx2RwFFoXK4G6aKE0UyFk9dE731fzzfrpTfTB7bFHXHHEvJ648vdPrpFr1Vq66Iyk2tMSC/E5mRH/n2/v6PO1SsdsiE2pKweLl2iPz90/f1iMSMv07H8J7XNxnLj7o6lqlmYflZ+YM/KVef461jJgB6WC+B8QdzxB+aPXXFNVq5mK/vTlD4Y/lEfz/r65RatVg9LxaUsjrcfxiP9lP39FhzGW52P4RSCqnbhX3upN6QVe2dp+5ztNtp21JFbQlNNjOuIUEKBYC1pzg8JOSc5VjOnf0cd6ruvG+722jv1UedJst9gRqtFQpkSWuMIwtHEQFZwcjAxxeWof3SjSrh6Y1SiM1Gq0SQmw5CeKnzWEPhQS4rhUTxJwUnJSOZSM6UOi/d1ZotJ3M2UmW20xuVBU/N7ehxKZNTUpPw3XFuKytYKkEY5cKk8hz1xWVHseSZjOMj0gea+oWy7bJVu2abGYvV6JMNAc0ueWmoXDMjKCOslWuk7v7OR7nYth/cait1RTio4YNQHJ0kANqVnhCySAE5yT4a1Y3b2qXuI5tv+V7KbkISBTuN7rThKlZ7scPDzznGNUP2st+PfvR5l7c1/c6h29Hj1Z12qwn6Syam1NDwUlSVLlocWtWAAA1xHJSMnUrdIFyr7I7obVb9PU6fKapkZu2q6+Eo6ychTSghxaEqVzOFkAnvSka1m24hjLYAI5+K59T0UsLbabubVcaxxhoggFzRLTJbGF2kAnYzGQs7RN1Nrq+/X4lLu6Mpy3nVN1XrnHWURCORDinAEg8j4+vdz0mbe7pbW3Xb7NGtu96bPnxYAU5EZl4d4UpSCpKCQVpyR7ycjmBqtHSOtncCn9FKsTnKHLYn3HcbdxXS6laV/J3iVJZWlKipSGk9nbwfBodw0Zsq2xeV27U37++nSp863Kcpmm02j0uM247C6o9Y0+Uy1qSlPcVKSEhRAPNQGo+0vJDWtnLhYx6O3e6yG3OrGJe0QCRiYAc4acnOkCSIGeeisYd/Ni5MSoTRuXTWmaBLQxUC9JcaMZ33hwKSvB4hwKyADjhOcY0p3Fu1tRbNDpt61m+YjNv1EFMaookOOx3CcYw4jIGeeMkZPLVRtuTRZty9KhxyjR5bRlve8osHqklM0L71YIKkjPDyyPw0z5C6nN/c3qYyzTJDrUKpuOOvIdSsISKksnIzxADPeRyB0BtpzOEc/LL6rqf7H2M120mvfnUosMgaVaeOR4HLNXol7u7YUC5adbVXu9qHUbhebNLYdW7mYFhASW1YIOcjlnPMd2kN3crbSxaRVIt43vT6W+/PqBaYelnrlJ60jjDYJUU5IBVjA8Tqru6970S6d2ujTUaI81KajzWFqLT7a0ni7FgFQVhJ905ScEeXfgnS6vcVE6X+5D8y4qdbMyrwnGqW5V4DUpD0XjBcaaK5DKQrKScBR4uFQ5YJ1DbTkMO5H0BXPb6I0S+lUfUImlUeQRmS2oGQAATpnoSr1wqzbdeoTFWoNbjz4EpCVsyI0vrWnU570qBIP69F75uag2TQahd9ZfcTCo8GRNf4HjxKS2niKU8+84wPUjVe9pK3Z3Rh2LlS65d0mvWy/cDhj1NiI2GGnXVJT1LSW3XOJHGlSuIHhBUeepM6RNGuXcHaC6rRpNqyxLqNJkJYy+ySpQAUEgBeTkpx+nWouPZl0d6BlBOf9hcJ930Kd5MpEk0HPwh5BbIBE7CCAc+FG1jXL0gd47AXvBbV30q336izKlW/b4hJfbdZbWUIRKfdUFcS1JOCgpABST4jUtxr/s6yKIubuTdEChypMlQUh2Zwlx4NpLiW0pJK8HPdnUL9GPfKzLE6N1KVXSllyzYMuLVIzkqO1JadbeUot9UtYXxqBTwpxzyO7TRnV7qOnFa973bSpbFEqNCfct5cpxptluSttZX76lhtKsK5jiPNQPlpNOqKWEuzJOczlkJXftt0euXjaLN2eClRNZzcLQC4MGTQ7R0iDJBnNWytq87Au+1nq5bF0wKnT2i51shiXxJaxk4Xz9wgd4VgjxGkSNvhsnX6m3b1G3IpMyoPL4WmmZylJdUk5UELzwLwAT7pOACfDVV9sV01+5ekvXpjU5rbaptSY02XDUgtpdV1gedaKThRSlS+aeLAxrO21YvHbLdHb3ZGuCgbgWyouT7WqEXqTPpSUJUA4soUpKRwrIwo9yu/lw6sWotAhntQNPkiqei1lZ24ZUJcxoeAYGXZh7hJBbibMFsjkKcNvulXtzfm6Vy2KmU3CTRp6KZTZnanHRU3FclkAIAbCVgpB4iD351KFBbg/vgXYTIUMRqeRiQoZ9xw+eqt9Fq5odm7+730ivspi1KqXPxR4kmQ0y4tDkh4ICeNQ4yeJGAMkgjU77RbtUXc25Lxr1l0qbOiRX41MeKw2ypuQylwLSQtQz3jmMj10dnql+EO1LjseCuJ6V3O2wWwCyUnCm0MJOZHepzM9Scuc05bn3N2ssdmQm8L6p1LeT1jqmXJpLwRn5/VJJXjmOeMc9aTty9sKft6i/pF4RlW4Et5qTclbrIyoJ5lBOPeGDnGDy79QLW91qbJ3l3Ktei2bQbcqEWhrNZrNVLZmVEdXhpDaFLSgtpCjlQK84HunUUbLVd5X7nffkKTHcWw05UENvKebCWeINKSOEniBKlcsA8zpfrAADQNASTB2XYo+i1M2VlasXAl9JpGXs1ZzECBEfq8QFcpnefZuo1OhU6PuRRlya7wu01kTyFSUKSQkpBIIJ4hgHBORjORrted+bfbf1yPLu67YlLafhrba6+UrrHDxpOEJBKlHHPkO7n3apDuS5BidGbo8TGKSzHeYq1PdRKSppK3T3uHIPEnmE5zgctSTeNwCh9PqgXBfsNyHAetYt0ZUuSyhlD3C5xFK1K4M56wH3s5Unv5DRes/wAyMO7dJOq0V/RCzDvMe44RXJGWJxouAGEf1fTOE4OiTubcV+71buUGsXzMrtv0SU0miqdeBCWi++kELSAV5ShIyc92lzpi7kXvtNtdTbt26uddOmLrIgvtKZbfQ8hwr7+sB4SOEEY89MLogVDHSV36mUilOSmpVQZdaQhxpGGy++QRxKAIwUkYz3g+Oj37oPUpL2xVPjSqS/C4rlY4VrfZJI4Xc4CVk9x/R46Cf92dz3ueQtVSx2Q+mFnsxpDs3CnLSJGdIEyNNczO6Vb33R3M2T3B2xoFfvJF7UXcCUmLIQ7BbjS4SwpkBaFMkJKB1wOFJJwlXPuxINz767KpvalRntxoEd625kn2siQ8412TMdxI4+PHeogADJJPLzGlsbKW6zUKBuHWYd0XXWaay37Ml1ipsSEQkrwVFlAWlAzyPEUk93PkNV6tKFR7t6el/wAGo2zHqsOZGMaTCcLSwQYiUuIVlXD6HB1RdVouDYkEjUEx8VzK9mum9LPUqFrgbOzE9zGhoee1AgN0kNIE5SQre1XdLauiU6Bc1Yv2nRabVYyXYLy5SgZKCCoFtGeJfLngA6DO5u28yzaxf1EvGFUKVTmluuPsTCpKShA9xWDkKJ5cJGckDGq0VliFYfTfs0XDbCqbbUW1VU61W3HmW48V1LbgWlKlK4ArHEMcWeaTrj0f5Mhrc3pD3VbtKlJs6XIfSl7r2ez9qHWl1aFcQSoDKuac4GAeeniq5rsJbudjwofRqyNs/bh5PcZU/pOKphwae0B9xoAtdpt57g3LsCs7r1vfNdvzYKagH6G7D46bEZc92I4opbKgUKGSoleQeYTnOnjcnSOiba7K2DX7suOlXnWq3VWGHpdNkuMMush9zikNpLYIShKeEgoTlQOo66PFTMP9z+uuO5Ty7HRErIekF1oIRkqwCFKz4+X4aZN1TFR+h1sLUXKepEOk3cy5JlkpUkJ66UTnBynBx87GsxqYKYk6tn6r0zrlu62W99N9OKTbSaeEADLs3OHeDQYmMvwr+25dFpXtBi1u2q322Csuo65LjiAVpICh72D36WIiYPa5I69auFaMHrlH6v46RaRe8a5EtTrepntOMguNF2LMiuoC04ynjS5jPMctKEasVcSZKkWnLzxJyO0x+Xuj7+ukIxAuG/B4XySoAx5AEeK6tpg9TMUZJSeNfLr1D6v46Sb6ap52+rI69XKlvcu0K7+r/HR1urVjqpQFpSzlxeT2mP34H39I99VSrnb+tINqyUD2a7kmRHPLgPP5+hOVNxA2Ox/Cy2pw7F/gfJOMIhByMOtXw8+fXK5e7+OupahdrbIWojgVk9aSe9I786Je06sHIg/JaWCc8u0R+Xu/19bqqdXVOaJtWUSUqz8dj7v39MbAnLfg8DomYsz4nzXeKiB18vrJKh8YY+OocuBProjW0QjbdWAfIV1T/u9aR4K9dd41Vq6XZOLUlc3f8YY+wn7+k2sVSrKtqq8NryQC3IA+OxgfO+/pdaMJy2dsePBWXAhK0pMIQOJMpecI5GSrzHhnXRwQO1M8UtY91WcSVeQx4/jolMqlZMDh/JSWB7n8pj+Y+/ro7WKz2tnhtGV81X8oj+Q+/wD9s6cQJ042KvGAEZQmnGe6jta+EISc9oUfPzPoNc224KY8rhdIPWuYw8eYx+OubNVrBnOKNqSh8NP8oj+Z+/ri1VauI0sC1pWA65yEiP5f19AQMQy/VsVHPBYfApKs5MEbdUlXXr4hTmeXXq7+EeGdOOYmFxsJL6jh5JOHzy7/AF01bPqdWO3dIQbXlFPs5nn2hjHzR9/Thl1SsksFVrS/pk4+Ox6/f0vKDlsNj+EFJ4DB4I24mnKlsgSF4CFkntCjju9datNU5MmSoSSR7oyX1eR9dcF1SsCU0fyTlfMXy69jzT9/WrNUrAlyj+Sko5CB9Ox5H7+jBGIZb8H8Iy9v9hcqIiCYUwpdUrimSD9Ko5+Ir10Y4YCKc0rrVJUQg461Q8vDSZQqrVzDmf3rSsCZIziQx/OH7/ro8mq1kU1kC1ZXzUfyhjl3ff1TQABltwefBAHjJGZAh9bEKZK8dbgkvK+yfXXN8MCfll4rzGVn4hV+cT660l1as9dE4rUlYDpx8oY5nhP39YVMmyZ5TKorsIJiqIUtxtQV76eXuqJ/1aZTjtNNxseB0TWvBMLB7z+Osaye8/jrGusnIaGhoaiiGhoaGoojGhoaGoohoaGhqKLTQ0NDQIENDQ0NRRR/YH+EJf8AnDn7dUx/dPqgXLvsumhXJinyHiM+K1pAP/wnVzrA/wAIS/8AOHP26od+6VzlPbzUeDxDhjURrl4gqccJ/aP16saqjoqjKOe4Z9NS7sb0Sd7ukZbc67ttkW0zSYE9dNL1YqDkdTr6EoUsIS204SEhxOScd/LOohJwCQceuvWT9zUoXszol29NU3wuVmq1WesfhMcaH/wsp0bjh0QgTqqgD9zJ6VQ/le2//LUv/omsH9zJ6VueUrbf/lqX/wBE1604HlrOB5aHGVIXkqP3MrpYAgpn7cJI7sVqX/0XRud+5u9L6pylzqjW9vpMhYSlTjtblqUQkYHMxfIAa9X8Dy0MDy1UlReSp/cyelgTnt+2/wDyzL/6Lof9zJ6WH+P7b/8ALMv/AKLr1qwPLQwPLUlReSv/AHMnpYf4/tv/AMsy/wDouh/3MnpYf4/tv/yzL/6Lr1qwPLQwPLUlReSv/cyelh/j+2//ACzL/wCi6H/cyelh/j+2/wDyzL/6Lr1qwPLQwPLUlReSv/cyelh/j+2//LMv/ougP3MnpXjvn7cH/wDnMv8A6Lr1qwPLQwPLUlReSx/cyulcRym7c/8ALcv/AKJoJ/cyulcMZm7c/wDLcv8A6Jr1pwPLQwPLUlWvDne7o9brdHWrUmk7oRqORXWXXoMmkzFyGVFsgLQorbbIUOJPLBHMc9Rxr0R/da6UF2rtjWwkAR67Mhk/5WNxAf8AySf0a87tGwqnBemv7mpOW/sbU4K1BXZLhfKQPALaaOrA0s53Ri/dRI/0Dqr37mBNLlhXjTwfoKsw6R6LaPP/AOD+zVoaYP8AvpxgB3tv/wCgdLKLZa7MdoVVNx+zupQBeD2eJGf5FE1ILTc3sTpRJQRxO/m8/WV66hiz9wbE27ibqXRfNcRTqZTrwWZMjq3XQyFw4gSVJaSpQBz3404LU6Quw941cWbbO5lHqdalMOS40dh5ahIaJUctrwEOYwSQlRIwcgY0u2UnGo94BjPOTH40WSyODaLZKfNebnihsLVJbKTIh8g0c/Tt+uj7qJYlxMyW85Vj4f3D66rT0sekHaVs7Q3XDsLc7sF40BppxrsUUykMy23UHqHlracYQrnzQopXzGMcszNaNyRZW3ttXPclSSXH6IxPnSSerAJjBS1kDknnk8uQ1lqWSpTptqnIEtGZd069U4VcTyGnYfdPIInduUO0t44Bglvwz+OsRmpvWyQmS39KM/B+6n11ULYHpCtbnR3t5713xNv0ejzKj7Wtx6C03TkwVLUzCCZK2w71gISskOL4lHhwnkBP9r737O3QK65RLxakO0VrtlQiKZkNSo7PACHFR1oDvCQCQeHn4ZyNXWsdeiYcCc+T90XatduuN27VWAik1u+PyItr28YUp41QUhkS+sLak8QdxxA45ZznGlxO3Voy6jTr1lWrQHa+wiOhmqOUlpUxHuhPJ4jiAwSOR7idRxM6S/R3u620W3bW51KqNVuWmzzTYbCnVOu9Whwr4k8PwsBKvpOHOOWnzdO5u11hUqmNXddcSBIkNoeYjcbjsh5tHCVqbZb4lrCR3lKTjSjZHU3hjmEGNM5VC11DXntDGEDU6Tpql1+xLd/KiNdTlv0NVaLa2xUPZzfaQnHd1vz8emdd61a9Jud0Q7hpNMqjDDjUltqdCQ+ht1ClcDiUqBAWCeShzHhonal72Ff9Jpl12VccWr0iZ1vUyo7ilIUU8lDnzCgeRSQCD3jTKq/SY6PNu1evUyubkwIcy3nERqlGdQ+HmXCSeSODiWMEEqQFJA5k41YoOJNNjSSDmM5HimOruJa5zjlpJmPCdPgpPLDzseWyXWiPeSpCmvdPLx9Maalh2bQbdspCqDQKPTDUI6XpZhQG2O0OFIBWsoA4lHlzOTpHqW/uxlvUOkXBVtxaWxSbpkFmkVAOLciyVkAY65IKEeXvqHMEeB037S6SXR+nbdCrwNy6Y/HpziKS7wF1S1zAji6lpsJ43lFKVEdWFZAOM6v1Z7gHYCciN/kltrlpLQ7LxTzb2S2xgJktxtt7OYRVsMzktUJgdpbJ4ihz3ffTxAHCs8wD4aUaJtxa1sRnaJbtr0CkwJqVqkRYVMaYZeJ4QorQkAKJASMnyx3aI0Ldjae7refuq3b0p8ul0t8ioyC8pvsSkJJUl9K8KZUB3pWAR5agq++kbTqpv/s9QtrdzpEii3JUJcStU5NPCWJMZLHWNvNuPMhxSScDjac4Dy/Syld7q1RzQ3MczsJTqluqe88nMbzmNNVPn70u3s+NFpsqxrXfiUV7+DWHKMwpuEopTkspIIRnAJwB3aTYdk23dNu1Ju5qBRquzDqs51hE+nNyA04l1RSpIWCEkHmCPLWlP3z2bdo923K3eTSqfaE9yJW3UtSCYTrYHGlaODj5Z8ARj00j0LeHaOm7ZvXxNvOExRa1PlqpkpaljtpcUpSEsoxxuKKeYSElXprMbK4Q1zOedco+n0SnWt/bMd2hkYtzvrvyl7dPaClboUOi0O5JP8CUuoR6i9T2mkhEpTXNCFnwRnvSO/uPLOnw81LTLYQqQk5QvPw+X6s89V93G6Z2x1sUW2ptFr4rTNcuRi35QaEhDtOz9K44ypvrAUDHucOSVDGpKqu5tky9v5e49FuFDdOZhS3W5siHJCWloynicZ4A7gKHMcOSBy1odYatIBzmETA1PMfdPqWx9djaL3y1swOJiT4mBJ6JWqO21mVa6mbmqNp29LrLDR6qe/SWXJDfPwcUCofoI79afknR7tgViiXHRqTVqeqoucUSfCRIZOAnvQoEaYtm712hS9rbNvbczcWgzJVbhEJnUdmQWKi9knEVjhLy8JHNPDkcKsgY069q79sDcOl1W4LQrzdRhCrSI6nB1jakOoCeJCkLCVJUMjIUAdKNnLSXYTAJEyYnxgJLrRUL2nGctMzlknHEoUeFbqqZEjQmYQbW2I7UUJbCOY4eEHhx6aK0uwbYtFqU7bNuUSkGY+l2SqBTmmFPKKweJZQBxHPn56Yt3dJPYCxI86n3RuAxHdprimZ3Ux5UluI4ojCHlsoWlpR4k4SsgnI02650ibPe3GpIpm59FYtNq3ZNbqdPlU6amoPIQ6nhfZKmwOBICuJGCsY7vHRtsVXAH4CBGufjwUXrBgtD9dc9fHn4qZJtm0x64U3Cmn01FbMNyK3UuwoMhDRx7vWH3uEHnw5xy0wdiNraRtJVbos+3pS3kExZsqS82C5JkvdYpxxWDgZPcByAAA7tdXekjsKizIu7Sr6R+SMp5UJqqiJLLSn+Lh4cBvixkEcWMZHfpJVvlsrZ+4leauW940JUuHTXgpaHylptTailTykpIYByMF0p0LbG/tGnszIceeDKGrbKrqYoY+6SCRPDSB8BJhSZ+R9IqE9FyS6PSH6tF65lia7AQ5IabUeaUOn3kgkDkDg40jNbP7cx7TkURjb+026XUlMyJcNNEYDMhxJBStxGOFahywogkaTq/vvsfZdZatW679p9Lqc+M7UIjMhTqUyGM54m3OHgWSO5KVFR5YBzpTsPcnbLdGy27g2+uuHWoCSmOp6M4s8DqccSFJUAUkeRGdK9VwU+0e2BHWNYTRaXNAAectM+FyqGxm1MuLT6RJ2ys12HCcWYkd2gx1NMKVlSihJThPERk4xk6UahZdAqlepcCqUGjy2aXFDkFp6A2tuKttxHApsKB4CMDGMY8NV0tvpHQ7F6Q+81sby7pBq1bWk0lVCbmMt8bKX4q3n0p6hoOOBJWM5CuFITk/WMtL6QexYvu16Q1fsWVJu+DmiCK2/IRO4ngAW1toUjkUqByRw4Oca1VrtqUzkyRkZz4lKFtqmJedTqT8ded0+aJt/adIueo3VSbbocStzRwyqixTm0SXknBIW6PeUPdT3nvSPLRW4dtbOvyntJva1Lfr6Ia31xRU6U1K6kqUclHWA4zyzjvxotbm7O2Fx37X9uaPcvaLit8NrqMLqX0mOlQGCVKSEHJPLBOc6jFvpcbTNbvXHsvVJcmM9R47KhOZakPh6S8shTIQ20rg4AUErUeH3sdwOlssVV7i1rNifhln9QmG0vDg8PM7GTOnPgpwh0hqiUWJSKSxEgwYwbajx40ZLTTSAeSUoT7qQPIDTIqG2dmW1uRa9w27aNu0yrTp0xUmdEpLLMh4qiu8RU4kBSsk8+fPx1X/YvpV0Skyd0KTv1u40UW7fsmhURdQbaQ43Cbd6tPWdmaSAnOMuLAHF4jOp+3J3A29tKp2XcVduNlmBIlyCw431jyn+KIsp6pDYUtwkEEBIORz0VewVKDoc0z3YOeemiyutL+yPZuOcTB2kTKedwWpSrrQ5RrqpdMrEFxtPHGnQkPtKwTjKF5B56yq0aVJo0m1pNKpb1GcT1LkByEhUdbfCPcLfzSnHhjGiFoXxYO4Eb8oLOuGNVaeUlrrWXFAocSTxNrScKQsHvSoAjxGq40Leeo7y7837YVq7zS7Qi2fU4UemMxaU3LZqSGk5ndoW80rh5oLaeFxvAJUArGRVKx1KzqjgPZJJ1n+81o9ZIaGl2W2eSn6Fs/txTLVqFu02wbVjUqoe/MgtUZhLEhSCSguICQlZSeYJHLnjWKltxaNMtWLatOtegRaPIms9bTmKY0iK5xLHEVNABKs+PnpHpPSA2KrlRRadH3Fp79RmrcjwU8TobmOJzxIZeUkNvKBzlKFKI8dQXUdz9wnHuknSHL/qS07dqgybbdVFiddCJguSVI5NBDg6xCU/ESo8I7+ZyTLvqEOa5uGGjWdC6OOqCtbqp7xeZJn2jrzrqraxaamk9hplNbjRWGGlIaZZYCW0JAACQkYAAx4aNMolmRJQmU1xZTxfC8eEY8dQhtRvTbrOw+2+4e715Ns1O4aQy46+6k9bNlrbClBtllAK1kc+FtHny0vu9IzYCmWpUdxJm48JFvxJzcCTKCX1KjSSAOqdaCC62vPelaQR441DZKvaYYJhxGU7ZKdqHd8nVSc03MDUopktnDi8/Bz4D10iX4mYdvq0TIQQaY73Nfc/HSWjcfbZuZR6M9dEZudd/XPUOM6taHJyENJWooSQDySpJwcHnqJd/ukVt03tledCsjcek0+5qI5HpU41OnzVMRXnVc2nCG8BS20OcKs8IPCSQMHQss9Ss002tMkcnmOu+WmqVWc11JwnY+SsSUS+vh/KEZ5/m+/3fx563dTMTMZIeT81X5v8Aq6jO59/tkbHuKLad535CpdYbgCoGPIQ+guslIALZ4cOKJIAQglRJAA0cg75bI1S0mNyYG4dKdtpxfZ0z+vUE9eVJAZ4SOPrCTgIxxemr9WqtGLCYJGcnj4J/aNG6f8NM5b0o9pb5PYx1X3U+uk2tpli2asRIRjqpH1PRXrpi2P0hdj75u6ZZNs3c7JrjauschO0+bHcbT1YUCvrWkhOUgkAkEgEjR7cvcnbew7fej3XdDECRUxIbiMfEdffIB4i202lS14BySEkAczyGl1bPUk03NIMOyJM6dUuq9uGZT9mNy/Z3F2hGMIx8PB7xoOpnGcwC+gDhV3o9BqsvRh3jl3pD3aqN57jKrNBtW51xaXPnNMxepp4bQscZbbb7ve5qTnlz56lOjb/7H3JInO0K948r2TDdmykJZkBzsyQPjtoUgKeb78LbCknwJ1ptFkrUahplpMEaE9CoyqwtDphSS23MVPdSX0ZDaeZb9Trgy1M7PLIkN4610nDfp+OoqpPSv6MtVqlOZg7w0Jft1sGCpUhaEOKSTxIUpSQltf3FlKvTS3Ze9WzN+SLhpdoX7S6lMoZccnstPqSplspyHCFYyjBHvjKeffpVSzVmulzHAZ8qn1GFhgjRL1nNSv3uKT8oRwmms5+F90eul+U1OSqOVSW/p04+F6H11EG3e+mydYo1vWPTb6hP1qo0wGFHHXBEstpHGll0p6txSfFKVEjy0ZuPpRdG6hTanTq1ubToU23pyY9TivIkJfjrIPPq+DiUnxK0gpA5k6W2yViIwOmG7ndSi9opjNS44icqW0DJRngXj4fqn11q21M7Q+O0t5wnPwvQ+umjWNztqqJQKbe9SvKnNUKpMhUOYl5TiZfWBJbDITlTilA8kpBJ8BqGdk94pN99JvcW1IO4E6uWfAolPqFPiSoSYyoUlxag6j6Jt7AGMBzJwR+JeyxvqMdUAIDZJzdttqjdVaCBOqsFQ2paYU4GSjAmyM/D/pFHz0dSid7MZIkt44WwfhZ8vXSdb5pnZJaetJzNkYHEefxFf7dG0LpwprRU6eSE96j3ZGseIDLp+o8+KIbIxLbnF+IO0I+lOPg4+qfXXCWl5M0B51KvkysAIxj30+usyjTOui8Lh5OnPvKPLhOtJBimaOzkE9mVnmT9dOm03NL8uRuePFGFwPefx1jWT3n8dY11USGhoaGoohoaGhqKIxoaGhqKIaGhoaii00NDQ0CBDQ0NDUUUf2B/hCX/AJw5+3Xnh+6ITDI6RMmOFZEelREfhlGf9evQ+wP8IS/84c/brzW6eMxcrpK19JKsMsxmhn0aH+3VjVUdFXxeOBWTywdezPQapopfRO2zjBBSHaKmV/75xbuf08ef068YpauCK8v7Laj/AGa9xujHTTRujrtlS1JwqPaNIC+WPeMRsq/tJ0dRC0wpN0NDQ0tRDQ0NDUUQ0NDQ1FENDQ0NRRDQ0NDUUQ0NDQ1FENDQ0NRWFTP91Sovb+j9RKvwk+x7phvZHh1jbrWfw+J+zXl9r1n/AHS2EqT0TbglZwmBVKRIJx3fLmkf/rgfp15MaZTVOV9/3LicQ3uDT+MYUunOgeJGHgf7cat/Tf8AdUic/qPf6J1SP9y7lpF43xC5ZXTozn/BdIz/APEdXbpfPdONz+q//onS3botvh9lVzcW6aBSrC6X9GnVWExNdmsllh6ShDiuspsZCOFBOVZcGBgd/LSJPr9s0un9DN2JUqVBfi05XWOl9tHV8VObaPGcjgHXZSc96gR3jVp9rKHW6jWtx5FMuFuAybveBaMFDuSIcXmVE/8Abnp6Itm6jEcIvRogKdCc0lrl7x9daK1vdQqlgYcsXGfdwrl02F9MZHfjlefkTcW2rW6CW5OzF5vCLuS1OqKarTHgVTXnlykOdsUnGS1wKB63kjCe/uGr1bVXNSF7O2TXxPhGktW/Hdem9rR1LaERh1ilLB4QE8Ksk92Dnu0duG2rkNF6x27m3C47ESvipTWVDrkDmc8/+36FB+gXciTGZF7AJUVJwKW2APdPhnWK127t2hoY4Zh2o6ZfRMYXMdJaTlHu/led9iVBt3o17W3PHUalbNobpLq10sxPjFiEma8tDzraMqCE8SV8xjBzqd13LRL16Zjm5dkVOBULTtywJUe4q3DkNqgIcdJWy05IB4FLCcKxk8IHhqzabau1MstpvRoBbeFYpTXvc8c+etKda10R1S2GryZbb63mlFIaSD7o8Adaat5Go/GKZmXbj3vxso1haIwnbjb4hVr6HVLs6rdDWFUIlIpEyp0/26+7IQlpUhiSqVKCVqOCpCywWwCTkoKfqnS5vTvJGs7eK1rSLlq2VNmWsqW3edcgGYtaC+lHs6KhK2+JZVhwpKzkDHASRmY7moV0s2HWCLwQUJgSiUinNpyOFXiD5aPt27dTtMp613g0SgMqTxUptRHd3Eq9dZn2tzrQarmnMaSMpQEOD8IadBx+VAP7nlXY0/amr05mUzJnRLurLkxvCWXUFx4qSpTJOWuLCiEnuwR4HSTQL424snppb6ztwKvQqV19AogZXU5LLRcbTF+MlBWQVZwjKRzOE9+Bqzqrdu3tbCkXo2knjJxS2xkn/wBbUW2ZsDfdC3uvjdSpblUqcq7mITRjpoACo6IqShnBU4QTw5yQBzI8sa1ULS01a9V8jHt1yP2RFr8LRhOXh+VUCpxYtp9FbaKkXZEapMOrbvs1enU6oENKTSFSHVJWW14Ib6tSVcxgJWM9/OZNx49BsHpA7K7qV2gRKfZz1HnxXKy02hqJGqrzAQ0/JdACAXGwEJWs/pABzapq27tdQ+lV6sqHGcA0lvAOBn63/bGkyh21dcizIQevFpbC4aD1aqU0R3D1wf1aW6831HFzmHMPnT3vxshFMl04T9PyqQ7x0mv33Rekzeu2NMlVO0qxUbfSh2mtFxmrKiEGoqY4QQ8AkL4lJyDnx0+91t9todw98ejdV7Er8GXSqfVZTj03Ibjw0uxEpQw4s4S27lSctkhSeWQMjNuXbcu5lEdKL1QGwsBKBS2gE8vDnrVdrXL21ki8GQQlakkUhrAJIzjn+HP00QvRwhppnLLUbtAzTXMcCSAc/D8hUvRf9vbeT+lnt7drrsG4rhqEyp0mncBW9PjSYjnAthCcqcAAKlEDhSOZIAOmZtrclMta1ejJuLdj6EWLRIddpsyqBXWRaXVH2OrZVIKchBzxJHFjBz3c1D0DYtq51yJLrl4NqWtfCVGktk44U5Hf3emm5bVs3HIt6tsJuxlMf2hOSpo0toheFkKJGcc/w1Tr1LxGAznuNhh/dZi0mo0wd+Pyq/dJu8bBuChbV7pWezGXadE3UptQr1ciRimKpAbKFyS7gB1HNKS6OIZGM8san/cC/LUruy1w3lSqtBfoEm36ktioh5IjOoLC0hSVHAUlRIAI5KyME504plsXYqm9Qu9Gy0eFJR7La4cZB7s48NdHbau4yWGze6AlIVy9lNnl6c9Z6trdUaxmE92MyZnNaAXAklpz8FR7bh7bmvbCbAJd3ebsK9aBTanMtysuONOwm3UuhMmNJQ4oIPEhSBwlSVYJIz3Gy3Q7vu5NwNsajcNw27TI05VwTmHp9Mb6mJWFNlKO2spPPgcx35IPCefgJGkWpcr81thy747gU0r59HaI7x4E+YGi9t2/d5NTS1eqG0oqDqcCmt45BPkrTa1sNUOZhOZJGYy3yUaHAg4Txt+SqD1OpW9V6RvfsbUN0LEtuh3XfkiVLl3NVVxK3FDb7S3OCL1fA8kuNBLalOo93wzjMx3XV7M/uzNpaBEr0CbCG38qA2VzW3VSUucKmkqUDhSnGwVD7Q5jv05KN0XN0LbsK6bDpW5trTqLc8uoSX5lUtrrqjiUtRdK3A7h1YyrhUccOE94SBqYLK2mrW21h0OyaJe5cg2/CjwYq3qa2p3gbCUpJVxd/LWu1W1rmODCSCIAHVsT4oG0XtObVVDZ+0a9O3OT0RavQVptnai6Zl2OuDK2pNNccS/S4pPIZ62Q4tYIx8AY8dErWk2fRNxekLtzvvuTVLTlXhXXXkQgY3WValvtupZ7OHI7i3VhBCAlvnxYwM6u2Leu5FUQ4L0aC3EK4lClN5IBHIniye/+zTcpNuXI/uFci13WyZEdmDh1VMbUcFLmMZV7uMHu89J/ibnuMsIk9NRnPx3QuYW4QAdenHiqzVSJYlpdJzo0WHAkuu0+g25VY0RquLQic3xRSIpfQpKCh1RCQkFKSVDkCcHTv6H1xUSRf+/tOo82C8p29e1tMMyEEqbKEpLiUg5KeMKHEOWRjv1Yxi2rucYcX+WrPEFqGfZLXcD/AFtcxbl3tUttxF6NJBQ2Tilt8+7yVrNUtj32fs8J9iNv1EztzCaQ4GcJ+n5VU7LvzbOy+mx0gZO4tcoNIcksUQxTVH22+uYTT/jpbKyOLmUZQOZx3HGovoNmXpYPR4tPfFm36hGmba3PNvGmQFo4JAt96XwSWQhQyhKmFFzB7gM+JOr/AM62bldejFd3MK+L3rpLSsYSrHefw1GW6Gyu5e6F0C2Ktu7HYsudTmk1SmNURAkyktyONTXXcY4W3MNpUOE5SlQ8daqVuc6p3gQJaTP9LYgeIQOY52cb9PyUd6MFGqci363uxcdGXGr+49QNckMukBcWGUhMOOfH3GAjI81K1E1uXXQ9tunHuU9fshFGavS3aWihrke6mcto9WttojJWvjz7o8B5Y1ZqBb93srcjRr3Q201wJQhNMbwkcIwBz7gBjGubVu3WuG48u82lLQp3gJpLZKRk5wc8tYxbXF73FpIcHDLYSCPIBOcHAAYTken5VBbAqtljZnpgTZkijuLnXRWVtOuPNlTjLjjgjqSe9SVOE8BGQVd3PS3LuWPQ716Lu4903e/RbJYsVdKarsZ1hcaBVexYdS4pxDjbalJAR7wBylXMcKiLvPWvdvZW+G9WQlZbyBSGvMEfW0h3Tbt0G6LTjPXe0sOS5XB/BbWEHsrhJxnn462G9ntJOA7bjKWhv7rM4OpMyadv08j+pNro2UDb2kSLzuTa+v1y44t1VdVTnz5yEJjPyiCFLiLSw0hbR7ipHEniHf36gi2Zcy8K90xrf2+qEeTX6upCKW1GlJLjriIjjSy2BzVhZ4SR4kDPPVwEW/eCJpSi90ABoAAUttOBn+toNW3d4W+W71aSSscRFKb97kPXSKF4PpOfLSSY1jYg/ZPLHPHsnKePyqN3Vctp7jdGLZDa3bdtqTelLrNHb9jMjFQpbsIFM1x5v58cJUFFSle6eIczkHRyfdlvKuLpjRDW6cH5MeE42O2I+IlFMeZWUc/ew6Qg47lKSDzUBq5ybVudiHJeTd7HGtK+JQpLQUoZPec89Fq/bd1hiEty8Wlccxr/AMFtcyVZ58+f/wDbVm8SGFvZkyOm7w77Jb2F2eE/ThUp2vumm0Gd0V9wrmltizKTaU6hu1FbnySl1hbYQDIUfdaURwoBWR+jv0+bd27Y35vHpNm3oyHLNvOLCpdLqMfhVFk1SPHKXZDBzwucDwGVpOCfHv1auVa10uPtMKvFkoKF+6qjtkeHhxa2h2/dzDjrDF6ttoQtI4U0lsD5o7gFcv8Aq0997ONQltMyctRzinx2VYHQBB/+vEcrzual3tfW0lP6XdXotQTW9n5FFo7TDyigvtwVkVV0oHI9b2hCScA/Jzk8uT96REJ+k9Ai67suthuBcu5lXj3E+w84kOqceksqZjpGQVFuK0gEDu4VHkNXPat27lRpbYvZAQVrBT7JbweQznn46Sr2t+6l2JVlSLzQ82mnuqLZpbYyAgnAOeX6vLQsvd7YqCmRBmJGkzHzzVFpYw906f0/lQFc90WpWOnZtA4KpSpgbsqcWuGU2tIddSoslJzgKWnJT4kcx4arlU7jtZFJvObSa9SYsijdIAVinCRJHswNKUgJelqRxFuMQ25hwJUONIAB58PpEq3LuDsQi9mySDwn2S1lOB+Oo73h2BvLcypWpVIO5MKPOtKqe1o0edQkSYL7gTw4eaS4kqIBJSc5STkadQvDFhbUBAED5SfrKNzXOEhp524HVMToyybYurfjcbd398qyazct1RYEZdBtmtduagxY7SUJeU4tLalqUUpz8JPCSRk50i7o3VB216Yib13NcTTLZrO38mkUGpy/4q1URK615rrCMNuLQMgHmrOB341JFr9HW8VbxL3que/aSmtQKc5RYTNJoQYaS05wqWp0qWS6rPccDA/XqQaxb91uW/UHZF4tOoZQ+ooVS2zkgHzP9usde0AOxCXAtIOgjTyVkPDPZVBpFQdvfYzpRQbOiSnnpd7RKy9TWWwmaqlpdjqdcEdQ4gnhQr5yccuY79T1Br3R/wBwbmo+6lB3eqtwVO2LSqIZUlUVMCBCdjjibmqZjISwcKHClxaCSk4HIjVj37auxun9Ym9G0lQRk+y28nmBz5+R1kWxc7MxtDV4MpDoWVcNKaGe48+fPTat7vqADC4dZGcgCD8lG0nx7PkvNyi1Cy2+gLtHBkrpCZCr5YXKbccbS4OGqSusK0k8Q+ApHFnlwKGeWNTXdd4W1b/TmuyqR4ECroTs3KbNLjutkznhIDwipAyFLWwAQgAng5gEat2i1rqMxxBvRojhSceymsc8+uuDNtXYUSlG9W+IOODiFKaz3Y78/wDbn+izepL82E5v1j3oJ8kJoVAMm+S885W6sC5mejfWJt/2mqmUyvQyukUindnZt4KZIDUmWXlgO45FJDfzVK4cA6lyzbmsF7pE9KKoVqoURcZNNpyHHH5DWBHbiPIkp4ieaUr4ErA5AhIPeNWTtG3LlXt3TFt3a0hpcBtYb9ltHAKMkZzz/H8dOKTbN28bJVereVOgKxSWhnOfXQ1LzBENYRDQNv1Yv2VU6VTCO7wdR+VQmw7qpdC276JF93E807Z1syKrCrcoqDjNNmuAIjrkKGQ0Ukq5q7gvPjqZdldxrOu3pvblVO2p0Z1ip2nSm4LhWGvaRaUordZ4sF1ATwjjSMHhURkDOrIv2xdfXtMqvRooWlZ4fZTWPq+usx7YupEx9SL1aCgEDiFIaBwAeXI92OWifeIrNc3sznI23zlM7OoCCW6eH5CUrdekmLKV2QZ7bJ73By+Ie/RtLsv2Snhh5yhP1xjvGmxQqHdojTEpvYBImPd9NbPPj7+/RkUO7/ZjJF8DuR/4Mb8x97XGZjIBg6dOVoFRzQO6f/r+U4Jr0sPRCYZHxj+cHP3Va4TFvLmJLrHV/JleIOffT4jSTJod3hcbN7JPxD/4MbH1T663jwK3DqSlVWvioIMRQQgRUtcJ4088gnPdpjcQqAGdRuOPGUTaxcQMJ+iMnvP46xrJ7z+Osa6i0oaGhoaiiGhoaGoojGhoaGoohoaGhqKLTQ0NDQIENDQ0NRRMCxU9VVJqD3JkOD+068wemm913SWvLBJCJLSP1NJGvUKyDisT1eUhw/268rOly+Xuklfee9NUUj/gjGrGqhUL1YkU6SEnBLSgP1a9+dv6eikWTQKS3gIhUuJHSAPBDKUj9mvAqckLiuIKc8Q4cZx3kD/Xr6CaS0GafHZCcdWy2nv8kgaOogRzQ0NDS1ENDQ0NRRDQ0NDUUQ0NDQ1FENDQ0NRRDQ0NDUUQ0NDQ1FFXrp/001ToibiMBOephxpX4dVLZcz/APBrx317WdMKEmodF3dKOoA4tWoOpB7gpDKlA/rA14pZyAfMZGmU1CJVx/3MOSWt17sjceA/QgeHz4ZDf+3V76WT++lGx/NyP9A6oL+5nugb2VtoEe/bzx/U+x/t1fymYG6UXz4H/wDQOgcJmEWyqtUtx9zx0tVbIbc3wKHGuGuz51Zc9mRpSmGm4McpcR1raiFe4oEd3MalfbDeu52OkJdfRq3HECrP0yl+26RW4UVUZT8ZRRxNvtBRSHAXBzTgcu7uxC+3datiwenzu/uDeapqGo8NECmIZgSZKpD7rUZS0thlteVhDWMcj72pR6OO2l9XRvTfvSx3AtiXQXLnjmk21R5h6uVHpieH4j7fPgcV1TZ4TzBUvOBgDoW+hRwvNQCMBzjMuM6cwNeFybMHFgAO/wBE9bZr83dmtVy6GazLg2pbFwN0KlU6NlAqL7DzaZMuQoDKm+sUW22wQkdUpSgoqTwuW7ekDstalcm0mo1xby7eQXq45ChPSmaU2oHBlONJUljxPvEcgT3c9Mjo4mdSNqLptR2Mg1e3b5qbMppa/fK3agmQ0ojH1mnmiPMHlqoLW4VQsToU7iUWq29P/L67rmmwrhMuG824hUl3q+JS1JAcUW+IIShRPvE4xnWFl3MtNd41DSwARGs5+Cf2zmiRxmrs3reDdxWAN+dmK1LntUmmuVRqnqbWIlbhtKWp1pTbgylakJX1bqcEEjPEk41J9k3Ja9527BuuinrYFZjR58ZZB95p1lC0H9ShpiSINM2Q6N7lJmxY6IFp2Wph3idJCupjYI5j3ipXL1JH4aUejTblfs3YyyLYrsRKZ9OoMBmS2t3m06I7fEjkD3Hl+jWKrSZgluzyAY1C0UyQZPC7X1e+3dPtGu0ao3ZRItQRAkpVGfmoQ6CUKIHAVZ5gjHLSpQb226rceBS6LdFHnzVoaWI8aWl1wpHCThKSScDv5cvHUcbsWpvLPhXDU7dt3aVyjLhvKQ9V4Mp2olIbwrK0YSTkK4fIcOdKu3Nq7yUqq0yo3Vbu08el9WErcoUGU1OyUgJ4Vr90AnHFnvGdA+hTNLEInCP71Sm5Wg+Clh40ztMdXVYAC8kpUPAaw37KMh09X7pSnmEK81a43BDlVeMaYHZEQSGnG+vhSi083nHNC+H3T66YrWy6jIWRuBuElQSnOLlXz5nx4Px0nBTnvZZ/pPAWpOi5506mUSU9aduN1iqKcDbEd2SY7SSoAcbiyCQkeOAVHw89V06Du9N67yWrf6txBT0rtutCmQ2IcYobZZSjmkE5Uv3h85RJ/ZqwsR2mba2pIcrlemuQIjqluTqtPL7p4se6pZTk8+QH4Y1Tb9zfuGDSoG51BnNrjT63cCqjT2pDbjRlMcCiVN8ScKxg9xzrpU7PSqWCs8sBIiDHJz1WeoQKzZ6q8s0U4oilLRwHUFXEhXcNU3osfppbryqzcNl772dQqOutVmm06DJoqDJYYiznY4y4GVcRw0kg5J5jPPOrV2VuJSNybUhXjb1PmJguynWEImMLjvFTS1tqw2pPFzKDgnvBBHfqmG+VV2v3S2cfrW2G11WtXdSVVw5T6VFp70auMVAykqcdcCED3FpK1lajwHi588jVWGn/ADHNcwEkt1bIHWCVVoGQJJy4Vy69eFkbb2w9cG4Nehw4rDjbKpT4KS88WxhKEjmtajnCUjJ8BqPduN89o7jqtS23ps+YzdDztSqCaXKp0mO+3HCisOrStA4EkKGCrGTkeGoX34Td0XcTo1L3bgzJVJpkl2Xcrkdl2SwauiFHLRcDSTlXXBXD7vPiPmdb9GAS766Ue/O6kuimOijNIt6GHspWA4tTjnEnHJfwkZHeM4PfqG7qfq7qp2a4yBp3oA/vZKbVc6s2BCuTMFLEQng+cEkAhXppq2zekG57pumhuUwMfktVvZYX7x64KiR5AX6HL5Tj7ulO+bWk3VSGWF1WsUoMKCwulVJUZaxge6s8JyNQltltK5O3A3MZ/Lq9mFxbmba6xqvLCnB7LhHiWeD3lc8Z8gB+ORlCm6mS7Xu+6eVrcDjlTvW+MxZZt6PHXUVU98wkvhQaVJwerCyOYTxYz6Z1T/dPc/frY1O3NTeuiBWq9eN3N0isWsxS2jEX1iE8fZXAkPgI7sqWrJKTyHLVxKrVU2nTJVXqKVLjUmmuSH3ONTjim2k5UrAGVKwO7xOqC2Z0trBl7lVHdy+Nq9wa1djsp6HbEAUo9hokZxYQAlwnk87gF10oyE+6Bgc9t3WftHl4YHNbM93UxkPBItDhIEwVPm7G8Vfb30szo62ZKboS7igyqxU6yqIH3mo7XXYaYQ4C3xqU0rK1JUEg9xJGE20ukNVLXvHePbPdOQzWl7WQ2KzHrDcURnJkB1pt0NvNj3A8A4lPEkJSoknA0+98LJ2gqECkbn7oU2bBqNuurbplVpMqYicyt0kdUgxR1iwskp4eYPF4Z1BVidHK8bxpO/G4M63Khb43TpnsW3qfVJrjk0RUIKW5EhTpUtC3VJQrhWeJOTnGNShSsz7P32wA0DMb4tjvkUtxIdkUTl9Jfdq2NmrE6UNwTYb1KueuqiVC0/ZzbbUWnOPOoaWy/jri6A0lXEtRSrj+aPC3ds+x377uaSw2S05Epy0EJVzSUOEHl+v9OqFVyBde6/RN2s6OMG35w3BhV9ECpUxyE6yqnx4zz2X3yRhDYaU0eMnCifdzq7FqXfTqdvZXdruoW5V027T6okgK6rs7SlMnK8YCipaSEnBIyR3au8LOxpBpsAIc7QbCYQsd/Nb4j/8Ak/lGGt5trm9zF7LuTJn5WLYcnCJ7OkhsMDJ6zreDq+Hwzxd/Lv0Rl787MMWLct1sXGmbTLMkGBW3YcZ58xHmykLSUISVHHmBjAJ7tRL0vTd22d4WH0i7Htl+qVOkSJ9qzYcUFxUiNNbWWlLwkkBDyAc+ahqJKZsreG2G4bPRvotFmVC1t1KXQ6hcNRUpwsNuQ+L2koqxyVI4AME5+J44xq6F32erZxVmO7MeB7300TalZwcWlPhXSXotA6Wrwqt71NG2dTsJu4YNPkQXlOKlOOp4S0z1fXcRbCyEY7uLlyOLARd69lapbrW68W8qcm1FU9avaTqlNthXWpT1ZB94L4uXBjOSBjUJsNsxf3R+XU5EJtunRNuRCS+v+LtvpebUWwsjhSsNcyO8Jz4Z1X2NRriqWwEOpUmHVm6VbW7j9xVZmnMBUxmkiUSH24621cQBW2tPEgpPDkhXCRrVUu+yWh7S0R7HG4I4GkfVK7ZzB8SryRekdseqlXLXnqtOZbttluXVIcijzGZ0aOoe68Yq2w91R5nj4OHAznRK1elT0c7qffotEv6DIkJpL9cW6WnUMJhp95SlPKSEApSpPEkniTnmBqC7hp+3FxUDdjdO2txL5vWvO7dzaA7OqsJpmGWnEnq46epgxwuR1hGEDJwrmOYI73bYdwXb+5tUek2NbyHq9EtOmJfRHQO1lDLjK5jATw54iEOcSD3nvydZxYbGY7pEkjSNd82rQKjyJViLR3w2ivypM21b1XeNTdjomxY8uFIhqmxRjMiN1yUiQ199viT66G7d+2DYdfsubccpxPaZsxDEWPGelSpJERwkNMNJU44QMZ4UnHLOoR2shbW7k39t3eFP3F3Euq4bUgrXBiTKaxHiUlDjCUOsyXG4DPMj3EpU4STnGeZJzpC1SVt90wdn91bxhPosuNRqpSBLShx9qFPcbcPEpLaVKSVpLaQrHPhPlpLbBRfXNMTkJ03A5iPoqe9zqU9R5hTrt/uttfuZVKrEs2q9rk0VLTdSiuRXmH4bqyopbdbcSFIX7qspIyMc9NSp3/HZ6StG27jXuxCjKosqbKoD1FeLk5QCOB5mWUcACOfEkKzyAxqPOinccS8Okj0grno1OeahzpVDWyiSyuOtaRFWkOcCkhQC8FQ4gCQoEjQ3Jmpb6eO30l2KpTMK0auzJ4AShC3U5bbKgMcawgkJyCcfgdH6jTZaXU2tgYSdJiWT05UxwzEeVI7PSS2Nk1di1Y1flPP1CoOUiHMbpUxVPkzQVZjtyw31CnMpUOELzkHRHpLb62tsfGstNTo0mW7XrjhwXEMxnnFtMHiLjiQ2k8awUgJbTlSirkDz1AW11bd28rdh0zYu4pdz2DedXfMixa3ACpdscRU67KQ8EB1hLauLk4SDx5BWVcQlrpsSn6XQNqbsk0h1ym23uTSapUnmEKdMeKlmShTikpTxcIU4nOPPRU7FZ22llItlrh5dNs1Xak03f3umZfXSFg0fpTbUzoN4Vmnbf3PRao9UKbPgPMF2S024llIYdaD4WpwIwgD3lFOBz1YKx97tn76tCr7i0G6Ii6DTXXBPlyErj9jLSAVpdS4EqbKRgniA7xqvl7XRRb+6b2xd30KOuZSE0KsJMh2I+0hC1tPpZz1iElJUsDgyOfIp89RjdtAuK9ts+lTRrFpr8l+ZfbVVEWIMLlwW1tl5TKSnDoUEL7gQrHjyzufd9nrCmA3CQGzkDqSI0GaWKxa4+JVybH3u2ivutTrat6rvmqBlc5mLLgyIjkqLgYkMB5CeuaPgtGU+utt6r42/sTbefKumsMQRUI64UNtQWXZUhbZIaabSCpxZAJ4UgnGoV2hi7Y7j7mWrfVI3J3Euyv2zS5iYjdQpzEWJT2HmkJcZkLZp7KQsgAJSVkkoV5E64dMyTPtncjaHcur0CY/adIarUGc+wwuQ3BlSoqURnnEpSSkZChxeHP01yBZKb6ppsBjC45iMxMQSEVoquNmdHClYdJrYhdLq9YNwyUt2lETNrkZVLlpmU5lYISXo5b6xB5ZIKcgczy56XKnvbtJSq/ZVNm1Z1td9gIoLhgyOqlrWlKkJ6zh4EFSSCAogkEaqXMqyd19zek7KsajzXl1jbhiNBbcirjuTV9kfQlxCFpCiFEYSSPewMciNE6/uRQ71h9FONQ4VTUu1K1TU1x5+nPss05aI7ba2nnFoCUqBScgEgAZJAxro/wALoEEgHUT4FgcNBzkqFocSTxPmrYV/pIbD2fVanT7gufhMCoIgz5EeFIfjU95SGwESX20KbYVlQGFqBB5HnovuT0gNlLGkrsu67h9nVWsU6RNp6HIUjq5aMKADTgTwOLPL3UknmOWqo7+7q3Hf22m9dimA5Z86HX5UeNbVKtpbsqtMtuNcU6VIU2pBQ4RxcaA2r3RlZ4gS6r3nMVnpAdHWay2l+JCtKsmQ/wA1IZW7TyhoOKxhCitJABOcpPLlpD7sosYC9uz501AH9PVFUtGJpjopsv3pU7T0vo/13eezpQuCPSMRhES082sTOJIDLySniZ5kElQHL9Gm5efSYtW4bLtKt2ZdcyzpdWrNOiLlVm056o60vcKlx0lxkD30+6l3ITkd+oQrVKql0bT9L2hW3SnZkuoXEmdDjtpVxSGW1Ml1xpGMuD4axxJ7yB5jTj6Qm5dtbj9HnbVi1G6hIdp1xW8JLKoUhtTZaShTwPE2AQgfPIJCfE89aHXbZQWgNJ7wz6ZEZeKSar4z4HmphidLXbpO9F7bY1ig1lti1+wsMzIdGmzC+440VucaWWldUhOQApWArBI04aR0ndi6ntZW93odXqCrVpUxcaRONGmpLa8pB9wt8ZAKgCoDAOQTy1HdjXhTLA6Zm8MW6I8thV8s24/QVtxHn2p6GoCWV8C2m1DksHOTgYzqP6fa1yNb43f0QWaMVWdWLha3HkLCgGm6OviW9CPLAC5rcdIT9nrM6p1gsrSMLYgB22YgYtpnPlPLzhI8Vaey7itRrZSkXROkCFSk0RqY7IlNrYS0z1QVxL4wCgAcznGNErc3/wBl7xr8G2qHX3Ez5oMmntzYEiKKiwlOS9FU8hIkN4OeJsqGo86StrXfefQkrNAs2nOSJrlHgPCOwVLcfYZdZceaSkAlRU2hY4RnPdzzpo3ncdN3p3F6OStrqc/IVQakK3Ug00tCqTASyltbMklI6pZPu9Wo5PD3Hx59jsNGtQxOOuXgABBPM6IWVHNaABsEY2o3Qm7971XdFTuFc9CjWndSolMpkCmKTAl06IGy4mQ64ycOPrW5niWlYRw8IHebWMtU3tUoho4yn6qvI6rn0PZrL1874dQGyZe4dSmsBZUgux1IZQHUZHvIKkKHEORIPnqybK5QlySISOfD+dx4H01duptZacDAA1sDT+kT9U2iCGydykmiNU7ss34Kv47J+qr7ejrbdM9nMjqTnhR3oV6a0oapBhzcw2ucyRn4x5/EV93RouSU01r5I181s/SnzH3dc1jJA0046p0nCFxkopyXYvwSQXueUq+yrXN9MUTR2dOMRl55ED56fPRyYqSp2GVRG+T385n6p9NF5hdM9PWMJbHZVdys8+NOmsjtI6jboraM0WPefx1jWT3n8dY11E5DQ0NDUUQ0NDQ1FEY0NDQ1FENDQ0NRRaaGhoaBAhoaGhqKJiWQAazOBOAZLn7deUPSjd6/pDX84TzFclJ5ei8a9XLLx7WqGTgdoc/bryX6RyuPfm+znP8ADswZ/wB81Y1UKjtEdUp5mMhHEp19ptKfMlxIxr6CGkhGUDuSANeBVoxE1C8LfpyllAlVaE0VAZwC+gZ/t176sknJJJPIf2at07oF00NDQ0KiGhoaGoohoaGhqKIaGhoaiiGhoaGoohoaGhqKIaGhoaiijPpMsGT0eNy2AQOK06pnIz/JXNeHbSipptR7yga909/W0O7GbiNuJCkKtOrgg+PyR3XhWx9A1/UGmU1RVsv3Nl0N7/zW+EEu27KTnP8ASsn/AFa9CKb/ALqcU/cf/wBA686v3Ot9bPSGbQgD41GlIV+AKD/q16K0w53TiZ+w9/oHQlENPgfJctl2Surbk4dKMXk/kBKTn5HF8xqQY7S+xvEzlc1uHHCjHJR9PTUJW5eO3+37e5Ny3+40zGN7risq7Mt9x59cSIltlpCEqW44o8glIJPlgEg9Tt8tkJlr3TWTTatHetFtT9ZpUq3pjNShtrypDi4q2w4EqT7wVjGAe7B1mtNnqVarsDZEuGp8Fis9QNpgSN/NOe5dt6Yi4GNwqRWZlMqchUJiqNxer6iqModSGxIQpJypsqUUuJwsAkElPLSB0hNhp++KrLhMXwijM21cLFwqaepYltTHY4JabWA60QnmrPM5z4aZr/Sy6LVTg0CNHrZjNXAGHqdUJNGlMw5BQttTrKH1N8CnUpOFIBOFHhzxe7p523vfsDePtubTpzMNFnFaq4iqU1+AuE1wLIecS+hJDZCVEKx4c8Hloh63ZHioAQRh1nmP2VnASdNk7bq20p9912Abrrs6VTaYG5BpPC2mDLkJXxIceTw8TgQRkNlXBnBUFYGHXGbdS9IHtAkBwADhT9kaiC29+djbqvGFaVKg1RmfVoDk+kpqFuTYjdTYQnjUuMp1odcAnB93OcjGdNeL0wOiyqNOqT0ioMxIlRMGc85bk0Jp7vJGJR6rDGVAgBeCSD5HSnWe1Vi1uDQ9dwm4xrkFNt0tuiwK0gTCf4OlfVT9lWlSMkmj08CYSAGfBPmNRLuluRtHaNrLoM6M9KrNfpct2m06lUx+bMkMpQeJ1KGEKUltIUnLhwnyOdRx0Lrgbven7le1KhVa3T6VeiodJNVadU/HihlkhrhcAWnCirkoA6UbNVNnNU5AAak8pTaoNoHh91aqTHdMuMRNI5L7kp8h6a3ZQ+JrwVMJHVpwSkfaVqHL63v2HsOuTaRVI06XMoLHaaw1TKHLnezGVJ4kuSVMtqSykpyffIOMcsHOitd6Q3R1taqW8zWpLjbd4U1FRoT7dGlutVBs5UEtKQ2eJwgpwj52VAYyQNEbFaHGQwwTyeAtBqhuZKmlplZbkEzFcnFH5o7sD00iW2x/ebBCpZJMVBxwo5nl/wD2/TpiWRvBsNe1r3Fd9IktR6fbL7jFZVUIL0NynLQgKUl5t1IUjl5jnqvd47tW/Xb/ANiI9hS7tpTVZqohz2ZNLmwYFXgFkqDjfXIS29hXBhSDnhX4jGCZYa9RxbEQ105niVnfWAcHa/8AmFdeayodmUmafpUDkkcu/W62OKa0oTDktq97gT3ZHLuxprXtHtSh2vPrbkHsjUCM9IcfQwOJpKG1KKhxJKcjhzzGM41SjbK8d/p3RUqPScq24rcyq05E2bHo8+34fYZEOM4EqSSyyhxK1kLwoLxyHnyuzWSpXBc1zQJa3U5k6BNfWwZEL0AZadWuXiarIdBT7g8Ep89Qd0bNoKjtHbF+MTr1RXHK9c1Rq78k03qHQ8o8C0kl1zrE+4FAADHEf0JtK3jpt07PWLdlu2xHhXDuZJiQKcw5HLjUOQ4yVvOn7aGUNOrxnJ4Ug44uThjVXbXaPauu1/cCtJagQqhND9RqDZ4nHFOqSlISlIBUSMBtA/AasdvSYbOCIdIjwP5Si/FUaQOqmKW04IKuKaRkJ+qnyGtFQkNT0usuhtb3GpxSEJHGrCRlRxzOABz8AB4DUOJ3q2Rua5aftMqBWaXctxQjLiQpFHlRJBhltajJC+H4acNrwSQeLAwDo9Z0+FT9zKltFc8dM5+DT0Vmjz1RyHZVPcWWyh4AAFxpxHCSAMpU2TzJ1ndQe32onI67SnueXHJSuWluVFKDMJ+CoHkOfNOiVvRuFVTJl4zPdPzU+SfT/tnUQbo3FbtB3o2ys6PcTlB9tSZRehrt92SzWUJaJEYSCgpZWkp4+Rzjv8M81b+7FW3Vq7S6lEqchml1kU6fUotAlyKfCkuLQ2hh2UhstJXxLQOHi5FQzp7bLVkOaNZO/mlOfDwCAppUhYp7nyrxcI91J8To1OacRGAEs440EDhSPrD01BfSS3ZtfYbahy8m7M9oynJ7MNllcF8tYcfCVlS0JIThBVw5I4lcIGScah3pE7x0CFfWyl1UB26LWoFRuhynXBEqVOm05MmK2WVc47qU9YPiHCkJJPcPLVWW769paHNGThkZ3Ak5InVRSknUfdXUXFcFQZUJq0ktkfNTjw9PTTPtu36dH3XvGttukT5cOmtOyFBKl8CEucKRkHhSCVHAwMqJ03LB3d2R3FlVlFvlTb1qcaKzHn0t+E9AHvKCnW3kJUlBSkkKxjAydNTb7fDYS6N0ptKpjjyVXNHi+wHpdIkx49V6tC1L7M64gIc5EEYPvAEp4gM6HsKrahyMA55n9Moar++zTU+Sn5tBWzIxNIw45n5p8Trghl1NKaV7QcBKG8+6n05d2dRvuPunsrs2mnDcMqpcevTXYcaYqmPqjJe5kIceSjgbJGSOIjODju0l21vrsTd0es0mixp6qnbsJE6bTX6BLYmdl5YebYcaDjiDywUg5zoadlqvoB7GyIO55/JROfnBIUyPtL6+OozV/PxgBIx7qvTScppZuhkJlnBgrAwlPP4idQrbfSs6L99VG3qdas6TUJFfW/2NDVBmq41stuKWySGsdaAknqxlWCDjBGUfZ/dbbhnbuXudfm4Uet0uLLnR3apIoLlPWxiUENxDHCONbqfmgJSVKJwATpzrDXYZe2Mxuf72Q4wcstVZCPGV176RJxwrT3ISBnAOe7XNhg+zn09uI95zlhP2jn9eoipe/wB0f3lXS7VUTKALVjNT6oiuUOVT3GYy+TboQ80lSkrUCEhIJJwAM6O2JutszfNUl2hS4UyJXG4y6gin1SiyYEh+IpSgH2kPtoLjZIIynOMc8aXUoVabS5wOU7lNbUA0hSi7HS3EaU3JCVFTaiQhGScp8f0DSJdba13XaCRMwO2SvqJIHyVzTBv/AHp2K26uam2FdyX4VbqcNE6CwKRJc7YgL4ShkoQesdyDhtOVHly5jSI1vhsJd/s+8KbOaiUq2KhLZrvtKC9Cdp60w3FcLzTqUqQSCMZHPuHPlqer1sPaQc8Ocnf8pForANwyNR5hOTbPZiuWHvHuDuVOv6LU0X4YzzsJukGOqMY4LbQDhfXxjgJz7gyoggpA4TKjMdxUiQvtuRxg5KU5+an/AGaii1t59j7suJyh02DUWKkummpQ4U+gTIcioQxzL8Vt1pKnkd3zQT6abVq9K/ov3XVqTRqNLlrm3BVTR47DlCloLUsHhDLylN8LSyQcJUQSMnGATpz6VrtFTG9pJHjoBA+gTG1GBobkp5di9XDecbllI6teeFKPM+nhojcDC1Q6elUviT25jkpCSPngHUPb13TQLYuvba1YdyrtxVwVtbbjZtx2WxV2w2vMTruApYWVFJByDgH9LYovSTsu5t27o2wk7eVqOxbdZpMONPZt+a4FF5KlLXKw1iMniA4CvHEnKu7npbbJVqM7RufdnU6THmgrVB7JVl1R1CVHHbT8xR5ISBkY9NbRY6jJlDtivnpGeFPcUj01DdO6QHR9rVzUajQHH1tViU7TaZVV0WU3TajLBwWY8tTYZdWSFABKiDwnBJwCmVPpS9G22q5dNFqzVUaqdrPpTVIabcmLeYa4Rl8pDWQyBz6w4TjGCcjNts1qe+AwxPJ0/wDJTcbG6kZqc4zHC3MKZRT8VR+aOZxnny0kX4wHLBq/HJKgKa6rhIHM9Wf9eNRbTOkd0a6pU6TRqbVmpX5VvlmkzWqXJMGS+pKSGBJ6vqw77wygq4gcggEEakK+6NbyLCrKW6O2FezXTkRzjPVk+Ws1WlUs7DjBBgxJO2W6TaHNfQeWwcj5Jo2jsnXrY36uTeaTfsOazdsONBXS0UcsmI1HSepw/wBeriV7x4iUc+WAnUs9mQZrQElOAFK+YjzTnnjPPVerf3ItVrdzcpmp1ybUaVZ1NivuW6i1X0SadhpanHm1hHHKS4EEjg4h5cuejVC6VnRcuKo20ql1N5ce53kwqfLcoUxuMuYtSQmMp5TQQl3PIpJ5HkcYOt1WhaqpkifZ0kZQCPojY9rQRkMz5qeosVKnZZMwgl4DISnIwhPcccvH9Z0n1VpxFv1QmWMKbfATgfe0m1OVt/a9NqtwXBHjU+mweKRJlyGShpltKASpSiOQAGqmbsbuW1cW6W0ze3j93UuHW6rNalsy6ROp8CrQRFUttxCXm0IeHFggp54V5aRRovrgxoA7c7Zn6Srq1OzbmFdF1t5NNSr2is5SjvCfMeONdHWeGXHaTM4OILwAhHdgZwMahy8d+NhrO9pUWqmXIct9LPtqTT6FMmRaVkJUO1PMtKQycc8KII8caYV/1ymz+lDsu1aNbkrta9aNWJEpqHIdVEmobjoLDyADjuVxBSMHmDo6Vkq1XZ5ZTqds/JQ1MIBEHT65KyVZp1QqESqQqNcCoE+REU3Fm9nQ8YzigoJcCDgK4Tg4PI456Y21O0lQsSZcFz3hfj92XdcCWmZ9YXAahpLDCSGWWmUFQaQkuOKxxHKlqPkBEPRy3FtS3rD3Curdu4XnIFCvqr0WNNqSnZLqGG5JbYYT3rWrwSkAqJPcTqS7U3k2Xu2r3DatOptUYrtDjuVGTSp9AmRZ/ZTyS8iO62la0EnAIHfgY56OpStNDHRGYEg5lV2oe2dyn3ZLR/e3pKBLPCae0MFI5e6NOB6LwLZUmarHXJJ91PPkR5arNt50pejBUrWtmhM1Vfbag12Dico8lDLMltB4m3XVNhtCsIJwVZxgnAOdPm2999i71uKhW9RadVQbhK3aPMk27MYh1NDaStZjvraCHAAM5BwRzGdZqtjr0WkOYRAE5nqpReCxuimTqgiY2oS8e4sdw8x6a0bQoSZBExX1fAeR9NJ7lEtky2imiN44Fkjsyvu+mtGqNbPaZCTREHHCP4ufI+mlB4a+TzyeE0tcMgulEQvsk0dsP8cf+qn+cPpo2G1ey2flqslKPAeY0i0SjW8Yc3ipDZPbH8fJ1HHxD6emjKqJbXstpSqO3lKEHnHV6cu7QtwwPDk8qxigJWkoIci5mKI63wA5e6fLXCYkiYCZHWHsyuWBy99P/XopJots9ZE4aK39Lg/J1fZV6aAp1IhTiumwEMKVGUFENlORxp5aOnHa5cjc8BGAZWT3n8dY1k95/HWNdZNQ0NDQ1FENDQ0NRRGNDQ0NRRDQ0NDUUWmhoaGgQIaGhoaiiYdlDirE4f8AnDn+vXkVvxn9+q9cnP8ADcv/AE9eu9ijNbm/5yv9uvIPex1T+8F4vK71VqWT+PHqxqoUmbbxXZm5FoxmQCt6vU9tOfMyG9e9SBgkY7teEezriG93rFW6oJQi5KcpRPgBJbyde7aPnrx3cv2atxlAt9DQ0NCohoaGhqKIaGhoaiiGhoaGoohoaGhqKIaGhoaiiGhoaGoomfvEy3J2lvWO8gKbdt2pIWD4gxnAR+rOvB5j6Fv+oNe8u7f+5ZeP/oCof/069eDqUhKQlIwAMDTKaoqzP7ns+W+kfTmkjk9TJiTn+oD/AKtej1LP/fTikeCZH+idebf7n4cdJSkDP/g6Z/8AT16R0n/dRinx4Hz/APCdCUQ0+B8lV/e+i1uVWG70ptOq9To9kbxJqddYo7bjkuOwqBFSiS22hKiotq58gT73rp7S4m3NZtLdzc6z4951KpVK03aVIq1Viy225g4XA0ywy40hbi0nhyUoOOIDOpl2YaU9Vtx1mQtBReT+MEf4nE8wfIakNptzsjqhUlgpLveEE8ifu6Orb30qoYAe6XaHXMHPfZYKFFrmDrPmqMVtt2PsZ0UKWuhzhIolyUaRUWxAe4oaGUFD6nU8GUALUkEqxk+enHd1yXLaW/u/12WzYb1fl/kdT/ZkKRT3XIlReYZdDrOQnDvCF5U2k5I7s88W3r6XfYSFioLJL0TvCMc3m/u6PvtqMqKEzFn3icgo+yQPq8+/QPvXHqwxlvy7EPqEfYR3Z4VGqRdVeujpGbG37VKvc1chxI1Tj1Jx61l02n0qS9D4Aw2OzoWBxrCCVrcHIYUMnTdpEWpyuhl0hqMLbqq51ZveqyqfEXTX0vyG31x1MrQ2UcSgpKFEEDuHPGvQbsaVTVFUx4K6oJPvIxjPdjhxrEZhSnZGZ73EHQB7zfMcKfTnpovc90NZoRv+kyjFDD739lUjq9Zmbf7uUTcq5bfq7trXNtGm3YNUj0yRKTDnNqUtTDiGm1LaKu45A54z44fXQmm1V6bu5IqVuVOjP1e911SPEqUVbDxjKaZCXAFDBBKT3E48casRdjKv3u63mY4r+D5f2c/NV93SnFZ4aRASmc4MJYxzRy7vTy1itFuL6JphkS0DXYGfn1S2UItEzoFULe7cW+6vd+7u3MiDW7ZbaozkeiNUG1lTX7lK4eVqclLYcQED6PA4CE8grONNGxUTV3r0PutoVTH5N2/Kh1YuU59KYLxgKZSl4lGEKLiSkcWOeD3c9X0fY+Vx0moOq5L8UcuQ+7/2xrKGXDOdT7QcwW05OGznmcfV/HWgXn2YwBm+0fpw6677nVG6zlzpJVCb6tW6rzgdLSg2fQqi9OrVUo86Az2Z1sVBiL1SpSWVKSA5nq1JIBOc+ulG79xYd+Suja5blqXGiBbNXZdq812iSmI9OUIgbDK1ONjJCj3o4kgJ5kZGrxIZcX1yu3uEpUrhPwx9Ufd0l240s2ZAX213nEbz7yD3gemqde2OHOYTAO/9OEofVmzBP9zKiHpzXJXaR0abqptBpc2dVK/HFJixoEZyQ+sPkJcwhAJwGysk+HLxwNQbJZvK+uivZfRd2dtKtSKpU6LFpFxVeZTZUGDSm8IXMUtx9DZcUpfEkBsKyFK/TeWa0soYbXUHfiOBP5sZ/wDh1lTR7cygznOINrx9GOWR938NJs94igA3CTDgQcokaJlSliMnwVc6jt+1tBW+j7R6ctTtCtKpv2844tzkp+TTS2y6s92S42pP9Z0Ad+o76XkO557m1cr2BUKlZtO3FlTbjTCiOyw2EPgsqdbaBWpGOuPcRnv8NW3uWzqLe1IqNtXEXnYkh9tziS6lDqHEcCm3W1gZQtKkpUlQwQRpG28p9QgWbVIlRuCRUn49QqCe0uNNIcdAdVgqCEhJPmQBk88DQUrU5pp1XCSMeu8yk1KQLw0HZVy2wqEzdnpzX7uDIpaobFiWxBoMRp4KS6kyHC5xLGPdUQXCUnmnjGeecS6tMuodMdh+ClCm6Pt+tmaoOckKkTuJpCsdxIacIHknPiNZ2t6PsraesbhXUxuG5U5t/VI1d4yYLaRFkZUUpyFkuISFgBPL5veM6ftqWJBs+XKlsVqXPqtbfXKqdSk9UXpLoQlKQcJCUoSlKUoQkAJAOO8k6LVaafal1MmA1rR9z4ptJjxm7lQn0mVyldInYCQmnvvJplbnSpjrEV11thpyOGm1OrSkhAKzgFRHjqKjUa1Z941K8uj5Uq/GqFbvsxq9txU6Yt6LOJe4Hpbai2ez8gp7rQsJUAMnIA1ePhPb22zOWctqJPw/Mfd0ToDLnFUyioKGZ7v2T4J9NVRt/Ztw4TlIOeue/gqdTDngzmoN6b9HuWvdGirt0KgS6rJg1Wm1FcaEguvKZZnNuOFKRzJCUk4HPGo76RF6QN0dxujveNpUiszKRS7xVJlPOUaWwGWj1KesWHWkkJCgRxYxlJwTjVvkNqNPcxOVjLmQOHuyfu6NTmz2YqVNcHNPikd5A8tBZLwNCi1uAnDO/IhGaLXkknWPoqR3hbl2X1vN0o6NaVNmIn3NZ1Mg0p1TLrLct6PHUl5tt0pCVHiUEcj3nXPo/QbCvuq2LR6xRdwnbitJujPsUuXEksMUeZGjOIWZDimUoDQIwkcZ4gsYB54u6tv5agGavm2ruKMAAjl3f9sabdvtrVuBdWZywQxTweEo5jgd78jRm9HOAptaRmM54ZGfwSKlACsxx5PkoH6btRiUmHtFWamn5FA3Vo774Q2pxRbSt0rwhIJUeEHkASe4AnSS9EkXl0n6ju9bsBYte19uV0eo1UxXUomS3VlxLTR4OJ4oQOfCCAeWc8tTBvBspM3eftWSzfhoqbNuRm5GGxAQ/wBolx1ktBR40lKBlWQOZyDnlqS+yo9jMFckjgbbACQAB3dw5/69LbbhTs7WtzOFwOfJ/Cc6jjcZ0Ve+gtGcofRYtCFW6Q9An0mRU+2ImxXGXmVLlyXASlaQrm0tByB3cvTVYKFb17vbEUSsw7PrUti0N13brrVIER1MqRTO1FQUlhSQpwe8hwAA8k57xr0tmM8bkcGWs4dz4D6qvTScWXDdTeZjoHYl88o8HE+mmfxIsqOeGzLmnbafyUt1mDi0Toqp9KmvO9ITYu4xtbadfrTNFqNMqM9CqXJhLnRmXON2OyHm0rcWgALICSByxk8tPDadvbDcPcmnbkUBN+Vm4qLRpcRFRq0WVGiwmHlZVHWXmWwt0kkgJCsYPMctWKjMLMx8mouDhKRz6vy/q65NJWac6vt7uPi8iUY7z5J0l9t/k9mxpA73G+xyThQGLE7NVW6RVw062ul/sDWLgdTGiMwa0lbqULWElUcpBVwpOBz5nuAyTjUE727aX1uRVt6dwbJtapO0W561SfZUZtpcd2qIp0YqmPMtqAUoEBYSce8ckZ1cu99jZF3bxWVvQb6cYNmRnYsSlGntrQ6JCSh5SnQoKCilSeHlyKPHJ097nSEXbaGJi08UuTzPB4RHPT01p9fbQpsDRJwtmdBDp/Cy2iljBxHcKCtt5G1W4m49rbgQY9/1KuWlR5C0TKvDlRY1KbcZ4HWHS4y2HFHiUAlPGcpz4Z136BsaSjaatRalRX4kv8sKpNDM+G4w4G3HeJlzhWkHmjBCtWR4CmaUGou/RJPIJ8z93WWWFdY9ic9yUAT8P7IP2dIqW8ua6nBgnnSM/utLaEEQVWPpemY7fexTLUCXI7Befb5q40V15EeMEFBccUlJCEhSgMqx3/jpjV1qvUHd7pB2K/SqvFq+5ZpDlqTGafJdjSF9gcYJ7Q2gobKHOHPEU4HnjV0HmQqA+p2Y58xYOeEZHP00QuFopiU8dscTibHzko55WnOTj/seepSt5pUQwt92Nf6sXmqq0RGInNUv2Qo1j3Lt1tftVuBQtxk3VZs+K4qhGHKZZp0+M6cSVPhoNdSDlZPWqyCcDONOO1HnG93+lZU5lGnCLVaXAZhOrgPcErqoj7TiWiUfEwtSBhOc5GMjnq3siOpUxgic4PdV4oPl5p1szHWlx4CprKuIHmUZzwjn838NMbex7QlrT3oGuWod9lQs5kEnToqAvxKjF6J3R2pLlCqgm0S86ZKnsCnPreitMrdL63EBHEhI6xBJI58WeerTN7z0TcmPunYtFpk1mZYLLcKe++B1D6n4ynElpSSc4CSFA4IOPAjUpMRiRLUmc4SVrBGW+fL+rpky7Ctuw9ubpi2vHML2o1MqU1QdDjkmU8Cpxxxa8qUo5xknkkJSMJSkDPaLYy003YgZh2/LiUurRNOk+TlH2UAUKbJp/Sd39r0ykVEU6RbEFth/sTxbkOMRnA6ho8PxFJKkjCc8zyzzxFSYNZidCjY6iLtyrN1KmXlDkTIopr/Xx0NVF11xbjfBxJSlspUVEYwRr0NLRCouZ7qTzwMt8uX9XW62AZzf8IunKSD7zfmD9nzxrW28iwiGnVp14bCaKDHAyVCXTAti6twujZe1GsunLqNQdESW3FYKiuUy08w842gD5xU2hQx4nlqDN1NzoO5dwbFzrbs65WKdb9UkSarLkUOVHYp61QS2I6y42CSCSCU5SAnv5jN4ILRLkrExwYf+0jn7o9PXSbWWlC3aqpM90YYkHB4O/hV6fjrNTtxp0g1zZgPIz/UI/wDCGtSDhBKpzZM2dtHavSDsW/7dqqK3cNaqVWpSm4T0gVyNNa4GEMKQlQcIJCCjOUg5IABIT7PtO69s9xeinRLwo01My3LbqsWqqQwt5uC7IbT1bbriAUJ55T3493V5ZLLns1Py1zuRgEpx3j7udbONBMthIqTiQUKPLg9PT8P1a1OvWC6GaxvyMPl9UXYNgQdI85VE7Cvq8tvtm90KpbFjP1Cc7upLkDt1GkPiNT5MorTUW2OHLyUAEjH1k8/DR3ampVJzptVu/KhVLsrlFnbayIbFcq1AVT2XHkym3Sy2hLDeAA24QFJ4vdVzPIm76WCZ7gFQcJS2nmAjxJ+7rDLSVMylCYofEXnHCO79Gp/FAXOOAguxb8wq7DCJnISqh9ElqDT+hJX27ts2ZUY0VVdkTqOYK+0ymFqcUEIbWAVKcaVhOO/ixkHlpM2tu2vbP3dQKJt3X7guraRFDnViXTq1AV2m1EMNFxDKZS0IVz5thpZJHCMYHM2ssltSdt6QVT18Ps5knJQRngHpnR2+bMoF+2tItC7OtnUerDs0pgPFnrWlA5Rxt4VgjkefMZB5E6V/EJe4vaTiziZ32/ZDSog02luWSKbZ7ixN1bMtzcOi06TDg1+AZsdmWAHW0EjAWEkjPLwJBGD46czCpJlS/ho5cPj6HROFS4dHTCplLWmLEiRyxGYbS2htltISEoQlKQEpAAAA5ctGmW19qk8M4klCSQAj19Nc9zg+oQ2Yk8aLUSdwidB7T2KacIHy2QMZP84rRrEo0psYb5oQPnH09NE6GhQiTflqsdtkHvRj6RXpoyQRT2fly+SW8gFA8vNOha4hok7dOVBmAu0oSOuh9Yls4dP1j38KtcJpdVMSpwJ/i6+4k/XTrpKSrrohNQcI63nzb5e6fu6LyQpM3CpCnB2ZWAeH7afIDR0iS+c9RxwiC4HvP46xrJ7z+Osa6iYhoaGhqKIaGhoaiiMaGhoaiiGhoaGootNDQ0NAgQ0NDQ1FExrE/wANzv8AOV/t14/7y/7rN3/+mpX+nr2AsT/Dc7/OV/t14/7y/wC6zd//AKalf6erGqo6JP24ONxLVI8KzDP/AM5GvelohSeIYPFzBHjy189tRaU9T5LSFKStbK0pUk4IJScd2mfSbg3htwBVA3KuunHvBiVaQ1+xeicIQjNfSLoa+eendI7pbUggQukLf54cYDtafeA/Q4pQ04YXTb6bNLcw3vvXnwOQEltl3HL7yNAihe++hrwqg/ujnTip6Eto3QjPhPL5RQobmf1t5z66V2f3UPpts5665bbkd2Ost9kf6ONRSF7faGvFFr91f6ZrPCVNWS9gYwuhrAPr7ro0Za/db+mM26ku0OwXUDvT7IfST+nr9RSF7S6GvGQ/uvXS2Hfadhj/APl0j/ntYV+689LNXfalgnke+nSf+f1FIXs5kaGvFc/uuHTE7kUewEgdwFHf5f8A6Roq5+6u9M+RxdWLLZ4+4ooajw/hxOH+3UUhe2Whrw+lfuoXTdkjDd027GyMYat9g/p94HSJO/dFunLUkni3UQxnB+TUaG3j8MN8tRSF7uaGvAGb00empUyev38uVkK8I5aax/wUDTcqnSA6V9cz7R6Qe4LiV8ilNektpI/qpWBqKQve3euSYezt8ykFPGzbdTWkK7iRGcIz+nXhNpjSKlujcMtpVx3/AHLVElxPWJmVR50KGRnIUo8iNPnTKaFwhWK6Arym+kxbyUgfFjTUKz5COtX7UjXpXSf91GLn7D/+ideaHQJ//actn/N53/8ASu69L6QP++fGVn6kj/QOhdMEhWNEzLY3UsHbD99GtX5LdiQot4qK3xCdeSFOxIaW0DgSSVqUQAkcyTyB0v2h0g9ubsqs+z3aPctIuaGwuc5R6rRnWZaoqlkB9KU8QU3nlkHIPeBnVa97dqb+uqibk3BaNKqFeapu69Lrsqj0x1aJcqJEp7CHkNBPvKX8RKwE8/dOAVBIM1bU0ew7h3Md3Ht+y9xHK3Eoj9PNfulE+K0hlT3EYiWpgQtxefeyltSU4wVAnGmW6zUWh9SS497bTxlc2g+rgAafp1S9uVv3t3Z6Ilqeybgqtzy2WKgxRaZRnnZjkVD7aVvcKglKUZPDlShknAydQXfXSItqT0mNjr5t6p3lFtS5INaTUqQuLNAmPtsLbjt9iGQ46HlcPuJPPhJOOYcN8t3Rtd0sp+6VdsatVi2bqten0uJU6RTJNSMB+PLbWqOtuO2taA4EhQOACeEDiPFgxfRui6ulp0fr/ibb3PEpVNp1dTOVJo74bgqkRnG44kLQhSGlLWEnCiCnI4gnR2Cz0mOHdmWTOUThOXjMZ7Ii6q7U7jZSLb3Sv2Sr1tVi9X01ikQ7dd7HWY06ivIlU6Rx8KWnm0JUQtWU4Azni5c8jRu2Oklt1Xr0qdjqtq7KdXmYxqcWBPoTzT86IAEl5lIzlOeWFcKhkZA1Xtus7z7fzOkteW3m11bm1iqXHBl0Zqdb8zq5cc8LTshhtbQ68tnjUEjJOArBHLSlt2xdsrpmUbcl6BuNWqI9Z0umuVquW1JiMpl9YhRbS2mM2phJCSQFoGSTgqGDoXXfSdifGQkjocIP3U7aqCATr0TuqHTb2Qr1lSKfT6Xd/aZ8qVb8guW68EU+YQoBEl4ZbRk+AWpQHMpABOlKp9NfaGlUWgT2LLvqr0qrzmKVTKtAt/MOdM4ijqGlurQpa8oV9XnjkTpp9GCi3HRej7vBT7ps6qUwz7ouGpssVOnyILr8R9lPAtvrWxxcQSsDHdyBxqDdsLj22qezW1dO3b3LqtIs61LjarlOhOWZUG0IlJkPBhh6rcKozjSescyoJTkZ5gpGWMu+yOqvAaYbA55/CB1WoH4gdht1Vx7m6Uu1Nu1WTDNBuue7RGUSK8in0F540VhxvjDkzIT1eEe8Up4l458OME9at0k9q2ZkSnUKlXFdMyuUluqQ4FBpLr8h6AokdqGeAJa94YWVDJyBk5GoCpVrSbK3d3jpW6Fs7i1KlX9VF1SkyrZaqUmFVYT7PD2UmKkoStIJRlwpGO8gAHSxYdDqfR56QguAbX3amx6/YVOpdHTEgSqtIozjHB8ikFgPKQchZJyUZx73eQH8Ps7DInLPocgfmmNfXJgx8kv9CXcd6u2luQqvP3ZVWYO4NWi0w1NiVMkxoaUM9UytSgpSVJB5pUcgk9+nRt90qtqa3Zt0FVIuemx9vWuorb82jKShsoSSeHgKjzCcjiCe8eekboPx7sp9L3VTcdj1m3n6xuNVq01Gq0J2OoMSEt44VFPVrwUKBKFKHd4Eajq69qdyjvSm1LdtFyVt7vHTKRNuuY2w4uPDcpy+NxC1BPCkvoQhog44utPfjQV7PQr2yqx5gASI0gRI+IJ+IUaasAiD8FOlX6U21Crcsm4KVQrrrFLvuW1EpT9Mo7hKlrCgM5KVA4Cj7mSOFXlqBtjOk9bG19T3di7lTr3rdOoO4lUiRXlw5lUFFpQcS2yX3XCS02CCOEkryCeE9+lzo5bT7jUDdF+z7ptmREsbaWsVR60ZEppxKKj29wlpxolOFpYZ61GU5wXseWmrS7bvhnZzpUwXNvLqMy7rqr82ixHLfmh+oNSVJDK2UFrK0k+Ph3nA560U7LZGCpR1ks+pyjqBr1QPfVJBI50Cs5WekPtnbxp6WYdbrM+4kqlUWnUqkOvyaiwG0LLjSFBI4AkpJUopHvAZydMNPSu2mtPairbgT6Zca6aivyqbMLVHWXKbIcdxwSQojqykqSCAScrTgKyMw+zZd7WvuLs7urcdsX05a8TbqNa1QboEWoJn0WotNAqU+wy314Qvk3yQQeDn9Xi57z2KupdDzcSn7Ybb3pIm3VeImiLJgzZU+c4iQ0pckslKnWkdW2c9Yls+7zTzGc1Gx2Z+AOkySCRoBiIKF9Sq8gk5jorI2/0n9pbwuqRt/BpNyxqqYiahATPoEiOKlE5ZkRgtPEtsZHMhJ8QCMEr24e+W2W2keDUbtRUovb3zEgxRSny9NkqwEsso4ffWeWB3eZGoou2FcUzpg7Y3RHs6tmkRbPmwpVQTR5fZY7j5SW0Ou9Vwtq5Y4VYx440V6RVKvT+6u2avOo2XWK9ZtDj1BZbpcB6aI9SUlXVuOJbSSg5DWFKASOE5I56A2Ki+0BoMNwzHhOU9YWgVKwBz0I2UgWd0n9s7w3Ik7aRrYuqm3RSoypFSpk6iKDsJspaUhbhaUtPvpdRw8JPrjxOWxv1YMrcW6NsE0K4FVykNqrDjRo7hDkZZCUqb+sTxcsEDny1DnQ+NXvvpH7+b0VGDGael1hm22GUrKgwISEoWjjAwVcKGArHLiBwSOelB+bcu2fTMr24lSse5KpQbhtL2NEl0akSagnt7UvrOoX1KFdWVJVniXhIAySBki32OnTtBpDXDP/ygflLD67ocHb8J1jpmbQt7Ry913KBdnsSNUnaTNWaMeshv9b1Z633uAALUkclE5I5eGl6hdKLaa7LoXZECn3JFqrsVFRpvbKDIjpq0XkVPReNIU4gZAOQk88gY56qbJs7cd/oIbj2OjbO6jcFVvaRLYpYoktchbS5zbvGkIaUFoCULPGklPu9/MZnvcmNcNQ6Xu0940yzK+5RKfblQZkVBqjTDGjrfKC006vqsNqwD7quaTgEA60VrvstKm8M1hwGfEFvmqD65GvG3Ka6+lbFszZncXdKmTrivCfR7nmQo0Os20YaaS4XY6BCdLKingbDmQsrBUVgYzy09Le6UNjRKxUarcFlXnTqvcAgxqTQHaEoVGouIYcWvqG0qKSgJPFxKWkY5nGoPi7e7kVzoz9Iy14m39xNVWt3/AD7gpMKdSJMR+owzKgupWwl1CSviSw7wgcyQBj3hp53PULL3huijN12wty6FPixYsql3XT7fqEaVb0xhlIUheWesCHc45oLay0eeUpUI+yUC8Q2e+cxrGEHT4pbqlXtGCd+Oh/CsVt9vNZt+0adUadblywHYk5+DLiVChvNyIz6COJCwApOQFJPJRHPv0y5vS32ZhQKc8IdxuUaZOFH/ACjFCfTS2poUEdSp1QCiSsFOUpUnPeRpS6L1Y3lqW2M398+K+9UIlXnRKfPqMFdPmVOE2rDMp6MpIU2tfPkoA8skDVUN06zvbu7stGZuKzdxfylh3RHkv2zTbTfYpcCG1MIQou9nzKPAkOcSHVEFRJTjJ0ihd1L1h1JxyyHznMcjJaDVqhodP0Vn766XG0dj3xNsGt27d4rUGn+1m40e3HnVTWOFWSylPvEAhQKlBKRwKyrlrmOlftTIqVPqdCoF2VhcugN1eRDptCcdkwITqsiRJRkBCBwnuJUcHhBHPTZTDuSo9PqFfLNn1tuiq25NKTU36PMbiJmKldcGS8poJCurOSMjBJBweWmjVrbqu3vSz3KuO/6Pfrtv3xSYL1KnWsxUZLY6hAaXFdEJCnAc8RAWkJxkg9+mCx2UmC3MAHXU7j4IHurGII14VkbY3h21uW3F37QXpEm35EczW6ginPFospSeJRPDkY4VZzjGNNG0elHtndE2n0im2leaIVwpkuUWtvW66mBVEoSpaiw4Mr+YlRBWhIIHLw0dsW3Lf2+2Bm0mg7W1lFEiUmY+LVmuKk1F9taFrXGUCpfE45xKARxHmsDv5ahPZ6h3xaF429aGzzt6fvb1mkVP2vRLnpUphNpucKiwhmQ82ghanFcHUgqwE5yAc6yUrLZ3l0yNYkAZfDdOc+sAId9FKlT6XeyjEETxFuN622pYp0m52qE+qksSkucBYU9jJVxe7xJSUA8ioEECOPy0Uz09o9PjVC5HLbds1NURTHjJdZRJUt9BebYWSEAoSBlAAxn10w6fR7+jdCWp9F17a25Py4bmvUNts0iQY0ku1AvpnJkpQWeo4FkqcKxwqSQe8Zc0iyL4i9LykwV0Srojr2tRbDFe7DJEE1BDL5ITILfAVBKgrv8A08tbm2Sk1j8PG8ZwWkHzHwWSq+tVYCTuNusLn0vekja1y7IXPP2tF9x36atlFPumkxJUOnplIlIQ6yZCVIKvdLiTxJLZUMZzgatdRLpons9sP0irKUpCFKV7JkKyeAZPzOfP11Q6uK3FjdB+o9G9zZK+HL1pnBT5bUa35LjHAmpB4SkP8HA6lYGAGytZJzw8IUpN1bL3Oq1Zvl6wG9ubkiRo1GYqiK7OpzsaA9xBtPZ0qWkKDwCwShQBHCvy557ZZQylhpjRzvEiBB+I2TsdUvmY+CxuXuA9RNs7lrdp2zUqhWoNMlOwIy6Q+lLjyUqKQco7sgHv1XHaq85m7NpbfX7bO99fqddh1WA9e1HeioXGCFAl+OlhqPxNFDgAQeIAp71K5HVrdxbmuW09t6/dFBtFVxVCmQ3n41KjOK62YtJPwk4QTk/gdVWu2h0u795dqtztmdtLhtq6V1lld2yF0KbS4/s7HxW5heaQhxzrOBKccRPf3YOhsVIOouaYBOYdAOmxnSem6us2qB7Q+XXxUxK6WG17lrXRewtu7FxLFlyqfWWBRlF9l1ggO+6VcIAHMlSgQP1a4VHpebM0KVaj0+mXJ2S/YqJlFmJoLy2nQWkrQ1gZWXFBScJShWcjnqAq2xflp2x0mNsXtqLunVO8KzXKtRHoFGkPxZkWY1hKkPhvqvd8U8QUcYSCcA4rU2datP6HguKg1GHKoj7UWXDep0kS2HmqYy2tKmOr6zKVJV3JPIZGRz1qp3fQNaIyLjHhgxD6qjUrA6/RWAo/Sy2oqFBvGoIt+6GqnZwXIrVBeoLqKnCZwSlxbR5BKkpKh73cDnB5ab9d6YmyFwWZDZixrkjQLsgKi0qsSaA+3AfmKSQmIH8YLuc92Ucj72mbOoFxXLf3SD3ph2/NpdtybEVQoz0+I7FVUpLcdxa3UNuJStSEpKUBZACjjhzjUezn525nQj2d24tG0qzLqcSVSp8qQqkSWo1OjxVLW7KVIcbS1wlOQkpWePiITnnohd9ndQkaGBrpLZSqr6tRjmF2oO3wVmbh6WG0FBly0Kplz1KHbb5j3DUoVBkPRKM4EcSkyV4BBAOSEJWU5HEBo/cPSV2xplQpcKhUG4rrqVVp3tWHAoNFW++7BJAEkBZQkNnPIlWTnAB1Xy1adfO1+1e92ztw7cXJOr9eqVbk0STDpEiU1XW6gwW2loeQhSAUk4WHFJ4UjJwOeur21DlpWxYlu1Rq+rU3KsiwmWod225TZM6K86ePipq+qaWl8oUPo1AZ4xwnmMA2wWcOiZAMDqMIz6Jwr13Cfsp4i9KPaUUCl16LSrilP3Q+8ijUlihPmoTltDDqG2iAMo4TxFSgkY7+7J6297tutybTr71uRKsX6YuTBqcR+kvokQJIQSWn08J4FYPmQe8E6rZVKXvbPuvZbfLd+yLoR2ajTqZcTNsNShMpMp1JLclceMFOoC2wjrEpB4SVA45DU/bO21a9Oti/Lks60bpo5uOU7JmyrmMlD9SdQzw9elqSeubTz4ffQhRxnhxgnHarLRoUQW5nPMbZ6KhUrPkT9Ez7P6VULce+772xqG1t2ml0eqM0aLU6bSX0llCmxxrlOJWHGF8eeHgSFBIycHUTdEnpd2vaGzdMl7wVa8q2+5Xp0KbW5EKVPYp4cUnqEyZS894GAkFRGeYA1J+1Mu4dq97t56RdVkXJ1V4XBErVIqEKizJUORH6j4h69tpTaCjHMKIOeQycAwNbFg7lU/8Ac97j29kbX3b+Uk24nSzS/wAnZplFJksOBzqgzxcPChfvdw7sg8tdEUbMQ5jm913ZfWZPw1hCH1iRBz8Fcy8ekDt3Z9xptwUC4a7cEmF21qjUijOvyzFSopU+UqCUpbBIGSoZPJOTy0p2TvDt1uJa5uqzDOqVPkvPJQ+3SZA4FpJSpCgUZSpJ5EHmCNV5vOkV23OlTJ3Ruq2b9dte6bLhw4VRtqNUluwZKFJKo0hiKgvNhXzgFIxnkcHIE8bA21RbO28fh2XZNXt6mz6hNqHYq48520KcV7zqkLK1JCyAoJUQocXNKTy1z7TZ6NFjS2SdZjKScxrlCYDXfLScs9uiphQ95Jl8U/c6Xc1Y3ZoMaxFxE0Oo2tEcEamsx2yXBKYK0tulRytSXgOJCQOJPIas3Rukvt9Qo21lp1Jq7a/LveDEcp9f/J7s8eesshSlrTxDhUoKCyhtKsA+XPUA7f29esfaDpPR5Fh3QlV1pUaP/AU3iqAVFU0DHHVfEHERzHcMk4AyXpV7Wuvcno+7N7AR7OuO3a+1Q6XKk3FKos+OLckQoyeSXeqTwyVLTwhIIwOIk/NzudQs9doa8Q0Rxl3ZJ0nI9fqs9B1RjARwpdj9LLaV6LNrU6h3PS4VPqz1vtrk0VZ9oz0uhsMxerK+tUVgpxyIPIgc8KtudJLairquRVVj1i3pltRkTKxTazSnGZMCMUqUl9xICkhtQBIUFEfgdVYuCm7lXdthtJId2aumlSdo7obTXqTS6VOhuzIySGxUIPw0qeGQXPcJWCpWQMgl67j7XU/dzb3dqpbP2hfoumt29EgCrXJ26Mam20+HeyMtzOFwqw0U8XVhHxQAs+8AHqFlxQZzdGW2YGfjr9E/tapmIy6FN3ejpAMVy6doavt+1uBRYVQ3FhMqldjlRKdXaY68krSlsKw93jk4hKsE4GO65Dd2UI09pJotZPJA/wAEv+Y+7ql983PdG4NE2Gi0PZu+WfyRvul1Ku8dtTEIpnUHhcbILfEtI94lbYWkBBBwcA3uacnGjt4YZA4WwnKlDI5c8FPLWG2sY2nTDGxk7ro5SiKlQEzHwSLLuyhqeip9i1kJ63Kv4Jf5+6fu66xq1T6nU1MwYE6P1cRSiZEJxgH30DAKkgE+g0syFTy9E42Y/N04w4fsn01xlrkqmYfbbSOzqwULKvrp8wNYmg9oMtxt08VpZSqBwJcPl+6LHvP46xrJ7z+Osa6q1IaGhoaiiGhoaGoojGhoaGoohoaGhqKLTQ0NDQIENDQ0NRRMaxP8Nzv85X+3XkBvH/utXf8A+mpf+nr1/sT/AA3O/wA5X+3XkBvIcbs3eR/46lf6erGqo6JPtii0KrB8Vispp/AptKCooAIVnJPER3ctH5dh0TrIjEK6IctUp1LPElI4W85CicE9ykq9O7Gmk06lDiFPAqbCgVAeI5Z/Zq9FrU/YByBGlUWxbXcjOISpKlRUOqI5d6lAnPLxOdaA9rBDhKWWl2hhVD/epmL+IJkAskJKH+BXCtJBPFyHLy595ONFabtXUa03KkQ1UxTUSYqCpa3+r43UoUohPEBnkk/p5eOr7XVtj0aJ8NtcG1rblJdVhTbEVUR5GBni42lJOMk4wc8zqrfSLsHbbbtmkSdvptTgzZb7ilwlTi62hsN81pyOMc+EZKjkFWgqPY4dwQpheNTKh2i2BKr7KnaZAjukLLfAp1CVlWM8gSM8tBO2VYlBRZo7fw1rQvidQnBSQDnJH2h+vVp+iv0bLL3RsIXPNvyrQaimQ4l6NHqLUVDZCilI5oUonhAJOfrd2pnm9CK3ZEV6K3flaWkgJBTXG1JUCArJ4mCO/A5+I8TjVtNIDvTKkVJXndB2suGpPSGKfbSn1xXm47/ApB4HF5CEnnzJIIGM8xpOi2dKmyJMOLRXXXohw+2lHNBzjBH46ubuj0PL12gtGsbj2xuww1T4K01JbE1oFx11KVEJKxgFz3lYy2MHPLONV12OtKu7g3bNosG826EpTInSJC4weLvA4nCQgEZ5qJPPHmCNKBl2eiol4TGO2VfPzbRmqA5EiOrA/s1wkWDPjRDOfoDrbAIBcU0cc/m+Hjg4/DXoPa/Q5qz1MhzXd0KrJDzWY/ZYkOLhvwAC23MD3T49wxpI3A6D89+he05W589un9aHflUaK97+T1fDwBo4HEr3cY58hp5dRgxMocVU6gKidW25qtDhJn1e2ZUNlTgZDjzBSkrIyEjPjjnrECwKnPabdg0Fx5LjfWo4Ejmjixxfhn9f69SFuYi60XrI2wrV4MVRpFWbUqYYyWkl5wBIWQBxJCUrxw5wnuAGrO7YdDITfhz93p6m4nC2hmnsIhlBwpXD1iw7xoGFHmBjJ0ikYH80fJHDyM9VSaHt/UJ1Sg0hiktmXUVFMZpTiQpeCRnGeQ5HmfI62uOwp9pPxY1dpIiuTI4lMpKkq4mipSQrkTyJSdeg7/Qgs/tcebIvOtl9ni6lYrCFqaOMqBKWQEnl6A5A1VHpHWFaVhrorVt3HW6gpaXmCxUpKHupbQoEcGEJIGVqGDkctRx72WisNduo0t/bOfccITqYiLwHjAC1HJKOHI7u/wB4YGlObtJVac3KVKdiJTEYW+tSEqI93Hug47zn+zU/dHDaPY67LapVWu+oyJL0hTipSJdQWxEjvoUSE8LSkHJCUEZVzz3asUNueiPRkpRIftQtNslfA3TkvrJSCcBauLJ+bgq59/lpoqMiCM1RY4nVefDu3tGjWmu4TdETt6YTMwQOEBXxF8IRnOScc8AaZuridJSL0aKZZkxVl0ClO1B5haWH2obcZ5EhShwEcGOIDvPeMZ1TvS6QImVCCNSrDdAkY6Tds+secf8A9Fd16X0kn99CKM/Vf/0TrzT6BCCrpMW2rhJ4I84n0HZnP9uvS2kgfvnxT9x//ROoUY0+B8lrsolpVU3JDjhSBeT+AFY/kcXT+ZZjIhOpLriRl0Y649wUdVgo/Sfsfay892LYqVo3dXajS7mRPlIodHVNDUd+JHCXFKBASApBByc+QOpBuHpQ2Jboullq1bnrsOzXnWbjqdKpqHotLcwVlDhKwpSkpOVJbSsp8RrParHVfWLsORn6rFQe0UgCc8/NShXo7DlFZDTyyrr4gT8U+LzelF9qOZkVXXuHiUrkHT3cCjn+zUTX3v5t9T7ftOJS4ku46he7bE2hU+jsNuvzY6FNuLdHGpKEIAUkZWpIycd/LUG7L71tWdX+kHflzUy83retKsw326NNc7TLpjPZ3C82hDrxSlIVlRCV8OByzpDbvqOYXloyw7cnD5pgqND/AO9pKuYlmGmSUB9YAQBgPHw/ToR2Yy3JXFIc+l5fFPL3U+uovrXSGsigXBt5TZ1v1Ytbm9W3RZaIrRZS4tAWlDxLgUgkKT3JVjP6dJdR6UVh0uo3Cin2XddxQLfq6aNV6nRKY3JiwZhDaS0s9YlaykrTxFtKwnuONCbJWJHc1J2+H2TsbCYlSBftDptY2vuWmznZJjT6PNivBt8pV1a2lpOD4HB1FI6Lkeq7U0XaO49z69UbKjiG05THI8Zt2THaWHG47r6EBRQClAykJUQnHFg6Ztv9J+4rxrW7FiTtorikU+3X1QIcuDTWfkrSoyiozFOPJworCikISSElOeZyFTZTfOyaJsBUNzbqvC5atTYNzSYbjtbgNNzmHy8lCIDTbS19ZgrSlGCc58MYGsULRZqeHKYaYidRl0lYzUY6tpt91ZRuDT4bkGKx7rbLZabTxnCEpAwB5AYH6tdENRFTnFF5RwhIz1x8z/16i+g9IG16/eyrDl2Tc9BuZmmO1ePSKrBZZenxRy4mCh1baz90rCh4gaYFM6dmzsukx7yVZ96RqG9PFHnz3qKkR6ZL61TaUvuBwp5q8UFeApOcZ0g2C0OOTNSM46fsVsx02mN1Y1huGUvlt9wEuFPJ08+Q9dJdvMtJsuAOvePyJsH4hz3DOR6c/wC3TR33vmft7sne95UOjPOzqdS5D8UtMpc4HSjCHCM/NSTxE+Q1BuyN5WTYW09nbq3XF3DTcl3UmDQWabNnuTBXJryUPGRFjF5aUhZzheUBKBghI5aGlYn1bP24jdsRnMT5IHPGOOitnJjxB1GZDpy4k5608jjv79brRDM9sdev5iu94+Y1EDfSVsmowbn47QuOHW7FZbnVq35UNhFQbYUgqSttPWlp1JGTxJcxy5kHkS21/SpsHdy5beplq2TdwiXBS3p8Spy6L1EJRbAU4yHirClp+aeHKc8gToDY68uOHIR5I21GExKmeO1H4pBL7mA74ukjHCnTatZuN7BrpcdVkVCfnLnenrFDJ592obvfpO12z+k9H2Xg7U1uu01VvOVh9FNhtOTHXS4lCFN9Y6hHUpCFhRzkqIAHLnDG1m+Mjb3fTpCRatQ74rtMgKjT4FEhMLmmmo4HHJK+AudWyAVjiwrmcAZ8NIuys9uMAeyXDT9ULNUrM7Vo8R5flXwmx2exZDz+eWSHD6eutZUZp19ttMx9BKVgKDxBSSMZ/EZ1XndLee1bosraq7LRr9z0mjXtc1MahVOlQWSiQFvBJhSwtxK20O80EpCsFJyDjTpvLpI2dbFzVqhU2xLruZ60G0ruFVDprUhunBaAtIXxOoK1cHvFLYWoAjlpPqtZsd3Pw0ggHpqVobUY8I10fuj3Qej1TqpbNDuyrVeNWKi7WXHJvAhxMhxKEuYLYSCk8AODnGpIt9mOpdTSX3AUz3AfinnyTqP99bwi29s9cd3sN16msewXHhMpEZpc6AlxKT2hLbq0DLYIJBIIx6aht/pMVmxbp2ksyhWdX7zgXtCkzZc1NPaVUKghuEy42tlKnUNhwlYW6CcDOBzOn07NVtlU1CAXS7OI0E+CU57KRDCrVpZjCnufGWMdZj4pHifX1OjM6PGMYjtLnenCetP2hqH6x0i7Xpil22xYt1VS4WaUazU6RBgsuSqTFUogKlAuhCFZBwhK1KIBKQRz0QuvpcbT0a2rJuhqm1uqUO/nxHpdSp0BD6EvpJyy4gL61LuUKSUBCiFAgjkcZ2WOs4ezqB5JvbMOUqbn2ohmNIU8VEtrPvOnzx/+sdNqgoZO4F0pMhwfAgcw6efuuaipHTG25dqVfpTe319/lFaja11KgGgZnNMYCw+UhZbDZSArJWDgjkTp37Q7iWrue/Vdx7TbXLotYp1PlxnVNhKwjhdyFJ7woEEEeBB0NSz1aLxjbHe4P6Ul72GoyOT5FSMw0wI76e0O8nHRzcPdk+utHGYyqYgl9wkhCj8U8zkc+/UOU3pVbcSXqATa9zt0S7qsaRSLgkU1DdPkzXFqS20FKX1o4yPdUWwk+ekat9MnbmhVC5bPk2Bfkuq2c/HjVNmBQUyghteOGRxNrKEtkYI4ilRz83VtsNYNADdvvHPVH2rBkSrCPssJejAyHiQ7kZePfwq9dEerim6EZkODEFf50/zifXUWXZ0oduLcmVV5FuXDUqXacpMe4qvAp7bkOkuqb4ih5RcSsqSlaSsNoWUZ97GnLetzz41tVa9LCoTVbnoteVUaQwgBaZjnAFsgBPMhXLkOZzjUfZ6lN4DhGIgDLKVDUbIMynxFRTn50plqWVusqQpaEyCSnKQQVDPLu5Z8tCJGY9nulLzgyXQMOEeJ1Q3ooT7o3e3RuK+KLvRV2bibXb0i5KfJiR0tT0JZV26GqIUjqurOUIWjmjPMqKiSrvzqHeO6m5VFvXpaXZYEmn3O9S6TQoVwxISFxiw0UlLTralHK3FgEEDkdbH3U2lV7ORIEnI7xOx5Qis1wxASrsSI8RERBDqxxFvPvnn3aRLnYa/Kyz8POnMyVzLh/wAVc7tdKdCg2rZVOp4EyZGpEKOx2ya8hx95DTYTxuOE+8ohOSo95JOqK3lujudU9hB0sKfeVTj1tq5p0mj09p1PsuNTWXlR+yrjgcLoWlK+JwjjJKSCANZqNk7cnARkWjTk5bdEu1VGspDLWPML0I7Gx2w++7lTI71nu4jraPGYDsjhcWlRUkEhwgnCRjVVrf3AqPSH35/IiDXa5QLZpFiwK++xQpYhPyps9KFtKcdRhYQ004CEZwVEFQVjGo9h9J/cSmdGe4YEurtyL5pN/K24ar7kRpLineuSlMpTZJSp4NcR78FQB589aKd0VwcJjY/9Wm3zTvWGASVeLqUJpTii8/zC+XWHzProncMeL1FOCX3B8sj/AJ0/bHrqtztyV7ZjpLWTtaLprlftjcS3piVRq5J7Y8xUooWovtuK5oS4ge8j5ucYA5AS9uvurb1k1K3bXftyr1eu1h7tNPptLiJdefbYKS4vKiltCQVIGVqTkqSB36yvsrmYQ2DiaCMuvwUc8OaSNlIjrUcy2MynjyWfpT38uffqMdw9h4G5O5NpbhyLzqlOesKWuZT4bKW1svOuISlanOMFXzU8IAPLv8dIFR6WO3EfaqdvQ1atyP0mhT3qVV4ggMpm06S2tCHEvNqcATwqUnJCld/LOj9ldJ3by7txYe3jFuXJTp9fhKqVDkVOldmj1RhtAK1MFRycDnhSU5ByO/TaVC0UahqBuhI0/pz16FXipuEEp9XzZab9sO5LOTXZ1JTWY0mA5KirC3G23ElKikLBGeEkZI03Lf26hbWbApsCJXJ1UjUKhuxY0iVwoc6tKDwhQRhJIHLIHPUPdI7fehVnZrc9iwreu+YqgCZCcuihcLEanVNkDCO0IeQ6oIUtIUW0KQMkE941I6rr9gdEWBeVbptUqymbJiypjrKUPyXOKIguOnrFjixlSiSrwOidZK7LJhy7xiI3jLzhZ7QA+m9o1wnP4KX1MRw5FWZLoJHP4pGDw66lqJ21rLyvmnn1x8MahKZ0o7Iibe2Fud+QF1SKffU5mn0qMxDjKll17KWipBfAwrhyMEnHeBoXD0sttLfWqsSrWuk29Eqq6LLrwpKBBYlBaWykqWtKykLPAVpQpIUCM8tD6lWBPdGvlkVoNWnMqbYjcVbslReUCHsgh0/YT66TK00wbaqZS86PgyPmrPfhROotvTpSWPttuPK2vrlkXhNrj0H2rAapdITME9oJAKWQhfEVDhVniSlIweemLbO9lG3F3Zccp0u96NFkbeTK2mgVWmssQpLQlISZhIdU4l9CldXwlGMZwrzUbHXNIvIywuOh+yqrUYIzVmZkeN2A/Gd+qfpD9oHz1u5GZEtkJkPZKVDHWHwA9f8Aty1CQ6VW28py1I7tq3PBpd6T0UmiVyXSkNQZcwqwltJLnWgKKTwrU2EqGCCQdRbbW7ituOlLvdRplIvW6YkFilzYNEpjbtRVFQuKlyQtCHHOBpJUvJHEMk4SDyGmCxV3F0N0AP1j7q+1YIBVwG2Iypj2X3QpKEKOXDyOT6+mtGmGksS1B93m44Obh8tVEvveGjbk7u9HG+Nr7hqQty76rUI8lhl9xhuW2y3jqX2QoJJQ51nuqB58/LUxXZ0kLDtKo3XSG7auGtmzgl+5JVIgNyGaQ24hS0l5SnEEq4UlRS2FqAGSBnVPsFRpaS3M4jocoMKu1a9phPiy2mFbZ0hxbri+KmtKIU4cH3QdOOSxGBj/ABnMB0EDrTgcjpp7a1KmVnaK3qvR46ZEOZSGHo7yeHC21Ngg9+eY06pSQFRz7N73hnHDz5H11kLYnFEwEVJvcb4LdaIplNpVIVjgWfpj6Z/adYaajGVIIkOAgJ59ceff66y4ECewPZSubbmfmfd9daNIR2qSPZRPup5YRy7/AF1UBxgxqm6InQ2IwgzAHVECZIx8Q93WK0bbbYNMazJdHwm8Drj5D10SonKBL/g7h+WP/Z/nFaNAcNLYDdLCvcbBVhPpqM0Gmn3VAZQukpDKXomZThBex9KeXun11ylhsTvhvKXmMrvXnHvp11lAF+GDS+AdaT3o5+6fLXKWcTwnsnVfJlHi5c/fTy5aOnnU21Gx4RhFz3n8dY1k95/HWNdZGhoaGhqKIaGhoaiiMaGhoaiiGhoaGootNDQ0NAgQ0NDQ1FEx7DGa3O/zlf7deQm9USSzurdrzjDiW3KxKUlRSQCOPz1682MM1qeB/jK/268xdzusa3EuYcRCva0ruPd8VWutdN2G9KjqbXYSBOnVYbda/U2BxEyVBI5HOjMKoVKAVGnVCVFKvnFl5SM/qOn+7DhSeUiIy4VHKsoHPRWRbFDfziF1RJzltZH7cj+zXWqeilsGbCHfRYad90D7QITdavu9WU8Dd11MAf8AnBOkqoVCfVpCplUnPypCgAXXllSiB3DJ8NOl6yYKieomvoSfBQSf9mi6rEkYyipt58Apsj9mdc59xW+kJdSPn5LYLxsz9HhELdu+5rUccct+tSIaXcdY2kgoWR3EpIPP105G999zWchusRVg/wA5HV+jHCsDSGuxqwD8NyMsefGU/tGi67Qr6SQIaFY8nkc/7dYql32mnOKmR8CnttNJ2jx80o3Futft1Uxyk1itpMV05daYQpAcAOQFZUokA89IdBrtXtuotVeiTXIstrIS4jyPeDnvB59/nrY29XEkg0qScd5S2SP7NamhVkDPsuV+llX+zSuxe0Q5sI+1bs4KSUdJfdEMpZcnMOtpSEBIU4hIHl84j9GNcqh0l91pjS2U1Jhsu541K6xxX6Mqx68x5ajkUaqn/wAGyv8A3Kv9mtvYdX/8WS//AHC/9mgDOQi7RvI+aLyp8+oTHajUJbkiVIWXXXV44lrPeo40+o/SB3ShRG4KazGkJaASlclha3MAYGSlac9w5nnpm+wK4fm0eYfL4Kv9muqLZryzweypIV5FBH9p0YoudkGk/BB2zBq4fNOOTvluVNB62sRmyTk9VGUnP45Wc/8AXpuvs3Vdj4ny1TKgtXu9e580DyHcANOu2rEbYSmbWGQt7wZUcpT+PmdOzqwtSWWWsrVyShA5nyAGvS3b6LVbWzt7Q4U2ddf2XJtV9Mov7KiMTlG8S370pHEumPy4fHgL6iWlIX+gHnorUazeEdQZn1irNKPLDrhHF+B8dSo/R6xHbU49SJqEp5qJjrGB5937dJbzbEhpTTraXEL7woAgjW2t6I0ajJsdYOPwWdt+1GuArU4CiaQVy3A7KdceWO5Tiyo/26GpETalBQSoQ1HJzhThwPwAxoy3Ap8M5iQWWlfaCBn9eudT9FLcT3iG/VbH31ZgMpKkPoBNSD0kaK71KurTCmZVwnH0Khr0noiVr3MYVgYQ0+rv9MftOqHdDNwq6QFBBJPyaXjPh8BWr6UH/dLP+bSP2jXIvawG7K3YOdJgbLbY7T61T7QDLRRB0eolxROkpv8ATmqM6mFVanSUxZr8Z7szqmIh61CXQngC09cj3c5wrTOttnczam3t9dv6ttnXqlMuuvVitUORT6Q/LZqyZ6SkJ65vKGlNnhCuuKMA51Pe0VRt+JW78h1WrRIsqbeEhEZp2SGlvlMGKpQQnIKiACTjOANSY0mAuG8C+niJeAw6ftH11z7TbnNruAAg9Y9n8pNCn2lJuaobStp92OjzeG0V71q1p9yUymWI1Z9TaocVyY5S5Qldp4y2k5UhRWGuJA+pzPNI0epVnbt32jpOU+TtrWKFN3AZW/RmKlDWymUEw1oCUPc2eM5TlJXlJVg9xxdS4W4QoTZDych6ICS6f55vPjpSdZpomx8OpIJVn433T66S+9HudiLBJw54uHTwmCyjGYcf7yVEavUdzr1kdHQjZe86cNv6lDVW3JNEk4iFDAbOUJSXFoBbVlaUcPLlk8g9ejTP3K6P0G5dl6/tNc1TqKrsmy4NUgUpx+DUWJKkKTIVKJS03wgji41gjGM5GNW6S1Su3OAvI5NjHx/U+usRGoCn5IW6ObvcXSOQQn11dS8nVWdi5ogk+91J1+PxRizYDIcqgWh++PthubvtAuDbauyIV7yUVamVeFBW/CcbERaXgtwYDSkY5hRKlFWAk8uKKba2k3kqfRqY7Dt7XG6raO7ab3FEl056PIqcMLGA0l0IDgwri4Qc5QRjONX3uxEL8gq2S8AfZ8k4637qvXSrGRA9kQPjpI4WAfi/gPPUZedSm7GGiYb72WWSzCyjtonbzKrVPZvvdLpPWRupRrQqVMt6xbaqHa5VVpUqGuS9LQQmOyy4kOurRy4ilPDn3QSSMw1Gs7c93oPXbYH72NzJrlQuJb8el+w5YmLS5VBJDgTwcm+rSTxHuxg4OvQN1mm9qYKHU8gvPxvT8ddGkwG5a8vpwUJP0p81euoLyq0wGgCAR73Gf3K0mz4j3ioZ3qcu+tdG67YtIoj86TVqA/GZgxYMpc1brrQQEBjh4woE4IIGOZONQNVbJ3Rasvox7qU6y6lVIm2kBEGt0hmG921lD0NphcgMLAWvqlNZ9xKiQcjlq7TaaatuQUPIzxK7nefd+Oku20Q/yNp5S6AoRG+XWeg9dZqNuqUKWANnU+1zkRp1n4ITSxVMydFVG5ba3BuzdTdjeyFaFSj0aXZP5K0mM9TZTcyqyQhSitqKUddwAqSgFSRk+GASJe6KdMvSibD7f27PoRpM2k0VMOVCqcR+NIacSRxBSFJGQSDzGQR3Hv1MctunIEYokIILyQrDvdyPrrfFOVMaw8nHAruePmPXTKtqfXaaembfe4EI6dEMJlVb3IpO41k9M23N6jYtUr9BkWg/bTzlDhuy1RZXaC8nrUJ5oSoOJAWohPzskY5tDZil3zRd5+knetTsats024IzSoTyqVJKZao7byXW2SlB43ApYAAzk92QM6unFagJfkHrQCHhjL3f7qfX1027WEEW5WylwEioVD8599XrqmXhUayMOxbOLbECNuiS+zg1AZ5VKafbG5tL6MOw1pv7c3N7Sti+IVSqMJNvzC/EYjzHHVuOpCMBOFpIx87OBk5w5N5qTej1+XRfuz9m31aG6MabGixHafTJTlLutpHVkOPgt9QUBKlpUpakFPBnJ8bqyvZ5hBBfTn3QB1v/AF6w61TlzGh1yDgLyOu5+Hr6j9Y0996VHvxBu/6uTOYiNkfq8H2lDPSHjbgVfo9XVR10BNSr9Uth6IYNHivSnHJbiUpKW0IBPCFE8+4AZzjUEroG41tVPo47pHbyvVCBYsGfSa1Cg0qQ9PhuvU1hlJcjBPWcIW0QSB4juyM3b6mAKolHWjhLBz8U+Y9dE7cTTuOqkvpwKi9gdb6J9dLs9tqUThgEYnb8iOEVWiKha6c1TedQbmtLfm99xry2yvyp0PcKmQZNOfoInlcFxpsNORJLcR4FKs+97+Ujnz5kg5uHt7WLchdH6j2BszW6HR6BeqK9KpbEWTUFUyOtaisyHEKeAUpTnEU8aiPe8tXC6inpguJD6Rzcx8U+Z9dGZgp/UlAkAqJTgdcefvD11VO8ntAfhzDQPay0jSEHq06lVYtuDfELpNb63a7ZlYbp1at+nxqfMco8wsTFRIy23UMkN5cVxKGAM8WDw51p0HKZuTaWycmgyrWdptfo1ObaNNq8R6K71/HJW2CFgZSQocxyyTzGNWqxTly2ymQhQKFfnu/n+PrptUAQP3wbqSp1OBHp/wCd80O+uhrW19WGZe0Pe4bHCU+hhewg7nyVGqy7v1uNQttbouyzdzJ1et+96bWLhgGhuR6ZT2233FqMdhCAp4JCRhQ41DJyRxAamfYOj35E343urlQtCoU+Bcz9INPmz6TLjRpSI7LjTnVLcQM4Kk4BIJHMas60inCM6FvJBLjg954jxPrrVYgJpjfxkZKUDPW+PLPj36bUvN9emQ0Ad2Mjp3p45TfV8RDiVSO2rLrNhVXcrbbdHZu+7nZum7ahWIj9DdnezqvFmgnq1KakIYbUk8KV9aU+SjgZTaB1u8rJtpliwbLgSZlFtpSaVbzk5SFKU2EBEYvqKgDkJRxEkcjz8dSPMbp63Y5D45O5PxD9lXrpNWKYq6W0danBgrUT1vf8RPrpFotj6zu9EyMsWRjor7JrIzVDmLVv7dfpTPXlaO1tWtO66LcFuTqxKkqTERAp3Z1CZHeKVFMgO8ICQji4sZyOWZa3Xvi4NwNsNyNt6xsBcLtZluT6VS2hQn5MaetailiaiWEdShsLKVlS1AoCc51aKLFpTU2W+040hbqm+NQcwV4T4nOT3+OtI6IBp75L6eNPWkfF5959daql6YnteAO6Mu8Zyjf4IhZ4BAKr/bN4XXt1E2o6MF2UxirVuu2wsTp7b6nURExGUhYdGMqSrJQF93EOYOdV0q22+7sDYL+5GdsGpiuJuWbBpU5qC6afJgvumQJYlY6oIbClcQ4uIFOMav7Itu02qkm6W4MIVdcdmAubkF4xw5xBvi7wkKWpWPM50SuZMEXXZ4S+nhMyUFnrs4+SO+uk+vFsuY2ZLXHPcEmdNM/olWizyzvHgfUKt1BsO7ejT0g3rvZs6oVm269Y1PoRl0anSJyo8yAltpsPNspUtPWNtABeMZAHLwYT3Rn3UqXRxr1cbtBIuyqbhr3MRQnHB2pHxQUxfFIdLPenOQo8Pfy1fDgpzlSV8dJR1I59cfM+ut2W6YVv/HRyVhPxvDhHrpwva0YgQBMjfXDpt1hNNmBEA5KqP5P3rvj0iLG3XFo1KiUPby35z3XVmnSIHaZ833Aw226kOL6tviKlJBRxEAE8sr3SRureenbg2dQItIuJFkz2nXp9StGmqlzBMS4gNMKcKVFlJBCgQASU/OGOViOCnClunr0fNcI+MfM+uiVxJp3ZIB69POdGz8b7w9dZTa3gtdhya2B3uvhqoaOFpE6qgRsvdWJ0Wd4NuJm3V4qrlduyZJhRJdKkyJk1p15gh0OoQW3RhpZUsKIHLPJSSqZL0g3vVukRsXdUKza0uBRKdUkVGX7DmBqCZMVpttD6urHVq4kKznAT3nA1al9qB26Ovrk4KXMnrTju/HWzKYnXycSBwcScfE+6PXWl95VXOxYRm4nXlgHCX6v1Xn/Q6bvHt50Ytz+jbM2guisV5yRWERZ8KkuuxagxIIUJQkZKVH3lfDHE4SAkJJyBaG1o1zP9F2lUir0dqGlmzmoEyHPivx5CCiMGnELbWAoHKTjI594yNS0hEJTUsuOpyHFgfFxy5euka/WKarb+tcLyOL2Y6OTxP5s+ulWi3vtNFzSADmScWcxCqrRLKTnE7FVY6N+1O7tG3Casq9KGlu0tnZtQVaMiU2sM1Fc0qLbqCR7wYaccQCMkKd8D3Rnvix0jN3NtbhoV2WRuO/dDFfDwotNo3U0VEJuajqlNKSnMwlCQvPGtXFlWEgZHocUQOsjAvAcRI5ukeH463W3TROaV2hse4o83vHl6/jp7LyeH9o9o236Z/M5lG+yhzcIcqvFm86t00rZvtmzqyKQmyHaWai9RZjcVmU66l5LTilNjgV1fJROAFHBweQJXnF3Fj9K2qXjTrKqD8KNtlUqOzURTZIp656pIkIZL/Dw5KW8ZyE5wM5PK1sZFM6ySFuoT8Xl8YjPuJ9dJ9WRBTb9TSHgT1T4GHPDCvXWN9tc7Ro9lzc3TyeELrMQ32l5/XgN+NxKVtJc90WfufUK3bt8Uuq3BFdoa2KXTkIcUT1EdtsKdSkHk4OMgEgnKhmYbcn3ht50qt4Ltq+3tzP0+5IVKXTp0KgTZcaWtiG2lTTammyQviOPewMpIJBGrWPIp3sxKg+g5S3+e9R666PJpvbWMPo5JVkdd6JI8dbKt4ueMOAZgD2juQ7jkQibZpEk5rzzsvaHeCw6vsNUKpYFVcfg3ZWbiqsaBAemIozE1QQ0H3GUlAwBkpScjBGPdOnpSrNrNhbh7x0HcPai+Llp98V56rwJluKqK4k5iQhYVFd7O6htCkZCMvEDBOSANXbaaponOlTyObSB9N6n10W6uB1csdYkKC3MfFOe78dW+861XIgaOGvWfNUbKGiQUxtoKbVqJsxa9JpNHhUuFGosZtmE86txyMngHw1K4lAlOcEgkcu/T3lJuhRYKkUvIeGOa/XSJZvs1e39KWl0dYmntFQ6w5Huj104HxS3QwW30lJeT+dPqfPXJeXVASNwPe/ZPoj+W0TsFzWm6TKZURTOIJXj3l+msIF0CTJIFMyQkd6/XRot0wym09cj5qj9KfT11oy1TRJkjjGEhIHxT5H11QLgQctef2TYB3KSqN+U3Y5nuU3Han8niX38atGkC5vZjKeCl44G881+mtKI1T+xzCHU/xuR+eP8AOK9dG22qd7OYy8kHq28Ze9B66ppdA00/V18EvCQZkrjKFzF6JxJpnJ3lgud/Cdar9rmfmoiJwCMsJ6niznjT359Bo3LZp3XxOB5J+Kc/FP2T665yUxkTMR1hXyZWcLKvrp0ynPafEb9ExpzhFz3n8dY1k95/HWNdVNQ0NDQ1FENDQ0NRRGNDQ0NRRDQ0NDUUWmhoaGgQIaGhoaiiYljnFZnnykOH+3XmVuyAncu6gByFYl//AFVa9NbJ/wAL1D/Lua8y92v9026//S8v/wCqrXrfQ8Ta3j+n7rh39/wGeKaQ7xrdK0qJCcnHfy1hhSEPtrcGUpWCoemdTntbQ7avOTVI9cuCNS2IMIvx1KkNILrufdQltf0mccwkpx357gfb2u2mwx3ZleZp0u0MKDkZzkgj8ddOffnVoq30Z4zkeXUabcVArEWMlTqFMR1JU82lt5ZKls5CPoHUkqIHEkcxkarlcVKp8ANu0113hcUctLIPDjyPl+P69Sx3xStjhTAMqq1kcwSR90lBORkYxox2aY17rkd5GRkBSCMj8D+GhQ40isyn4VIhT58mInrXmoUNchTaMgcSgO4ZUkZPLJA8dSqN0LwZabbqFr8C23n223H6TIaUXgpXXgnjIKwoqBAHuc8BONLr+kN30KhpufmMitFO7LU5oc1uSirmPcwQQfLWcr7sn9elK5K2ut1JVUlSmlvPpGE8Sk5A93ACu/mPDx0nDBIHElOfFRAA/Tro2a32W1UjXpvGEa7Qsb6NopvFNwIJ06rq2vAxxEa7qCknCsg6X7LuOiWq7Ieq9JplVEhKUJbfeTwp8/qnmRnxGud4XHTLnqqahAgQ6ajqggstuNgE8Sjxe6lPgQO7w9dLbfN3Y8Aqt/6gjdY7aBkxyREpVkHXRahzAPLy1qlSCPdWlQHLIORo9TqPNqhPZWsoBwpxRwlP4n/Vg/o11K9ps1mo9vVcAznb4LG2hXtDuyZJdwiGpH2zthiVA9ryB70l5TfWJ5ltpHukAeBKuPlyyOHwxojT9qqhIT1z1XZKU/OaQweNXoFFQx+lOpkjWtQ6KmjPW2yEU+c2llaUE4W5w/DcwTyKgkpJ8wkeWvn3pR6R2W3WYWayOmTJ2XqbluqrZqpq2gRlku1XY26m0RumUS3ahTqhGb5TlzeuMlXiXG+QHoUnl5Hv1Xnc2hsUatsPNJ6vtzSnFoGAAtJwSBjxBSfxzqbKbblagVZ6dUJkcMNAqlIEgKLIwSCpIPu/pHcNE7xsKj1u1US6i0pqt1FzjiuZ95sHmEYPclLYJUOXPPeSBrytyXj/AA61tqvkN0I5C7FvoeuWdzGjvbKt+uLmM89PypbVVWE2pbNWivqSCeHqlNZ9OZVpk1CDLp8pcScyWnW+Sknu9CD4j1GvqNkvex3iSLO8EjbRePr2K0WYTUbkpq6GP/7QVB/zaX/9FWr7UEE7mH/N5H7RqhXQqaW90gKQtJ5MQ5ayO/8ANEf69X1oPLczn/MSP9Ia+e+lnevE/wCkL1Fy/wCU+J8lSi7ZdHuLpgStv5+5Nx21P/Kqc5BfiS+ysxOuozKG3WXMBC3VPFCVIWSVDCAnCjqXINau+tdIqBsPufuDVE0u2rEbqSnYUtVKVcVRKw29KcWypKilJJIaSrhBOcHhzqNd97dqO4u48/b9naibci5d1V8Qny401HVJXQ4/V4f6xKmS04lCye48PLiPIWAmbfooGxdk0jdDaOLu1dNEpzVNWj2YxUFpkhvC1qekkBDfEnBcPM8jgnXMtr2d3kgiIaSJOv7FVZ2kNyTb6Le6tXvBG6G2VQrMq4Y23t3swaVVJclMhx2nuyPgocezl1SC0tPGckgjJJ07ql0rYbe4F07c0rZu9atcNlFD0qHT47LnaY7iFFLqHOMIAIwQlRC1HkkHB1jo+7I1XZ3b6rTa7FpEO47yuJFdqsamtAR4ZckNhqK0UkAoaSMZAwSVEcjphWleUu0+mNvbIRa9brS3KVQ3EppVOVIPWIjPcLSgFDhKyo8JJCRg5KRzOB9ClXrVS0EgBkaD3gD91qFR7HAO1y+6lSL0qNsKtZts37QY06r/AJaSU0yh0uO2jtkqbxKCmeFRAQUEHiUohKcZJ0nL6VNt023dxarULBrzdb246mRcFuKVGMyMw40FpdSsOFp1BSkkFCiDwnVdmOjButZti7TXDVrMlV5+2blqlZrluUmYW5sdiouDHUrbdRxONAJJ4FjvONSfX9vEVbaHd6bYWxVz0WtXXSBSm1VN9yTU6urqylAW2uQ6W0NlWAVqGQSe7TTZLGKjQO8MR3GXejyzViq9xzT0tjpFUzdikVCg0fbC86dT59pyK5DrdTpgYhSGjhPVoWTkrBWMDAyASMgZ1pHvoq6R8m1y1eSZlMsJqpsUVMmOaTPZTKbBktI48iTxL6v3gnKRpzbfQK1SOi3RKRU4DlMm02zmYMqNJZKXWXmYgbWkjPPCkkA+IAPPTIiUG8x0z2L3ValV/JxW3rNvJq4iK7IZvbGpARxcWccAI4sY4sJ7+WsmGhjqsiAGGNM4OXkgLnGoCNYHmUndH7pY12+ttXtzN0LAnUWh0xNUmSrhSYyYPUMOK4WkthwvKWEjg5IwpQODz0+KJ0nKHULmo1v1Tb+4KNKu6mKqNqid2ZIrLbbZdKEFLqgy4UHIQ6UnHPVd7Z2a3irPRPuvorTNv6zSa/CfnvRatJQ0mnzuGcmS0GnutCldaE8PzPdzknGpE2ptKn1erWtVqn0b7ypdctWmh52oVye+81TJAjFKkwm1yll0rVlGEtgYPPAGNa7RZrKXudHvbEaYQQmU6rzAOuXmj0Dp6WEuzWdwpe1t8RLZeqzlHqNUNOQuPS5YVwJQ4ULJcBIA42wpIKkpJ4jjTv2w6Q1u3TXGNqJVl3BRKsaCis056pRUtNVKEClJea94qGFKA4VAK7+QxqvC9rN2FdBOo7YDba4E3I7dS5XszsJLxaVUu1dZkK4QnqvHPJXu+OpVi27e0npIbc3tHtSqqoMWwJFIlVLsh6hiS84h1tC+eQcIIJxhJOPLVVrHZGh4A918ZjaCPNLNWoHAnopP3v34oeyT9pIuKyq9PiXLVEUxmVTWW3w1IUDwIU2FdYtS+fCEpPd4eKbb3SVo1eu64rIl7c3FR7rtumuVUUOotx2358LPuvMKDhbIODyKuWRnGmP04J0ylfvKVRUJ2eqFufRn+yw2ip1/gKz1aE595RwABkc/16zItm9rz6SNX3vbtiq02g0Ww5NvwkyqcpqZU5Li+sV1TClBwBOUpBUBlQ5DlqMstmdZw+qIkEzlq0gBMdWcHEDolDbjprWffzVFrEDay94dArwmOvV6TTUpp1OVGaKnUPPBWOQbPvJynOBnPLRW0elbaCaFCqNTsy4Kda17ViTDoVyPMtGFJkPLX1SFhKy4yFkHhU4gA6SdhdodwJ/QYm7J1ukP23ckmnVimOR6g0UqQ6+8840eLJHCQ6k5GRzPrqPWLG3R3E6P9g7Ffve1KmVOgXPHdr8x1pLcGBHguKK1tvZIeUvHupQk5zz4RoHULG4uaBADnDUaCc+qQ+s+WHop13U3st+u02+Nt6DtzXbwFu0/qblepjzDTdOU40VhPEt1C1upT73C0CpPLxOmF0T97Y9A2p2HsK4qNV59SvmBUkxKmpaHGy5HkOLUhxS1ceeDHPBGCNFrYpW7ezFx7z2sztTWbmZvuryLgt+rQQ2YjhkNkdTJcU4CzwKwPmk47hpmWTYG8FlbfdGq5l7Y1+XO22nViJXqO3ESJzTUxPuvNpU4EuAAg8jjPI9xGtDLPZcBpiCO7BkSe6T5pjqjsU/3qrKW90jrNrN7bk23VaDPoDm1bCHK1InKZ6ksOILiXkFClZBQnODg8wMaSNvOkfTa5Oaek7ZXZTLcuITKrT7ilxmhDEdpgPKL4StS4+UDiSHAkq5Y8tQM7s7u9undvSZh1Gx6naru5lJphoS57YLT5ioHw1ONrUltS/cBHEQniUOfCdSdZcvc7czZOt7Kytp63alSnW5OosyoVJpluHDkdjDKUtqS6pToUvHcnASc5OMFD7JZQ7I755jKWyT1zyV9s4kT1hOq3+lZZ9XbttyXZ1eptAvqW5T7ar01DCY9QkqKurQGwsvNcYGUFxCQrw03ukBvlRbw213Ntmz7Cr1yQrYjSadV61T3WGY9PnNoCsIUt1Dji21cJV1QUU4592mNsztwy9atj2ZevRsu1NftF5nr59SqrvsmBIjlSRNj5lqQ4e4pShrJ4j4A640u296Nr7B3r2aG0dbrkq5qvV6nQqxBS0YUtiaMjrXVOhTa05+YEqOeXrqU6Fmp1CG7AZSIIkifko6pUcyQNlYfozS5czYLbGZKaXIfetGmuuuuKytxZjNlSiTzJJycnTloAUq/rsCoWQqPTgcKAI9x7P8AZqK+jzXNzLfo23G0lX2sq1MgUuxo6Z1al4Q3HnsFLK4im+8khHEFA4IUCM41K1A7Yi/LrV1jBIj04n3D3cD2cAHv1gtrGstRw6F5OURoYVDSnOs/9pVSLN3Fv+0NkukrfEavXJW6lbdy1ml0VU2ouTU0pllRS2tCXlnCW+PjJ95RCR34xqVOiTadNf2ot7c960q9S7hr9t0xmpSqjVC8mpHq0OmaG+tWlJdWtSuLCVkEA4xqMbdsXdEbE9JK2HNu6+zNvG4axMoTDkP4k9mYopbUkcXuY71cWMDnz1ZHYSl3DRej5t7Qa1AXTp1ItilU+bFlNKDjT7LDbbicZ5gKScEZyO7OuneL6bKL+z3O0aYfypSLjAdwoK6TFm3ltjtRcN5o3fvqo33U641+S5jVRxhtD7ruGYDMNtXVLTwEhRKFFQSSe48Tpu/Zu9b5uGnXlf29N82XGiWXEE+HbFZFNaamNFS5b7qjxJ4TxgYwMdXzJGAGDUL430lb1VTc27OjNfFxGhuO0+yITIjtQYTGClcpSVPcSpD55lZB4EJCU/WJkTfiBu9ulY1rbdU+gvUqfuDHjQrmkRAR7Cp6ihydlaiRkgdSkYPEVHVPfUpljcQkkSYboeP33QOeM4RroUU25jt9VLyr903dckS5qm5Lon5R1RUyQxTEngjklYACnAkuHAHJafLXOHuV2XpA7gUhti9ZNQoVopnNUBT8dVKkNB5WJDCeP3XlFQQri4fdHjjU8W7TBQYbdFpjUdiHAabjsNJbISlCEBIAwe4ADVeKHaF8u9Lu+7sdtuos0Kp2KKHFq7sbEZyWh4LUlJ4s4wrvIwSCB3ay0qjLTVqPqjKHbAbhPdLWDPdcNkOlZWro2DY3W3asKdRqPDhP1CTciez9ikJblltLbLSXC9xYCUjKcKUk8+elyqdIeLO3As2g1TbG5KLUp0GoV6ixZiovFV4zcNZIbUh0pacHEPhulKhkHGoRpO1e8NxdCWX0aXttqzTrjtttS0vzkNIg1JbdSVIQ2y8HcqLrZAzw8Kc8yD3PO3qNDqt42XcB2Bveh1ij06opMyvzHXiw6qnOgxojbkt0ucZyPdSlOEpB8BrVaLPZAXvPMQIyAjD85+AWWpWc6kJ6fOQl+ndPXbmRQKHuFN22ven2tWpXslyrO05CmIcvjUkNq4FFTgJSRxNhSc8s55akK0+klalcvy4rBrdoV62KpRqZ7fDdXjIaEimhKeJ9ASokYJGUnCgcggEEarJF2u3Yi9Cy0NsF7b183NTrqZnSaeIfxGmW6o7KU4olXCUdWoAYJJPIalu4qNfTXS1mbjxduKrWaKjbqRSg4YvCxJlqc7QmMSo8ipA4CSCAo4Oe7ROstj7zWiM37jYiPmmttFSAITysbpGIv1m3lUnaC8E25eAkCj3CWmFxXEoStfG6hCy7HSoIVwl1CcnAHM6X91d0odp1O3bPh2fWa7X6y52uHBgMoAU0wU8alvuKSy1zUlI41DJUMagPa2wr/tDdC05Gztr3daFk1mHNeva3K11vsumvEEtiH1i1YdLqzks+4Upz7vzdPzpH1TeKJuNZNNpNGuidt48w8qrfkq2gTHZ/WNhltxwrQ60gJKiC04jJzk+6OHI+yUDXDG+zhmCRsTE7SjdWJpEo/U+lzaMPaWo7zosa4XIds1B+k16mER25dOkNrSh0OcSwlQSVAe6TnIxnWrHTDsiE1cdduXb+9qBRKdChVCHPqdIUyiqCSoNstxkH3lOKV9Q4OOeAOeq+/vT7txei1vFtf+9jcqa3cV3S5dLhPFUx6TGefYKV9pW4rrMBlRUtayTyJJ4s6mzpPbZXtupsTQxa9vPT6lb1WpNwLoLilxpExuO2Otj8RWkpcwrl7w5p5EHB1rdZ7HTqBoGReRMjLugg+YQis7fhSFYu+NNui+qptTXrMrFr3a3T/bbVOqJjuGRAWsth5tbDi0HChhSMhST3gaaW+HSPpdmXC5srL28uWZWrgt1+dS34Mdp5mUUgpUjIXlvhwVKWvCAB38xrXZ607eqV7Sb4g7IXRbdQiU5yEmu3TNeW/wAKlAqiNtKlPLKO9RVgDOccydRt0nKzKoXSn26mPwZM0KsivMqTCiLeWhKkY4yhKuIgeOOfoeesTKFB1VzA0+w4xlmR5SqtVQ+ruUjvdMCy07bXFuOmybgEmw5nYrkoToYZn05zAB40qXwlPPIIJzg41sjplWK23UrluWwLztq3KZRGK3Gq9VpJaYqbTy0IabjgEqU4pSwAggE8z3c9Q1ee0W6da246Qd5NWNVUVHdWWxDoVDSylU0ssNhtL7qAspaCveVgnIA58yNSZvztNuHuX0YLVoVqUfjuG3kUaqppEsdS5IcidX1sdXEcBWArGeRKe/BGtT6FkaAAJBcBqMu60+ZIlE2tUImFIFsdIWkTNwY22t22DXLSr1djuVKkM1Ts625rLaElYS4y4tKXEpHEW1EKA8NQL0rt7oG4/RnvSrWVYNxS6HAkFmFd7LrLMduW1MQ0tbaQ6JCkZK2ytKOA5IORp3XHaF/b/b4WDd0S0anbNIs6DU5NRk1iIY6xLmxEsiK2jiJWpHBlSx7uFfOOQBElTtrfCidCmv8ARl/eRuKbW6Qp2IqosdT2CRFE/rw+24XStxakgDqwjlkkkAadZKFmZUZWJEyJEiAJM/QBSo55kf3srR0jeijxr1trZN+16iavUbWYrrE8lkx3WUcKVjPFx8WeXMY/bojRulZt5UbXve+q/RalbcHbqpSaPWW5qG1udob6sANhpSus4itASAeZUNRzelG3KtrenareSlbc16u0VmzXrbqbECIDMgPKwpCltLcQME4GeIDv9NRa9sZvbe21m9lGkbfzaLcFZv43jS6bM4SioMtuNqLKHkq6slXCoDwJA8CF6S+xWZz8RdkcGeWuIg/SFO1qDKFaBnpHUym1OquX7thdVm06FQTcAqdUZZVGXEQoDBUytfVukqHwl4Xz7tcLX6Tds1S4qPa1y2bXLVdvODKqdtyaslgN1GO00lxzHVuKLKktrCuBwJVjJ0zd1zuR0mdlb027pW1dftefUKKw62qvstxUrltPtuiM2EuqUoK4FjrDgcx58mtae1ULc+gRqJM2Au62q9BoU2n+27iqLy41GlPwiyezNuS3OsCice6gAAAnGMAW2azFpLwQZIyIMCNfjwifUeYDdCEw+k3vML26I9Orts7d3LFpkaZT2qVdqX2WWS6mQltzhQh3rwhaUrSFKRwKOMeGr9uH4UXELB6xHiOfI68+ropO+N39B+k7D0vYq41VWkGnx5EoNtIiuR2JSVodjq6wqd4gEkjhAA4iTyxq/sWTPl0+myeHq+u6pwIejKbcRlJOFoJykjPMd40N406VCzNZT1BcMomMoPxVWcnF0gI3kma3mD9RfIlPprVor7VK+Qj6vIFPkddCJwmNkvRwQhZHw1Y8PXWrYqAkPq62NnCcnq1c+R+9rkiC4CDr0WzRJ9FUsQpgMQD5Y/4jl8RWjbbriKYwTTwRwN8wpPkNFKKJqoU747POY/nDZ5fEV66NpE32Uxh5jAbaJ+GfT11TIga6dOUOwW8pa1PRMQAn4vgocxwq1xlKUqbkxw18nV5fbT5a7SjUOvhjrWAetPLq1fZPrrhJMnt/x3W1AxlEBCCMe+n10dOO031HHCsATK4HvP46xrJ7z+Osa6iahoaGhqKIaGhoaiiMaGhoaiiGhoaGootNDQ0NAgQ0NDQ1FExbHANYqGT/AChz9uvM/eNsM7qXc0DngrMsf/OVr0wsj/C9R/y7n7deae9f+65ef/pyb/8AWVr1vocYtr/9P3XFvxuKg08H7JkZxzAz6aOx4NwPQ+3QoTsiIHgwF8BKetIyEgj6xHPHfrhCjLmzY8JoZXIdS0nnjmogD9urW23sBfFt29FkUy8nxTXSZDaPZaHGVqBAUrmvPMlIzyODga9XfV9XdduFltJBdpAJy+AXmadJ9ScIVW2a7X6egtsomMoeThSUuqQlSR4EfWHM9/mdcX5D0kdY8olWPM8tWpq23l/UaOqKYFHntRyhQjuNOxHHOANgNjjC0cJCUhSfdBznOTqvm4lDrNIuB92p20ujNyFBTTICS0MAZCFp91Q/D9PPSbnvO57dUHqVUOdsN/kQFT2vYNITCpG4+7uxd2ztw9pjFcfqlP7BLbkR+vIRxA5CcjOSlJ/RpRgfuhu9kF+U9VrLoEiVP6xuc+ETWFuoy+UIQEvcLJR2hfvtpStWE8alEZ0djoKyEhClDPMJBPL9GpCYsbaSYguzroeYd61ZQTGWQEcRCQorbGDw8OceIOsV4+jVmr13VadUNJ1GufzXWs171KNMMeyY/vhRpdO/989I+TQXa1Zse3Y1FekvvrgvLTGlKccK8BpSchQKj7xWrl+OkXcFFYNBXKozKnH46g4pCeZUnxx5/hp51uBTaZVZEKkzBLitKw08Me+nAOeXL9HpolrsWD0eo2ewvsmKcepj5ZLFab0dWtTbRhgN2Sdsb0vtudtLSi0C/toG7pnR5rsh156JEIWkuMqR760FziQlpxIRxBCutUT3DTN3f3/tzcd+jqsO0J9JqDHamX2UtMJak9bLefQrhZAJWlLyGsnPutp5nUq0Laa2L3benTm6Uwtp3gV1yUhRHApXFjIzzAT+KhrNT29tKypTbNB7K+twuhbjbKAElDikclBSgQeEkehB8debZ6EV3Ow9qI8DMeC6X+0dPDkw/wB/BIdoRZke3YKKk2Uy1NhbyT3pUrnw/o7tWH6PkG36lUYsSrrHWGNLVT2lD4b1QGeoQ56FXDyPfy1COj9Fr1SoMhTrCO1R3VcS45XwlKvtIPgeQznXpfSK5K9qu2nZrL3sEZcgCP78VzLqt1OlbHVa2Qcp1phUXFFYOVcznv56d9MSn8no6UtJyKphGORBMoDGfAahOnbv08DqvYtQakuEISX+r6vJI95S0rOAOfPv1M6lRoEWjUiDO7QEBM153vDmMq4yPvuEH9Ch4a+VV7JaLLBrsLfFe1p16VeezcCm1TaRdMadLqdSrVJlMzI8ntEJiMW3omEKVhZ4QQMgJ94kKzkZ79L9zIAqkZIPJuG5w+h40gn9XLSZSLljzqrIp/sZ2O7OQ4w872hxaW08JypCVe6nPM4GsXlXY0W02LnkS2kS6W4WHmAQlTpOA42B4k4S4O7uAzg6E1DbXgUxJ0gJdLDSYZOS62THpk+9YEauoZNLdWtE8uckpjFCusVnwITxKB80j01A27iKU3UGRTOsU118gR1OpAWWAocHFjxxg/pOlKs7wwH0rbplKqC1rykqWEtJx45PFnHd3DUbVOqVCszVz6ipIWfdQ2n5raM8gM/2nx16f0dui1stja9Vha1vK5t52yi6zljHAkqc+g3/ALvkP/0fL/0dXvoX+6d/7PI/0hqivQZZK9+IywR8OmSln8MAf/ravTQv903H/m8n9o1l9Ko/iB8G+SZc+dl+JSDthbds1aubiS61HUt4Xc8EKDricDsUX7JAHeRp7IsuzkRXQqNJSMucjLkDxP3tUmpEKVuP0yd4tuLj2+m3vbrLLTzcRuqIhopbjjTHFISVOIVxqKEIyg8Q/DOpPsPpH03bjo2V7d42zeVbgxLtqEWpxqnV2ZMuAtcnhUltZIC2kKWgJSnJwT341wLbdj31MbM3HaN3aCZ+yKzdm5gL2jdT7XbPs4UVpSI0jPXRB/G5HcXm8/X8tNC2ejRtxaG5db3Lj3LdM6dc60onxZk0KjANpV1QQENpWngBIHvnkTnOkqH0lGrgvSm7WXJtlclqTq5BYrFEkVcxw3PjtvtBzIaWpTTgyDwLwQD72DgGKOlfvkjdro830/Z211Zq1r0xx+G3dCZcdppuawsJ69lpSw+W0KOOsSkH52AQCdZaVgtBq9l7MhoOXXLfoUbhZ5JAGUK1P5HWKZZJjyfmg/xqR/8AdraPZlkF6STGk/Sf43IH1U/e0yLjvev7c9HSTuFRaEuqT6HZKJzbSXm0niai8fWL6xSQUp4eJQzkgEAEnGqo78bp7jbrdAibeN92DIpczqKNPj3AmZG4ZbrkhgOLaaaV1rPEg9xA5Kxnw1VnuypaHgNIjHhmPhyqe2gwSWDnQK5V1WhZrFh1qQxGfLiKfKUk9qfPMJV97SlHtCy/ZcIGK7yDI/jMj0+9qF6H0kkzo8LZ26NtLmtyfcFoSalQp9S6jqqkyywou5S2tSmXMJKuBwBXDgq4SQNGqj0x7epttzb1Y2+rsuwLcq7NFql1Nux0MNSAtttS22Cvr3WkrWlKlhI55wCBnSf4fWLg1rR7I2/dU0WftO8BoNuqmZy0LJMtgCK73L/lUjy/raw1aFkCY8nsrpwlP8pkeZ+966j/AKXe4F0Wb0drsu+y40jt6KU4mLLiOoSuKl0pQZAKyPmpUVDGVdxA5coz2pvu1Nn7esqeztFV2dxNzKXBgRKLGqrDz9WTHjlwzVrU71LSCFKWpayFni5hRGiZd5fTNQa4oiNwATvkE4toh2HCFYxqz7GKHiYTgHGokiVIz3f1tJtCs+y1WlDK4znEYzfF8qkDngfe1AG++89M3P6Ou99pVK0qhbd2WNAS5UaZPdacdjKcAUxIZdZUpK0qAVwqSQQDzAOkGxQW9/tgnI7SkKqG0rzssIISZKkNtJQpw/WIHcT3aaLsLqRqOyIDso4APO8pLhZw8EMHyG6nXdbo37cbmVC2J1SuO5qUq3KiipRG6bPAQZKCCh1YebcyU8wO4YUrlnBD7VZlkdqZQpp9WG1czLf8x97US3P0u6dCp9fuyi7X3FX7NsmpuU+t3DT5EUNNPMkJf6plbiXXkNlXvKCQORxxDS3SOknT7g3tpe1dHtKXJjVi2fyopleRNZ7HNgLCOFxtJPGeascJHEMZxjnoH2S0vaGuEhv03Kd/ILtApAi2VY5efSIr+etH8sf8Up+9pu2xZtmuUCrqUy8oioTgkGU/jAWrA+dpjUDpmWXcm1d+7tWnbU+qQ7Jq7sCXDEllDskJ6sJdZJVwqS4FAoGeJXcBnlqO7D3fkPb0X25Ns+94dxQLIlVs269W466cqMJWVFCArgTJC1FBUT3JOqF21c3OZEB23UdeqTUbZm1Gd0Seis8/ZdlJh8QjvfVH8bf/APu1suyrK7W18meyQo/xt/0+9qDaH026bcFv2ZdLuz930+2LzqbFFj1mSqN1LM1xwthBQFlxSOIEcYTgkHhzg4cO4XSoj2xdV3W/a22laulW3FOFSuOVGmRo0aG2tpTvClTqwp1YbQVFKUnHdnOqfdVcVMGDPLbg57+HzTQ2ykSWifBSeqzbK9pIHZXcho4zLf8AMfe0UoVm2WtVR44zvuznEj5U/wB2B97TEsXpQU+8F7dyZe3dwUx3cluV7KILMththptLgeedZWQ2lXFwgEcQUFBQAHFqW7dXK6yqnqE86g73rxjknSKlB1nq4XtEy7+9UbaFmdEMHy/ZISLMsj2a58lcHz8fKn/M/e0bm2ZZfU8PZXvnJ75b/wBofe0tdbK9mOfJUfnPznqdGZzs3spHZkd6Pzn3hrNTaIMgaDb90Ys1E+4PkE2nLLskTG19lc+YoH5U/wD/AHabtEtazjfVzMmO/wAKGIBSEyX+R4Xc/W9dSM6uWZzeYyPo1fX9dNq33JQ3DunhYScx4GQVgY91zRCmC6IGvH9Pis9azUcbO4NeBwsM2VZaYzwVFfGFucjLf8z97XIWXZIpbSeyyeSGxkypGPD72nRHkTkx3j2RHznPrjz1qXZqaQ2lUds4bbB9/wDDVupgtkgacfun+q0dcI+QSA/ZFlF2MnqXzlzH8akfZV97RFVlWcLmQgQ5PCYaiSZMj+cTjvVp6SXJXXR/k6PpPt/dVpPU5L/KdGWE/wARX3LH84jRBjS7Tjb91OxpgjuhJLFlWSHnz2d/5w7pUjyH3tcWLLsnsLvyV4c3B/GX/M/e062HZvXP4iozxJP0noP9muEdySac+TGTjid7l5+sdCW93IbHb90fq9L9ITdes2y+xtDsz2EqbGO1yOXP+tpFuOz7PF12m2liRhcuSDmS+e6Ms/a0/wCU7LENkJjoxxN97nqNN+6HJSrus8qYSMS5WAFg5+SuapzY2/Tt4dUi0UKfZ+yNR5haCyrK7comM+MNgcpT/mfva2RZNkKU8kx3+ah/K5Gfmj72nF1sr2koJjIyGB9f72t4700KfHZUfOB+k+6NWB3iY3O37p5oU59kJqGybIFOWTGeVhK8ZlyT4n72itdsyyRFh8Md7BmsA/KpHn/W08C7NNKczHb5oXn4nqdEq+uUqLTyYyR8tY7ljuzqnDuyANBt18UD6FOPZCSnrNskSWOKO8fdV/K5Hp97WEWTY6pEgmM9nII+WSPsj72nQ87LE1hIjI+YvHv/AIaxHemJlSvkyD76T9J9waMMBcBG/HQ9UXYU49kJrtWXZAbkAxnz8RfdLkeX9bUS7l9Gfbmq3D+/Abluhmr0WjuxIsJqcDDDSkK6xJSttTnvEnJCwfIgDGp8QuYWZmYqPnr/ADnppJvRyWqw6sTGQMU9zuX9w6tjnU2OczLukaLPaaNMUXHCNCiy7Ns4ripXEe5Ak/KX+Xu/1tA2XZQmNJEF45Srn2mRy7vvfjpxKXK44YTHTnB71/d1u45LExnEdGSD9cemgEmTHG3QJ5s1Kc2j5JtRLPsrrJIVGf8Apcc5L/2U/e0n1SzrJRQKnwx3von1AdpkY7lfe09YT00Oyh2VH038591OkysrkC2aqkMIOWpHMrGe5Whe0YTls7bp4oH2WjE4R8gkqTZVkt09JRFkcgjB7VI8x97XV2zbLEhoGJIwEq59qkZ8PHi9NOGa5K9lACOO5v64z3jW7r0rtbI7KnPCrHvjyGmOaA45Dbb90wWajHsD5BNtmzLNVLdIivY4EpwZT588/W1zZs+zEsysRJH0iz/GpH2f62nOlyUqc6rs7f0aRjrPXXJl2QIkvEcH4rnEOIcjw6HIOGX6tv3UdZ6OE9wacBMK0rRs1e39JdVHe4lQGT/GpA+qPvaW5NnWVxM/JnfpR/Kn/I/e11styWdtqQoRkc6c0Oa/ujThmPTMsHsyPpk/nPQ6rBIOQ0G37pLLLRwN7o04CbirNsjtCCY7+OBQ5Sn/ADH3tBmy7I7Q8eyPcwnulP8AkfvacinpZms4io+Y5+cH3dYYcldqkExkc+H84PI6a1gDhkNeP3RGzUR7o+QTPo1nWcYcsdlf5TJAHyl/+cV97XdNmWYacwksPg9W1j5U/wCn3tLdDXJ7FMJjo/jkj64/nFaMh2WKUwExkkFtvmVj00LaYIGW3HXxVmz0cI7g+QTdkWbZhkRSmM/kOH+VP/ZP3tGoVv0Ck1BcikNOocXFUhfG86sFPGnwWSBpbfdlqdiBUdI+KT8/v9064y1uqlgONBGI6u5WR89Oja0drkNxt0HVWyhSa4ENE+ARU95/HWNZPefx1jXVWxDQ0NDUUQ0NDQ1FEY0NDQ1FENDQ0NRRaaGhoaBAhoaGhqKJiWRzrFQ5/wAoc/brzZ33bSzvLe7SRgJrs3A/35WvSWySRV6gR/Puft15vb/pUje6+EqOf4alH9bpOvV+h7gLa7/SuLfv+XHj9kwmH3Yr7cphRS6ysOIUMclA5B5+urYbf9J+dMpTcF+txg71Tba4E9CHEp4MY4OIYKeSfmnwGeeqmBXCeIY5c+Y5aftqNWLIpBh3Rbzy52TwyUpWElJKOEEJV4Dj58PinXd9JLks19Bva1MD2zBy8iV52z1X0vYEq3MXf+pdUsV2JCqaCpx1Jf8Ad4SVJUn3vBILafdBAIAzqs/SI3Npt/3AlugtoaisrVIdDS+JsvLHMJPkMH9emfc9DtY1mnwrWcfYjyQoPuTFAIaPWKSDzSkhIQlKjkk+96aRa9S2aPUnoEaczOabILb7Q9xxJGQceHL+3XL9HvRKjd14MtVav2rmyW5fCZ+OiO0Wk1GYXZeK1sbcLa62a5X6LuzPVDXOp4bt15aJJYZmEK4Xnywc9UCAlQwo+8k4ABOn3Z24PRTq1Tpqbr3Cj0qOaWlpxdOkzPiT0vpS84rrUEoR1SuJA5BZCgQMY0yXNjKtuhQ0zRQe1ReJxDTnWBCyUJyopz+kDzIxpjT+h5WmJKWSiey48vhbaJaWSeEqIHP7KCefhqrz9GrY+0uqUCC0mdc/kuvZr2srKTW1MiBCf9z1Cy4VGp7tvbm064K9NqSocmktBpx1hnjkYeDiVEqwlhBV7oA65OM6bd2XSzadPRU3mUONKc4PeHdyJHd+Gi9l7RwrQTIqFNp8iW7DCUyZJRxdTkq7yOSckKHrz58tK9VoEW6YDlFlxFSG5H1UJKlAjuIx4jXduq6LZSuytZ3Pio7TOY6dJXNtduoVbWyq0S0aqTbB23mbgWZRrmi3dCjP16nP1GHBbpHGVdXJbj8BWVpOSp9k5CeHCicnhOE3euhU/Zy2U3FN3Eo1wNy5DMWnKhU/Lc9tbKXetbeCzySCUk4704zqt0/o2Vxl7+C5bhaHNIejqSpKc4/A88aMUXo4S2pTTNwVFwp4iBHaaVxLweff388jz79eVFzX21+jtYmfvOi7BvC7sOo8I/ZSnbVb/KKix6yhvq0SQVITz5J8MZ5kfjpVHMYOi8SCzTIzdOjs9S3GSGkt4xwgcsY0pU+l1GqKcbp0J6QppPGvq054RnvPp3a+u2QOo2ZjaplwAz6rxVd7XPc5uhKKnizkHUq7R1yD7McgPOLQ8zKKHHFkr+GTxIOCchIBIAH2Dpmx9ur2luhlmguh0/m3HG0K8ccirPPB/UdNkP1Cmzi/AluxJCMtqWg5BwSMKT3K557/AD5d+uH6SXab4svZUSMYMiSAt90WxthtGJ+hCtvVrUiW/TPyiduWgLRNRxR+yv8AG/JPkUBPEnHjxY1W/d2tt1GvtQmHCeqZSqQkKyC4Ve7keYSP1EaSHbyu9bWDWWUEgDibjgL/AF5x+oaRERpj5U4W333HFlTjhBUpSj4k68rcno5Wu61C020taBpmF3bdetK10DSs8mei4Dl3a4O5zg6OuxJLSCtxhaUjvJ8NEVkqPEe/XuBVp1R/LdPxleec11MiREqwvQT576oPgKRKB/4TeryUIgbl55fxZ/8AanVIugWhB3rknGSmhylA+R61kf69XcoQH75mMfyZ/wDanXy30qH/AKm6eG+S9jdA/wB0B6lQVsLaF40vpj73X+7bs02/U2mKdHntdUpK5LLMdxbXCVhYVwkYPDjn36YKtmd7ZPQzvfbY7aVVNyVy8ZNSi05UmGomM7LQ91pcDxQAkIUD72c4wDnOrPbRVGlw6vuO3OSta/yxfIwwpYA7HF8gRp9IrNupYdPUucRLwPyNzBHEfDhxriWi8nU6xgDKOdWaI7PTaaQBPKgDde0b8uTfvam8YtpVM0Gj0eXDqdRJYAivzFxwhJR1nEcFB4ikEA4/ERKnbbpEWt0Xrm6L0LZ+oVOe27PjU6tifDTAlw3HA4lwcTvW9aQpQ4CgDP1gAdXQrVaoJojQCHOIvxP5I5/PN/d0efrdvGZGSttzvUecNz7J+7nWMXi9oa1wBADd3bEkeavsWYiJ4TDn2PX722Bn7eu9ZSKpV7KcofUzEJKo77kRbOVcJUOSjnIPPVYrn2/33vXoOyNhUbKV2LdFJbpMAJdmQOplqjyG1LW0ev5JDbaVZVjmQACcnV2hW7b7byZcJKRn5E55+qdas3Bb/WSsNOZDmMCE5zHCn7ugs9sNJwyHtl2p1hOfTa4a9FWHdKzNwKluZtVc8WxqsKDaFo1qNVqhxxuCK7KhlpLfD1vESktjiIBA4k9+Dho7PbQXVt5Y07Zq9ejL+WQVW3HYNbLkAUqfFedQ4hyUpxzrUqSScjqln3QB3DVs7prNCXYVbUG3QpVOlZxEc8UK7/d0pM1y3xSoOYr35gfxJwj6v3dW28agptpkCMI3dyT90gUGdrM7BRx0p7Kui5ej7c1j2Pb8isVSq0z2dDp8ZTKAMqQB7y1ISEgDPM+Hd4ajOubYbqUW8diN3aNacupvWPbybfuCioWwmXHaejhtbrQUsNuKQoZIC8lOcZJxqzkmuUBMuOUsPA4c/kbvkPu6w3W6Aue4osPZS2nuhOj6x7/d592hp2t1DuAAy4zmc5b89Amuptc6Z4VQ762S3VvyP0jNxI1mz4szcCkwret6iPOxxJfajISkyHR1nA0lZ5pBVxcIOQM40oWZYu543N2OvBe31Ubo9C2+Xb9alqdjJFPkuNchw9ZxLSFIAKkg/OB54OLWR65QCiQrqHjhah/E3PIcvm6SrerVBFnwS5GcKxDbB+RuEdw8eHTDedR4wECII1dwB9lRosLgJVVKVtPvJt/0f9yejZH29qFZkVyfUI1vVdp+OIcuHUCpPWvLUsKZLQJKklOcEcHFzwrbvdHLd227I2WOzjjVSu+w6WLXnSG+rZQYL8RLEh0cSk+6lSQpKc8QyMDkdWpdrdvoLHBHewXBn5G55f1dbLrlv9rbSWH8cCv5E75j7ujN5VQ8vaBMgnrlCoUGQQSqnReizelv9IWDRLSgJa2mqEOhSrgkcTYU7NpCHExmCjPEoLywpZ4SDw9+QTrWPYm5LfSU3O3Fj2PVJtAm2HVbdiTWlxsSJ5l9aGQhToUMgEBRATnPPVsolZt4OSeFh/BeB5RHR9Ufd02rVq9B9gVnjYcUTPn8IMNZAHWK5H3cfo0k3jVeQXRIa4anYhA6lTD25qrzu028MTofbS7eq25qztw2tdcCo1SE27FJZjMTXHlr4y9wrylxOADknPdjSPdQq1d373sjW5au48uj1ZqFR6+myo9NkMzkiEkvIfMxQLckIcW2pLPMDGcqOdXbm12gGFxKZdOeHPyF0/8A6uo3XtBtnTrjuOt2vVbqt1d5uuSa0xTH322ZEhSQFPoQpCupdUDzca4FHAJORrY282me0gb5T7zgTv0EJpohoGEpB2j3KXVrb2pibF7dTJdgTo0mnVCTNeaYk28mKeqCXWlKJdcLqVpJST80kHnnU3W4zKD1WzKIBqLpGUDuwnTdsijbcbeUenWhaFJcg0qmxlNssmM8s5UriUta1gqWtSipSlKJJJJJOdKNvVqgg1JXUue9PdPKG4fAeSeWufXqsq1iWDKXe85EzuwHHnySuGHTS3SZhBy7/YVaMz25IhkdtJ5o+qM/OHjpE9u28aa4epeJJcOexOZHM/d0Zn123+xnDDwOUcxCcH1h93WWmZBnPJvvHhaJHKVHWXzOaJlE/DV3JHnpsUBuR++JdPyvHyen96B9lzSkuuUBU9pPUPYLaxzhu47/AOrptUCs0FO4V0lTKwOzwMZhufZc+7y1cHEI/V+p36VmrPbjZnv9k+GWnxHdHa8ZU7y4B565ONSPZKMyicob5cAz3jRCPXKEY7vG26Dxuj+Juef9XXA1ygKpLZ6t3PVtnlCc9Pu6rCSweH6nJ5cOUtSG5XXxvlasF04+GOXuq0SW1I/KdHyvB7Co54R/OI8NcX6zbyZEYpjujDpPKE59lX3dE3K5QfynbJad4RCXkdjcz9In7ui0JHh7zkJIBBJTiYbkl+QO2/WT9RPkNcYjck01/MokZd7mx5ny0nM3DbfXPjq3McQ5dic8h93XKNW6B7NfxHcJJd59ic8z93QD2T4H3nfhHjHKVn25HZGcylYy1+bHnpFuhp43dZp7Vn5ZL7kD/FXNdpNZt5MRkmO73tfyFzzH3dId0Vqgm6rRUGl8KJkonMNzxiuDu4eeicI+nvOSbQ9vZxO48wnoGZAqS/leD1APzB9o62YZkccgidglQz7oP1R4aSBX7b7epRQ4U9SBgw3Md5+7rZi4bd45B6tzhCwAOxOfZH3dWB3j4n3nJ5c0HVKHVyBSXSJnLgWeaBz5nRGvNSOy04iWSO2x8e6OXP8At0XXcNuimulLbg91f8jc8z93RWv1igKjU9QZd/jzGfkjifH+roIhp8B7zuUFR7cMynG+3J7awRLI91fPgHprMZmSqVL+WY+InnwJOfcTpLerFvpmsKMZzmleT2Jz0+7rMat0EyZI6p0guJ/kLmB7o+7q/ejr+p3CIOB3R1luT1UwGZ+cXywOfu6S73ZfFi1YpkkD2e4ccAP1Drdmt2/1UvjadPxFfyNzuwPu6Sb1q9AdseqpSwriVAcA+ROJ+ofHh0IBDHeB95yz2tzRQfnsfJOpTUnrIZEojkcHgHL3NbFp/tzRMw5LajnA5YIxy0k+3aAHoaS04ccQ5QnPs/1ddFVugCa18neCeBQ5wnfMfd0bcx8R7zuAtJe0nX+5SnGakhyQRPIy7n5iT9VOkyttyPyYq4EpXNqRy6sfe8dYiVu3i5Jyy7ydwPkbn2U/d0n1msUH8mqqOzu8RakczDc+948OhrDIxw73ncJb3iNU4Zbcn2aAZngjlwjzGtpDT4nMEyiPdX3JHkNJEytW6mmgoYe4sI59ic8x93W7lbt5UtlQZX81f8hXz5J+7onZnI8e8UeIFozSohh/2i8RKWPhI70AjvOuTTL4amASzjrl/UHiBog1Wbe9ovlTLpPVI74bnmfu61arlDMeYepez1rmMQ3O7hH3dSJOWWvvOVOcA057IlYzck7Z0bMsn+DmuXAM/NGnHNakFUb5Ucdcn6gHgdMmzK1QUbaUlHVPcqc1/I3D9Ufd56ccqt2/xsHqHAQ8nOILnPkfu6DQfL3ndUNNwLBnslQtSDNa+WHkheMNj7vlrVluQZkrMo/V/NjHcdJz1bt7trAEZ45Q5/InPu/d1zYrdvplSCmK8M8OSILnr93Rj2h4/qd+ERcOUYobT/YZgElX8ckfV/pFeOjIZe9lsAy1cm2zjA9NIdCrNB7FMUIzme2SMfI3P5xX3dGhWqD7NYyw8DwN8+xOYHIfd1YIMHp+p3KkggZpVltyQ/EPbM5dOPdSPqnXCWHRNBceC/k6/q4+uny0UlVmhh2HwtO8Je975E59lX3dAT6dKqHVwW1pxFWolTCm/wA4n7QGiaCakg7j3idlbYnVbHvP46xrJ7z+Osa6iehoaGhqKIaGhoaiiMaGhoaiiGhoaGootNDQ0NAgQ0NDQ1FExLJ51eoDzkOD+3XnL0i2+De69Ae/2vIJ/SrOvRqyf8L1D/OHP2686ukwlSd+LxChj+EnD+vB16v0QE24/wCkri37Pqwjn7KLJgeMR8RlBLxbV1ZJwArHL+3Tq2n306Lituolo7vQK7R7vjLkJl1xiO4ttCVPkj3W1EqUlpCUoBSBlxWTgA6SaHSl12swaK0+0yuc+hgOOnCEcRxxKPkNHry6JM6rlc6Y1A61PIyWZIRxAN8eSVADGMjOccSVDXor/uareWF9GJbyuVdlupWQFtXdSCq5OitcwKbH3WcpDcsSHmDWJqVJZQhmOpDUhjqSsOKcddRhK156nIBzyi+vzqSm8K5blGmR6hEo0x2IiewlIRJCVEBYCVKSBgeBI56Y9W6JdRt9S5FWYqLUdggurSlK0pB7jxJyAD3Z04aLbsK26YmBTWFNsAkgnOVk8iSfHx/VrnXFc1vsdsbUrHC0ddei03lbrNaLOW0hJ8Eu0W8n481qiRKnUUySsMtMx5BRzzxADyGSTp8w7rv6K1iLPrRCMtJLjrbxTwkpIwpJP2xnIzk6r1fVp3K/UkXHZ892NLLRZdQ04UKUD3kEeYOCNMyTcm9aXiiXNrjixH7GlSk8R6rizgY55z495H6dZ7ytV6Weu8OL8MmIEiFuu+jdtaiDVaJ3z/Ksgq65FDTNpAnrjKqnB2ph2OjicHMp596RknwHfy1rQ665bVUaqrL7DLrQcQku54SFpKVcwc5wT3d2obs6k31c9xR7hvRHUR4bCGm2w2G1OcHJIKR5Dx08NwqJUq1b626K4UzWVh1HMDiA7xz127trXg+7a9oLYecxIgmOYA2XHtlGwttrKVPJm+fyU5r3WvwtiTJ6kJaCQpz2a5wkEgjOfAkpI/RpGrN0XDUbgauaq+7KjtKADkNbaOFI94kAfeOTn6w0wW/3RTpDUOXLanUKlBL0sSI8V6G4lEJCVoUGWwCCUZQokk5PGefcRyf6de9F6WfVNsqBtvbzESswHKY5IbZfckttuspacWXlqJKlcDalqVkqUgHXlT6QXmf5bozyiP7K6wuewhs7eKXHJbUpbssKTwrWpRKFFSQc8xlXM/p56X7Kn3Atl+fZkCfOQsmK87HYSpKFhCnuHKgQCG2XF55HCVeXNk2vSX6Tb8SlzlJdfbZCXljuUs/O/bpr0q6N/tk6hWRtRWymnVtTBeSGG31ANKK2xwrB4cFS05HelageRIPrr8rXrZ7FRdZpGXegT4cri3dSsL676dT4SrMGy+kJUpjjjVo1GNKjSGYji5NRixeF1xKSgEkpz9OnmPt+eoNbuKJJuKfbYR8rpr7jEjCuIcaFcKsHAyMg89Mp/e7ph1+PEpE6/wC6FtRVe4p8t5BC0rClLIKlEKSjBPcEgDGNKdhWlVaMubcVzT1z63WnlSJz61lZU4olS1FR5qUVKJJ89ce4X31Xtje0LuzGZmQPBbbwpXfSoO7OC7xT3tExKrctWo1ZrTVMYptHXVWkJMdMieQtCOpZVIcbb4hxlasq5JSSATy0+nHujFbEGpyb33xZemRK0yqE1AlCYqXSkIZcdTwReIIecV17KeNYSlWCrAHFqI7ks2lXpGRTqjFW64F/AW1nrEKP2cc/0aaU3ozxKRNZiVZdTjuvgKQ0+2EKWknHce7mD36l8ej942m2PrUjLCZzOiuxXpZqFBtN4gjopQ3O376PdzUKLY+xts101adVW5SqhUmAhbMVS1qUwVdaongCkDxCgknI+cUVWuLG10LbKQIKKaliS4grKlL414yRzPqQddla7Xo5df8AD6LqhcCXxoZGUrDeduZbHtwaD9lZLoDNpXvHUHj85uhSAP0vMauxQBxblk92I7/7U6pZ0AmArdyrOhWCihOnGO/L7I1dS3wf3ysjxjv/ALU68b6VZ3k/wHkvRXRlYx8UX2XL4qe45YZQ4PyykAkr4f5HF9DqQkOTExHfkqCeJ38794+mo82Vb46luNh0ozeL6gBjxhxPMHUgR0odguLblqWCp7mOE/WPodeRtg/nuy/Un2XOkPj5opXXp3sJrEZAPXxOfXf0zfpo8tyX2yKDHRnKvzp+yfTSRd7zdKtRdUkOSltxlRnVIYYLrqgHUckoQniUfQczpP293FtDdq3qRfVg15yo0Sct5DEgsLYKijiSrKHEJUOYPeNZHU3xiIMDCNQmSBUg8J1h6WZhzFa5IHe6fM+mtIypfWyvgN/S+Lh+yn01lLCu2KPajzbH2ftE/Z1mMyvrpfytX0vp9lPpooGIeLtwimUhXW7KFg1pPZ2/8HSvzh+wvwxpTYVKXS4A7I1ySwclz8Pu6TLtbX+97Wx2hzPs6X4D7CvTSkw0oUqAoSlfNY5YH3fTSycmg/p5CUD/ADT4BG31SzJY4orYISvHxc+A+7rDSpaZjxEZGeBA+k9VemsPNOKlMfKCMBfl5D01lDLnbHgJKvo0H6vmr001zSXSAdeR+mEzqsMKl8D+YyDlwnm7nw/q6R7celmyYBEZs5htc+tPkPu6V2G3Ah/5SrHWHy8h6aR7daUmyqeFSSCITfiPIemlOEERwdwqJ7yV5DksCPmOgnrUD6UnwPprdbkszmwIreS2r876j7usSmFnsvypeA6nwHl+Go9/fz21fv8Ai2JEuGdJqT9QkUZLjFMfciCc2gOLjmUGupDiU96ePIPI4OtDKbn4i0E6bhEXNGqkKMqWXJRLCfpu7rSfqJ5d2mzaa5YoNc+TIP8ACM/vd++fTTnisL45B7SoZdHgPsp9NNm1GVt0GuEyFn+EZ/IAZ+efTWcloJ8HbjkJb2k1GwnFMXMMEfJWvqjk5/1a3dcliWynsyO5f50jy9NYmNK9n4MojBT9n09NbLjrVNY+VLwEr7senpo3N6cbhOLTOi1Lk4VJtIioALKj9NnxHponbvbD7TJjo51B3856J9NHlMK9qNjtC/dZPl9r8NEbeYWv2l8qUnFQdHzUnwHmNWwDFod/LwVEAkfFdUuSvZq1dnRz4/zh8VEeXrozNMtUblFbwSk/S+o9NNu8rnoth2LUrwuSfMaplKZekS1sRFyVNNJyVLKGkKVwgAknGAASdIiN9dtapW7YtCFcc41O9KYis0JCqbIQ3MicKXC4l0thAwlScpUoKBOCM8tFSs9TAamExGvgM/kEEtbkU/XHJiZ7WYrYHAv876p+7puUFyX++HdXydHKPA73fuuemu1IvK07ouarUG37oiz6hbbvZKtGZcSpyI8oJUEODHIkc9cqA0r98O6flKucen+X2XPTVuYabxiBGf8A2+CRUM1GRz9nJwsvzEx3SmKj57n531PprkXZnslv5MgYbQMh4+nprrFjuGM78pVyW538P2vw0Rq02n0O1HKvWa2xBgw4yXpEmS4200y2kAlSlqwEgeZwNAwYgGxtyFqJ3SjIdlh+ODHT9L/O/dV6aIKcmflSjEds4grP0v8ASI+7piUPpEbJXbclJty390qZKqNVUp2ns8RQJyAFglhSkhLoylQ90nmDpJu7pNbCWBuNLt28d2aPSqnTovUyoz7mFsrUULCVAI7ykg/pGnCzVXvhrHHT+9EsvGROimCO5ND8j5OjktIx1v3R93XJlyWac8QygnLv531P3dIe3d+2fudSHrrsO6GK1R3JBYbmRlZbUtsBK0glI5gnB9dYtq8bVuVVw0Wg3PGmzbcluwaqy0sFUR8jiCF+7yJSQfw0k0nNBBByncJpIS3JclmGzmI0cFs83PUemkK51Sjdlnns6B8sldzh/wAVc9NLrzSuxsESioEtc08J5cufdpFudlQu6zvlR5TJXLl/irnkNUYjPpuOiz2kfy8uR5hOEOzVTihMdBw0D9KfP8NbIcn8b6REQcKH57u90emtOzrM9REpQ+EPs+Z9NbNR3CuQntSuTg7yPsD01JAcfE7haGCRmuK3J5pj2YrfzV5PXd3M+milwLldkp5MZv8AjrH531/DRgR3DS3cSFZCV4+b5n7um/uddVvWJace5rtr7dNpcKbGU9JeIwnKgAkAAqUokgBKQST3DVMaXiANhuOUD4wmU5nlTRMYHZGsBKx9N+HprMdcsSZIMZH0ieXW/cHpojS6lGrzNPqUV2bFRLYU+hqZFMd8JOPnsupStB9FAEZ56PR46hJlfK14C0HPun6o9NWWw/Mb8jhXlErk2ub1EtQjIOHF/nSPq/hpIvhc38haulUZIxT3ByeJ+ofTSs0yoxpqRKXzWscyPsj001N3LhpdqbUXBclYnShT4dMeU+5HjrkFtAQeJRS2kq4QMknHIA51TGGowhgJJBjMJNoGKi9o4PknaVTA5CSI7eCD+dP2fw124phnNgxm+aD+d/8A+fTSHady0S+7bt687Yqy5dIrMRE2FILRb61laMpVwrSFJyPAgEeOlwsL7a0e0q5NqH1fMenroix1MkEEZjccLR3XZhaRHZnWyh2Vv6b+eP2E/d0RrLkk23VSY6Bhp/6/4+mj8SOsOyj2tQy9937CfTSdWmV/kzVvlKxlqR5eSvTQVBLTHDtxwl1IAR19UxUBI7K0MhHPrPUemt3Vze3MfJkD3V/nvRPprWSwsQOLtahkI5YT5j01u8y4ZrJEpWOFfiPIemjqANdl03CIEwsIdlipPfJ2z8JHe6fM+mtW3ZRYmjs6OTrn5zyT+GujTKzUHldqV9GjxSfE+muTTC+pmEyVHidcA7vLHlqmluOB/VuFHzgJ6JBsxUv97alER2x/BzXPrDn5g9NOKWZeY57O39KO9wnwPppuWS0pW29JCZRBNOa8Rn5g045rfAGSqYQEug5PD3YPpoMLYw7wNxyUuif5Y8FsTOMtpQiNjCVggO/h6a0Zcmdpk5jo5cP50+R9NbFlZkskS1kKQvBHD9301oyyvtUr5Uv6vl5H00wCHAEZzyOEx0FFKE7KMGd8mR/G5P5376vu6MpdmmmsgRkc0N5PXfh6aK0NlfYZvylf8ckeX84r00ZQwfZTJMlXzGvs+npqqYBaMtuRyr2ELeU7ND0TijIGHT+dJz7p9NcZbj7kwFxpKEiOrGF5z76fTXebHV1sPhkH6b0+yr01wltqRMBLvF8nUMcvtp8tMYDjmNxuOFYJlFj3n8dY1k95/HWNdROQ0NDQ1FENDQ0NRRGNDQ0NRRDQ0NDUUWmhoaGgQIaGhoaiiYlkHFYn/wCcOft1559KNJRv1eKVjCu2hX60JP8Ar16F2T/hif8A5w5+3Xn/ANLRhLO/l1qCvnvMq/W0jXqfRBxbbzH6T/2rjX5/lfioakyExI7steeFhCnDjySM/wCrXWxr/iV2tRKLRJSWJ1QUIzYNQMZKyc4SVqUEjPkfE+Z1o62l5pbKxlK0lJHmCNRUbKvSwLmYuuwJTK3ozhcjBxhp0sqwfzbqVIURnkcZBwRg89eg9JW24YatkmBrHmuXdQoOBFWJVqLiZv6Pb1cVdyZ0WBDejsz+2OsuELWshsDJ4lEKbUDwn3SCDjTMqVympUGBREPRno0AktKSFFwZzyOT7vee7v1Xu5K5vLdlXqVRqMOUw5WnW35zESOI8eQ6kYDq20YQV5KlFR58S1Hx1IVhUCsUimKercjrJT5B4Ac8CR3fp1y7jfeNrtjWWiXMbnJEBabwoWJlEmlk7opTsGo0uky5Eqr2+Ksw82GktkJ91QUk5HFy7gRpVuOqW9UesNAstiIp2MW1grSpaHOsyFJAPL3Rj9Prqum4N2121a4eFDvY3glxopPujwI/HI/t1YahdKDodVGPGhXRt7W2lrjx2ZMmDAbjdWtKY6VOtht4knKH1EL4lHI54Iwdt9KrbZbS6lgENJGc/lLpXJQr021S4gn+9ISXObojNvQ22GH01brnO0qWFBPBk8IA7u7HrolR26e9VYjNVkOR4S3kCQ4gZUhvI4iB+Gospe6L9z3rJpVssPoprst5TKFBWGovGeDPETj3cDn4nTovO5ZNo0pNWjtlQS5wLGOLAPcefdrs3Xfr6t3VrU9hOE888dAsVpuxtO1Moh3tKXJNubRSoD7ip63pTbClNIT74LgHdktDxwAfHOTjGNIMKJZ6a1hUNyDTOqBUhOA4XA0M88eLgJ/A6J7V33svcNoU+p3rf6oVWfkTESoi60iGWC23mM3wqYcyl5WQp7OG/FJ0T3o3F2btCi0uXtbuC7X5cybJamMrlpdVHbQlspwlDacpC1OIDiuHjDYUEJBGuP8A7YjNoo67gifnC3uuF5GEVTHgjSykqUW0EJJJSk9+PDUhQ4+0yoMeRNplWceLQLnVhQTxlGFJBUQCQs5Hh7uPHUS23VJdct+NVpKC25LbLgyOfPuOmvY29ltWxfk2BujRu2wG4E1lKHkyD1EssL7K4UsuIUpHXdXxZPzFKx4a9Bfl/wBewWajWp057QTnOXQrnXfdVO01ajHv9kxkpTuKTSJMpMalU+PEjRn3CnidTxuIKsp4wTnu/bjy0Wueo0mpVFEilRERW1JCeqSUnGPH3eXiP1aFY6UnQ/agT2qFs5W35jkZyNEXKS38J1pDwak8RcJIeK2y43gY4ORJHOF9mplwVt2XWaotYiJSGmc5wtXeTri3V6SWu8rwpU3tG4yxaHOYmNsjC12y5rPZKDqgJkeH4UkLrNHprp7ZUuqdSMhKQSoZHI+AHfnTtoaLk3bkTqnatsVO4H6WyFvrht56tIKike6BlXMkJGVHhJxyJ1CO6lm16qhur246rrkp4HmUnHEPAj9mNMNEvfE0anWwxMrjVOpktcyHHYV1SGZLmAp7KMZXyACiSQOQIHLSL9tt8stTqLCQ0nKNCPqtF3WSwuoNeQCeqmmr7gUlUtceW06ZYcLS+tcV1iV8Rykg8wc5yPDRtXdqKrP2zuSRWvyivKY486X1SVpceLi3nSokrWT3niJJPeTqVVa7XozTtrKDzbCYygE6az4SsN7Os5e1tAARMx8FZ7oAJSN1a4tWeVCUE/iX2SdXNoAP75IHlGfz+tGqdfufDRXuLczimyQiigBWO4l9v/Yf1auNQD/3ylA+MZ/H6068b6Ud683t6DyXoLpP+6N+KrbTd2rqg787xbJoEGLEqsGfX6LUUxutkRZDUSOl1K0k4UlSTyPLhKc4IOtejAzurbnRHod7UjdGjmM/SSqNFuOmtMwKS2ZJ43lSEAOOqSjiwlasKJGcaeO3OzMirb8bsbtGMzVHpct22YzD9QVGbix1xYy3ykJbUVKWSnmSMBPLTYjdEHeo7GNbGS9yaTIoNCntzqCsxPisqZlKfSmUf5SnKuHCeqGBnB7k82017O6aZABJBPdJ8djyk0HuDAYO+gXexd+6xXt967sudwKff1vm249wRqszTG4q4khM1ppcYdUAlxshYUFe8e4FSjnTp/c/ksf3L1l9a2SeuqPMtlX8od9NIbnR+3/g7st781i97TqFWct1m13mFU51tgMmWh1CmkpWCjCggkErz7/MZAS/ejntHul0ftuqbtnMn29cbEGTJfiyEqdhqSlwlRQocLnF7ylEEYwPPWG1VbP2RbS1PZ+7HM8dEbXk1MTmn5KMLPuXpSbj35ulaNp7n25BasK6G4UWRUbbbdclRjhZZX1QSEJDYV73ApSie9PfojD6Q+89/WneG7e1tOqUluj3FIg0K1IlpPzmKvDYU22tT8tDRUh1Q6xQCFpCCACFeMs7L7RbubW7hbg3bVKhbNZTf1RTV34zSXopiujKAlKz1nEnh805yM5GcabVkdH7ffbKfcdC2r3AotvWbW609VvZhjCVLp63gkuNxpLiOBCeXILZXj8eenC02XG5paJERLTxnpOaMVNMnfI/DVNODu/uJR7m3ntbdq5lRqVEsgXLasVdLYZW3GfQsOBZCApTjTvCyEqzxHmeZxrnTN5d5abJ2v2WumvyE3TclDcui4axAtkS5NLhfNjR2IzTSkKVxAcbriFAYxgkjTs6QXRzr+7Mi2r+qIgU1y0o8pFSDU1Sl1iEFJdTHdUGkgIS80leOEg5OAnIwtbmbHbn3jetmbxWHV6Nat3W3E9npkurXNizoTgPwHmeBskJUoqSQvkT3ZwQLa9iqBssiQJ7ukac5HXRJL39pAadOOqiu+99ekZb1i0+c/DXRa3TNwY9tR5tVttcSNcdNfUkNSFNOoC2zg4V1WOee7kNSJaN67tW/v7dWzF8XpBr6Jdlm56VU41BREXAe64slrqsqC2woKUOMk9wJOtd0tgukLunbFvW9cu4dBen0u42bkcmOwj1RcYUFNx2WmwgttAjnxqcWc/PHdpwK2g3ek9Io72y6na7jSrZRbMikoafSVxi4p1S0vcR4Vl0kjKCOEcOM+/o+3sZ1aJk+6de7GceKZjeJ7p+ShlXSK3ee6DFt78R7liR7pdrLbU5wUhhTM1gzlRygoKeFHuhJJRg5B89PGqbw3nc24s3ZqyahUbcg2pasOfOqlPtd2ryJM+RwlpjhDa0NNBAyVEcSiSEkYJLad6FG8jm0EvYyHufSo1mxKuupUmKmIVOsgyevSy+5+eQniOAkNHIBJx7ung3sXvSxc8beXbS7Ldt+t1a3Y1HrzMqO5MhVENBHVvhoFBacHCB89Qxyz35p1SxAkRJh8d07kRt4pfa1DUHdOnCk/Y27783C2lpdb3LsyTa92JdcjS2JFNdj5W2spbfQy6ArhWkJXw93PGqkbMzNzdv+jDu1uPSNyFpn0au159ttVDjONqmMvtl18laSodbxHKSTw8uHxzc+jRN4KFbUOmVSRTK9Vkr+JU5krgLizxEEtMsISEg4ASOfCAOIn3tQZR+i5vTSNkbz2Pcu61X03xMnTn6mIT6VRzKWlT6Q11hCs8I4TxDGefFpVG1UWOqNIgFzDGAnKcxn4pr3OOxyHCQ65vD0gtstrU77XTcdqXBTrmoFNTSKExRFRExK1NLHVLU8SVONBtSyoKUnJ5BKRz0pUzcTc7avcyzrFvG4odx0XcqTXYi1CjoiP0yox0BzjbKMBbKuLHCvKh38Wn3XNgLuvno+s7CXezRnhT4UKEzVoctbK23ojbYYfQ2ptfCoBCcjiOcq7s8mtaGym7NZuSi7hbl16gXFJsBVTao8eK27Cb7Y+C3Ilv56zrVFIHClPAAcq5nAC+1s7mSWj3x7Oo93RKqvqB7QAfl81Gqt5OkvJ2X3M3Kj7jUNY2xumVT2mH7dQV1WPHU2VNvqThLQ4HBgtpCs5BVqUqVuZu7Qd7dqIF51ujVKgboUmY+ulw6P1PsuQzGS/lp4qUt1J40pJX3lJIABxpIjdFfeuDstuRtc5eFprTuPWX6zKmiFISYhkBHXIQjjwr6NPCSrlzyFadNU2S3wqd67S3W9XbQQ7tnDfjBlEaRif1rSWXSSVZayhKeEYVwqyTxA8I1PtViiMI/6DPsiM4/VmmMdUkOgz+6VOk9ubc+2c60HqJ2uh2xUZb8e5rojUbt66K0EJLCg0tJSA44cFakqCQk8skajqZvzdtmWBbcO3rypt91TcO9V06kXLApBdS3TCELckGMwnDr6G8jq0gJyQTgAgzNflA6Qdcuyi1mzLgtmiRocSSxPpU5t6fFqCXSjClhPVKSUcBxgkHjORqFqX0PLsTt+1btGrFOpd0W9ez94UyvRFKQzFqClArbRE4COzFOB1Qc8BknmCqzusga01gAZM5azOeY2gSpWr1C7utMeC0u+89zpW1u/FiXpSqzVLfgWLPm0W6Z1tu0pUpxUdwPR3E9WhsqQo8ikJ93vB5nSLROzfvt9EtCEYB28c4gUEcR7JH8+/UvVvbLpF3dtbetn3luBb05+6qVIo4UxC6iJDacStDi22QOsU4QpXNTxTyHu+GmvB6NO99Kubaa7H7xtN9W1dH9hsMpgvo9osKShsqcJWerVwJT80EZBOMHGnttdm9XdTECQdGnXDE6AaocTpBwuyjbqm5Rr9vulQ+k6qnVmnRarZdQXJptUj0CI2+5wx+sCZCUo4XcJQEBawVAePkjWHvDvfSr12qvi7bhoVRpe5wotOq9LjUYNdSZUJ15l1t0KJ4xwEqGOElWAkDnp9R+jVvZGO7zDl32gp3eAuOPrEGRinAoLZSgBfxPhq4ckj3hxfd0iQejfvVJn2Ra0e7bRCtpnqLMQ8qBIInLixnGWQodb7g6tS+LBPvYI7iNAa9ldUggEF36DP8Aw+Y5KVVqPBpuwnXj/Ukrc/f3dVVvb43Tb1/RbRe2yrSqZSqKKRGfXPQVJw4+p9C1fE4lKR1fCABzye6zNlUZVzbJUil7qRV1t+s0Zj2sifTG2uPrkAqZdabHV+6FBB4eRwT46phb8+659c3P3XeuTaCiVGBdc6R2O96OmVWqf1RCWUJcJbWlshI6oJTyB8ydWkoVd373X6OkOX7EpVl3PcdDb4ZDr7q1095wDDnUKRkKAIUEqXyJGc4xq7ZTbRpgNAEamDIy41jrnmtdOrAJIPhCY1429b+9u+lg2tt/S2odobKVVM+q1KNH4GfaDaUhimMAAfMS2C4RySFJTjOcOLpDT7R2lolZrNn2nTTed8KbpVJSuJ782syVNsx1KUoHPAhJXj7LZxph7fdGHpYbfR7Wtdrf6mO2pQqixKXSIlFZhGWhDnWrbckNp61XWEKCyoniz73FqV7q24vm7t9bPv8ArcOjOxLNp0t6nUvtS8dtfw2ZC3er5lCDhI6vkVE50uraabXtGOWs4a75Z8lIbVkZtM+B/dPXZ/b+g7XWDR7DgRy4KLDbYW8Y5CnneHiccJx3qWVK/E6qFcl1XdO2d6VtLXWYbci16tIYbnxaMzHkSYxYSVIdU0E8Sse6FqyoAYzz5XSYn3+X3sW3RMlQ/wDCiz4f5HVe7f6NG5KKTvPTbmq9vVGm7uvyZMpuMHorsB1SFNgoWSsLAHCcEJJI7+eNJsNekx7qtc55HQn3gTp0WipVOQaDvseOoCaT+4W5O1FmbO7fpvmRXKnuS1ESxUFWyh1yjQo8Vtx7qWWEZkrPWNpTxhWMEnIyNEtwd2N8aHQ72RPFXhv2Px1K1runWsYRq7RguqeacYeaDRUhaSgqQkclA4BGS7Kh0Zt9ana1iu1XcehuXTttIYNs1aPDU221HDSGnGZLRyX+sShHEoLQOQwnPMntz9o+kJfdrKsC9NwqFNqV2LkRUS0U/q4cFnsriVpajoAXlSScqW85zxgActaatps044BOIT3SPeB4jRZKznCnmHbbdQmq1ur0lKddGzS5F3WrNa3cpyW3ojlulDVLc7N2gPtqS5xuq4MkpUeEqGAEg50v0HdzfCgQd9LNdiwr8u3bp2I9Q3mKZ2dcxuU2lxKHGEclKbQoYSkgq4SBz0pSej5vbIrOz8tNzWkhe0kVDbSVRZBFQwz2Y8fv5by15cWFc+73ddkbE9ImNee596W7uJbdHqV/yKe826xDeJp/Yw2G05Ush1KmklCxhOSokY7tF29lc0l4E5+6dQ7/APKc2s8Ed068Ix0cNxp+5TkmtM70QLwpDdIAqNFfoDcCpUmqKKVAcDaQQzwlacL4zxAYWeY0jbry6feXTR2226qDTqqXaVBcu/sjjZLb052QmMy4pPcpTY6wpyPdJ5HnpzWVs3ulRt1avvneD9q1KvTrfTb4ZpSXYEcsIdLinXQoOqddJASFFQCUgAJOm1v3TL7sPeKyeko9bUFyl06Gq2biEWW48tuI66h1qQoBoK4EOIIVwpUQF8WMA6zNNN9cmllLcsjr45T4q31H9mQWnUbbT4pv3TQ79r3T7l0W3NzJNuIRt81KjGNR2H+BkzFJLXVvBSTzGePAPcOWM6cMHcvd7dN7dm4dv7lg21A27q0qjUqG7RkSk1aVEay6qUtY420KWAAlvgKQc5VpWuTa3cy9N36F0iNqbztqmSplu+xZTgWqpRZ8Au9ahxkgIShYJVhXvjzB0Sb6PO9VBrO46Ntryt+i0fcaQubVIcthct2HNeRh+REWA2lBWFfNWhYB588Y04V7M5rZ1AA9k5Eaz4hW+o4EgNOp2UkbJbgP71bEUXcCNEbo9VuKnF5ZTHU+3Gkc0KUlPLiSFJJAKuYxk6qVspRrzmdBG/LwrO4UufTJFBugCkOUlgJDpDuXe0gdaSSFHBUU+9jGNXB2vs+4dqdvqdt5a1v0kUugMdjjl+rOqdUlIyVLV1HvKJJJOB39w1BMLo2b2be7H31tVSL6oLtnVmDUxBiyIji5FPalg9YnrcjrAkKVwj3eZycjkBsdps9IvboMQIluwOeSCpVwtDyDEHZM3ajcLd3aax+jXPnXFSarad7Kp9tKoSKSGVxG32gGZCZBytbg5lXck8gEj5xete343Qv269zhtm9UqZH29mPUikQIVoPVT25OYQFOokuBtXVILmEBKChYHvFXMaOT+jDvJLs7Ze0BdFrNt7TT4tRYe7I+o1ByKkBkKSVjqxwghWCckg8scOlZjYLfi0NzLquzaa96BbVPvuSajVabKjKndTMKeFyRFWQgNLXxcWFoWOLvBHLWp1osdVzqsd45+wQNfDWFTKlRoADTGWykhq7Lir2wE68xTpdn3Uu3zUXmXqcVuU+YIqXFtlp1ODwrynChnGD5aqyzv3v9TNmtpt5bmuyiVWm7g1pm3KjRGqChnLcgupEntAVxB0dUpWEpCPeA4TjOrYVah7rVmwK1Z0Q0VNQnwVU5dVmyVvqUpTCW1PONNstBSiMnCeEZPcBy1X2u9FHeCRsDYe0SLqtduNtrW01tmcqK+pctUcuqaQpHGAgZcWFHiPF7uOHHPBZq1lbTc2oNSfdOkGeOQmVapIPddpx4JWuXe/cG/wC89zLc23nVCjRNuOqgQ24Nqu1ddYqfVFxbchYbUGWshCAlBS4c8XENL9W3Wv6ba1j3Belx0LaBmr0VbtXZqFOUurIqgA+BHjvp4eDAUrJStRHLHPOucjYbfS175uTcXai9Lctpu9xFfr9NlRFzmVzGwE9pj54OqWRnIVxjJJOe7Ru5di98H91re3Tti+KTHrdOtw25LeqrPbjKa6xLinkhtDKGXVHxSgp592OWnGrZSQAIAH6SdvDc+KHtngAFrp8P3UOPdJreeobA2tuPQblpX5QJv1Fny3jSEdkq7JeW228tsgrZykJJDZHzjjGANPe9dyt8dnqzRttrovalXHWdx7kWzRajAtZzjpVNYZC5q+yt8SnXAXGghJK+RUpRPDgpA6Ge9aLIZ23Z3Ftp6HCvFF7IlyoDy5Dj4dU4lpZS4lJBUo5UEjPgBnAlfeTZncHdyPb1w012j25eNkVdVUo1ZakrkBpakhL7K2i2ONlxISFJ4wfcTz5HJGvZBVwtb3Zf7vy6665KnPe5hIBB8FGFtbsb/W5tHuDCp1g1S55Ft0iBKtSry7cehCe27gPoU0UoQ6uOOJWEcPGE4x3EtPdLcC4r86N+5Fw230gIl20RqgNomRH6A1AqkCUtSetZWltCOBCm1AZKSoEEAnmdTHRLG6TFS2e7NF3Tp0ery0056nzmoyW40FhhxLimxHCONfXJHC4VPEYPuhPcUi4+ivft71O+q/uDLtx6r7gUFm2n1UXrYLDDLZK0ulKw6p53jx7ylAYSE4551QtFmaNADLdGk8CNNDnByzlUyq7swIOnClPo923dFDsigPXdfci6EzKNDdiodo7MTsSepQShKmkguDmOa8nl38zqTmkwO1SSIqufCfoFeR9NRds/ae++31vU+2burVv3OqmQWoMN5sLhcLDKEISVjhcK3CBlSs4JHJKdPlubuF18jFu0PIA5Gpucjg/0OuVWfirk657N6DqtLKuFgBB+R+0o1QuwKhTQmMTmZI/MK/nFemjQRDFMZb7GoqCGh9Arwx6abdDm3/2KXw29RCEy5IVxVNwEHjOR9D66OJmbg+z2iLcoZHCjn7TcHiP6HWUPcAO6dP0nnxR9uABkfkfwluWISnYgTEVydJI7Or7J9NaSOq7UOrb4MR1AjgKfrp89JMuXuAl2LxW3Qget93+FHOfun+h11jvXM7U1e3KZTorYiHg7NLU8oq409/EhPLT6ZdjGW42PHirZVDnAQfkfwjJ7z+Osaye8/jrGustiGhoaGoohoaGhqKIxoaGhqKIaGhoaii00NDQ0CBDQ0NDUUTDsn/DM7/OXP9eqE9MVos7/AFwgICeNEdfLxy0nnq+1k/4Ynf5y5+3VFumxHDO/1VUAfiQoa+Z/ogNem9E3Ybwjoft+Fyb6/wAqT1CgZSghJUe4DOnBbTlHiOPuVCBCqrimT2ZtUrgQ27g8JcGPeTk808u4cxpty23HojzLK+Ba21JSryJHI6jDb2/m7N3HpkfdDDdEhSCZzbsJcsPNgElKW0LQVFWAEniABIJ7jr1F/Xrabsc00QCDMyFxrssNK2B3aHMKd24CJ1aYkVKmNQ4K1oEhMDPClIPvKSOJRBI0jLSULUkpUnB7lDB0hXp0ituINIuS1rOtxl5+VX2ptLrUZLgbapoaA7OA8A8Fkn4hUpSSoK4QBzPGzbwnXjFcmPpUWWlcKFrTjiOOes1y+kNa8LWKFRmvGybbrqp2akaofpynGxa0O8psS3pbEd3tr6GU9eMpSVEDPp36Try6MtvWi5GcqsZAE4u9WIz6xjgVwqyCPMcvTRCZuDSKFUXafNjNreaUDlSyDggEHkdLsS6zU7VlXi1Q0OUWBNapz8zrzwtSHUqUhGCrOSlKj3Y5HQ26/wC7H1SyvRJIy0H5n6IaN22zDipVIBzAlcaVYVJshplNOpiIqprCX0rCuJa2ySAVH1x3aNTqdDqkR2nz2EvR3hhaFDkRpPF/UKrOtNpfeL6gltsFziAHIADxA/TpQmVKFS+Fye4UNKUQCBzzj112LuvKwPsDnkdxvtCI+iwWqyWploaxxl7tCmVP6NtImQFV6HUJEWKqQWEt8QPvBIJAGM4AI5+o12gdHGnWwYdWrPapTErK44dKQlfCRnkk58R36f1CuaBccyDaFIdlSXKnMbajxkrSkLkL9xJyRy78a4VTcOgv8FOk1Z55uEooZy6laEjl80gDI5Dnny1wTavR4V2VKbcgc8nHL4LeaF8ObhJ+qOMtNNR22Gm0obQkJCUjAA9PLRGTtnbt/SnWqjT2VvsRnX0uqykkNoKykqHdyB7+Wu8KfEnwxOjL42SFEHHfjSSvc2hQEr7Os/EQULBWfeB7xyI5a9TfF83fZaFP1hmNrxIETkMvguVYrBa61V3ZOwubqi9E2Ps2Y5IMKhIdcjMLkcLi1ryEkA4HPnz0ssxY8NlEeKyhptIwEISABpKuK+GaFbtEubrIaotfEpLDaUkLbLDnVrSri9cEEZBB/RpHtHcBF31R+C02gJZaLilIHIHPId59dcW6b+u99rFCjRwl8AZAR9ZgrdbLstjaRq1qkgdU82WHJLyIzDTrrjhwENoKlH0SB3nUlp2Zu2ZX2JFr2XVZlIYUy46KgtEZToGC5lDxQrB9AdOPYK7qFSaPUKWpEZuqtSe0LWG/iLZUlKUnOMkApUPTl56mqg7o2ZDizHK4XnZPVK4EF4IbcTlPuJ+GohXec5SMA6x3z6VWmlXfZW0wIynOfERC1WK5Kdak2q55z4Vb762cvtC5dwxLHYpdOixg44wzPYcKENp95WArJOACQATqIlas7uRvFR4lAqTcc4dnsPR40cOhaiXElI8shIOScdw/XWM66XoxeFot1nc2qIDYA1z1nMkzss16WOjYy1tIkzMz8FbX9zzZLl3XbKCgA1TY6CPxdP8A9p1bWhf7p6P82e/anVVv3PCMtVRveZwpIQzCQT5ZU7/s1aihf7pgA/xZ/wDanXifSN2K86h8F6G6x/ujPDzTUtG9qTt/D3Jueupq3s6PeTnanKfCclKjt9hiZeWhtKlhtOMqUAcDmdSvb1VpFx28xXaDcLc+nT2lyI0mO8hbbzaiSlSVDkQQRqCdjaXfUzfPeOrVarvqsdusNRKfR+ytrbemKhxzIeUvgLnIBtIHFjmrI5DRHocz2KQneLbNmH1dDsq/alCo0ZtBKYkRz4qWUj6qUqK8J8ArXFtVAHtHyJbnv7yuyv7resqwVxtpFBbJnu/TRPrJ/nm/TSjIaQZUb5e5yKx85P2T6aT64qGaKwgwV46+Jk9ScfTt+ONHHRBEyLwwV+9xZ+ErmOE64+ITto3nqtoPeI8F1DSTNV/CTn0ePnJ8zrWK2guyh7QcT8T7aefup9NYBgiYU+zXfmD80fPXNgU5Lsk9gcOXe7qVfZHpqtHAyNTyihJV2NJ/ICtATXB/B8rkFJP1VemlVhCU0engznRyYA5jnzT6aRbsVBTYFaxAX/g6V3Mn7KvHGlWMqEKPAPYnQeFnmGVd3LUaQ0ASPZHKzj/Mf/H7o9JbIlxszXu5zy8h6a1bR8sdHbXhhtPPI5+8r01o8af2mN8hX3L/ADJ8h6awgwO2Ofwe5zbT3sK+0r01CRMyNevEJx1W8ZolD3y14jrFZ5jy/DSXbTSDZVP+VugGG14jy/DR9gwwmQpMFwELUfoSPAemkq3HoybLgcMJYxCbweqOO4aqQfkeUExUCWZbf8WxOdJ65P1k+vprqWOKa1ioOZ6tX1k+Y9NFpZikxwILo+Ik82T4DWyk08zmyYS89Wr80rzGrc6XZ5ZjlGMjC7RG0h6TmYskO+Khz91PppsWoygUGtDtrn+EahyyP5xXppxwRFDkhKYiwA9y+GeXup02bVVHTQa2DDXyqE/82f5xWqMECeXcrPUP85nxTnmNA04D2g5yCfrp/wBmg42DNa/hFzklf10/7Nc5Rhmn59nr7h+YOsvKh9sZHYF9y/zH4aIQNOnPK1EroW0iooPtBwkMnvUnzHponbwBNTJnOfx90c1J8h6aMdZD9oo/g9zk0fzGPEaJUBcbFTV2FZAqD2B1JOO7TMTcecanlCTJHxRjq0qgLAqDn5zvUn19NGZ7Sez5NQc70/WT9oemifWQ+wOEQHD9IfoPx0ZnKh9mJ7Av5yfzH3hpFMCNRo3nhCDC2caR25nM9zklf1k+Y9PXTdoDaRf11gT3B8KAfnJ5ZQ76acLoima2RDUMtufmvVOm1QzEF/XUDCcPwYH5rPPgd0bcMgH9R54Sq5h1M9f+1yV3KDTXkOypAZdfSt34zjbZX3nuJGRo0ptRpaCai4ocCMgqT5j01uw5DMV4mC4fiO/ms/WOuKuxikt8UBzkhvJ6j8PTRYhGIZ5dfytESjUhsdfG+XuH4v2k/ZV6aIqbQboRmev+Ir+sn+cRozJMIOMfIF8nP5j7qvTRMriflO0OwrAMJz8yR+cRqOeMXy5QOEEI+wyovPfwgs4Un7PlrlHQhNOfSagsc3c+8nzPprdhUUPyMwF44k/mPQenprlGXEEJ5XYnAQXfzB8z6aUC2RnseURzXR5pJgsYqDnzm/rp8x6aQrpbH5X2cDNc/jkr3uIcvkrnppcfdh9ja+QOHm3+Y9Rpv3SYpvCzQmCsfLJecskfyVzVuc3SR7vKVXHc+I8wnIEIE9Y9ouE9V9pPmfTW0dCC4+PaLnzh9ZP2RrmBEE5QMJZ+EOQaz4nwxoNqhByQfZ6zlYPJju90emiaWl0yNTymtMBBTaBS3cT3DlLh+ennzPpojcDI7FT+KY6UrmMIIKk9xI9NGFGGqnOEQHBycAzH7uZ9NFrkMbslOzEX/H4w+jP2tC9wjONBzyqd3mlHkw2Ir8diPLU02hCwlCClKR3dwxjXSM2ntMn5e5nrE/WTz90emsSFxBMYHYHD7q/zB9PTXOOqEZUrignmtJGWDy9wemmF4DtRr14VkIMob6iZ8vc5uL+un7P4aSr2aBsSr/LnB/BrneR9j8NKDXY+rl4gKOHFjkz6Y8RpNvQxV2JVimC4k+znRnqcfU0oOHYuBI0PKzWz/LP/ANJ8ktut4VDzOcHf9YfZ/DWVtJ7a2e3r+aefEnzTri52QKiKVCWrPFn4RJzw624oQnNgU9z5h/NHT8QcTHI54HVbNyukJoB2Vw1Bw/G+2n7KfTSfVkpFuVU9tcGW5H1h9700chmGXJX8HOD438x91Okyr9gRb1VQITvF1MjvZOO5XjpbnBoz4PPRLqCQlSY0kUwD2i5gBv6yfMemujrY7Wz8vc5IP10+n/b9GuEtcIU0EQHe5vn1OPEeOujqoZlNfwe4cpV/J8+A9NESAY8OUYGS3baQJjg7e5yQnnxp9fTXFgIDMrE9zm6v66fT01uhEFc9xaoDg9xI+gI8T5DXJtMTs8tXY1lXWODPVHOqDhij/Vyhdk0nokOyED97ejH2g4R7PZ5Fafsj004X28LYzUHCQ8M++n103LKXDVtvSPkLvOntcy0fsjS/ITTgphQpzgPXDvYPr6aDEANtBygpCWAoyUEzEH2g5yQv6yfu+muLTREqQTUHADw4PGn10FGEmY2UwnvmLzhlQ8vTXNnsHapOYDhyEnBjnlyPppgcC8ePVGRKLUJpJhVA9vd/jkj6yftfho4Wgae1w1BzBSjlxJ9PTSfQ1QuwTh2NzHbJXIMnl72jZ7AaY0OwOHIR+YV5jVNggZjTryq2C7yW09bDzOcPxvtJ5e6r01wmBIqGQ+XPkqu8gke+ny11fXDS9F6unuD4hzlk/ZPprnKcYVN4WYym8R1c1N8OffTpjHA1Incc8I2hFj3n8dY1k95/HWNdRMQ0NDQ1FENDQ0NRRGNDQ0NRRDQ0NDUUWmhoaGgQIaGhoaiiYdlf4Yn/AOcOft1SXp0MlvfJ1zB+LS4p7seBH+rV2rJ/wxP/AM5c/bqmvT4YLe8MF4pUOtorBBPccOOD/UNeh9GHReLPA+S5l8f5Rx8PNVoPdy0qW3tHT91VSokl2Cl2IEKSl9PNwHi5Ajn9UcvX00iTpCosKRKQjiUy0twJxnJAJxpW2YkT93mKuihrgomUl2AyI6oTalLTJf6pThVjKUtgFalYIAB17O+r2o3fhp1qeLFnt915+wWOragTSfhhIEnYax37lbpVssKqhU3x8KVFAKwgqWkBXPlg/j4aWvY6aCk0kQuyGKerLPDwlBB5gjz1K9Z2bvmz6c5drcOEqnsRHpKJ0Z12M6pLfXJeCGHEpcBQGHCSpHDw4IJBGookXFBuCS/OZnOyXl5dkLcAKs+JOPHPprBc162OtbOzo0wyRxnPjwm22wWplLFUfiATIvzbNd6utyqU91NSCQ0kcOQ7z5A48eemW/tFvLABsnqZgZdlIlmnh5QQt8owlwoxgq4Vcie4HVwtt+jbuNftHi3RDn0+kwpWXIzj5WVqCVY4gEjlzB8R3afcvom7kOTU107m0+TVEEKS68y5xKUBgZJSe4YHceWkXnQuW0VXPdUwv3gnXr+y02d95UmBrWy3ZUosfaKt2xWk1C8lKRKiHKIhJBQvwKv0fryD5adt8207dVDcp8aT1D6Vda054cQ8D6HUx7h7NbuW9IdrNfpKKkwlISqVT+FbYSlIA91IBQAlIGOFI5aYdNptYrEpMGkUmVMkq5paYbK1EeeBnXduyx3e+73UqbgWuHeznPxPGy5dqtFsNoa+p7Q0EKuMCl7qWFccKvUyLMYn0qQ1Livso61KXEK4kqHeCMjuOudM2/3BuGWqQqlyYbLzqlLcdHVNjJOQgeIHkO7lq71P2Y3yqVBFDjWg1HjGT2rilOtNPZ4MYypQ93xx5j9Gta/tLvfBpUSFU7OW/DpwcLYhrQ7w8SsqJ4FKz4fq15z+AXSa7QLRInME7LpG9bcWGKWfQKLLfo7dAokOjIX1nZmghayfnq8T+nUXXXsXXatU3plpS1OJcVxmOonLefIjwzqY3I85iSYL1OkNyUq6ssqQQsK+zwnnn0xnUt7ebM71LC6jSm2bdZlt9Wp2coBxSCe8N4Uod3fwj8eevW3xZLqqWRlK1OAa32c/JciwVrays51Bsk6yqX03YDdy7lw6EuW2+xTULRGbdkZRHQtzKkoCiAMrWTgeJPjqQ7K29h2HCciJKnJbp+UOqOCVDwA8ADq2UDor33TZBmU/ceMzKUOFSmWHe7OcZ4fT/X66jLdDZW+tr4jNYuN6LNiSpBaEphZyVnn7yVAFJwCfEcjrhXHSuez2wuovDjlhnWd+i6Nvq3lUokVWw3dR8UElDra3EOt/MWhRSofgRjSiuBXnK1Et9265hdmGOlKgtISjrQkjnw5wAsE41IW1O1FvXtSna5X6/KYbbkdUmLESgLynhJ41rCgAc9wTnHjqxFnbGbZ1tt6rQbXgSTTUI7WqoPvy1ltCMhfA4pQXng4QkDvHcMaq+L6uttZ1N1LG8SJgZH7wrsN3200g5j8LT4qktcpAotWk04Tu3usEoXIJUSsg+BVzI0nKOreXvRtrHLVrJ/Ie24io8F9aH41LZYWhfAeFQWhIUCCUnGe8aqGrXTuC9KV4UHNpMw4InICSZzgeCzXlY6llLXVHSTP0hXR/c746kQ74klPJx2noB88B8/6x+vVmKB/umj/N3/2p1Xf9z2ZKLUu6WBydqEZkn+q2T/r1YmgD/vnAZ/k737U6+eX8cV41vH7L012tLbIyePympaV/ULbeDuZctxTkMxUXk60y0lKnH5UhUKL1bDDSAVOOrIwEpGT+g6ZG2Gw+5lX2ju2pzbpqe212bkXU/eM5ymu5l09tSwWoSj3ZDYCV48SoeGpQ2fpyJVY3GeVUZbH99zo4GnuFPKFE54xp/NUprsTv8NzhzdHKQPtK9NcWvaXMqPpM3JnTQaKWZhNMHx81zrRmot5lKltOKS9DyrnlR65vnpTfM4TYmAwACrHM/YOkGv05CaM0r2xNUOviDCnwQcvNjy0oOUxvtkVPtuf7xV+fHL3D6a5b5xZk7bjk9FoBIfkOPulAKqPayfg54B4nz/DWsVc4PSiER+bvmfsp0SFLb7YoC4KgcIH8pHn+GsRqaz1soe253J0fygfZT6aI6jPc7osTht9USuvta9v60FtspHs6VzSe73VemlSKKh7IgjhY5BjGT4cvT8dN266cE2DWiKxNV/B8o8JeBz7qvTSlHpyDSaev23OHEljkHk4GcenrqwCYifZG6SHH1jT3R5pZf9omTHymPy4/Py1hrt3a3CUsfNT5+avTRB+lI7ZGSK9UMELz8dPkPTWUUhHbHUivVEgISc9enxKvTQuJBjPUbjiU0ucToj7BlpbkFQa4S4rxPl+Gka3nZabIghttrHY0cyTnONd2KQgtyAa/UQeNWPlCfL8PXSZb9MQ7Z8BxVdmp+SoPAHUgd3ljVOBOfQ7oQ52LTyTkmGeUxuENE9anxJ8D6aypVQM1v3I/JtXIk+Y0nP0hlKo4Tcc8/ESOb6eXL8NZVSkdvb/vjnfMVz69PmPTRHM76jdMl3H1CPQzP66QClr6YcWFHGOBOm7aJlG364XEt59ozwSFffVpVi0pKlySbgn8nsZ65PP3E+mm3adKbXQKwTW5/Ko1AHDyeeHFDPdoQ2QBP6t1ncXdo3LlPKb21MHASyB7vj/1aDhniWycMnAX3k/7NEJtLR2D/Ds880/n0/7NZcpqe2Mj25Pxwq/Pp9PTVjgTtv1TiXHOEcUqoCoNq4GPolAc1c+Y0Tt9VQCqoOCPnt7uRk+Sdau0wdvaQmuz+baj9OnvyPTTbqVftSwaDXLpvG9XaTSoc5fXypEhKUJKuFKRyTzJUQABzJOm0qVSvVDKYLiSYAMkzpAGaHE/IkJ2fLhAcw3H73M+8rzOjUszSwctxz7yfrHzGm7TW4NYt9uqU65Z0iJKaL8d1t9JS42sFSFD3fFJSf062uxqZR7flVOmCtVmUwEKbgRZbDbr5K0gpSp0oQDgk+8od36NLpB7nGmJmBuB010Gm6Lv8fUJcfVUDPaASyMNrzzPLmMfs03qB2s3/dighn6KAOaj/NuemkDbTcG1t14z0+hV2tQ5lMdch1SmTilmZAkpKctOtkcu/IUCUqGCCRpSoNNT+Xl0JFamk9TAJV1ycnKHO/lplos9WyVuxrgtcCZBMHT+/FZ6zySzLf7OTtjrliO9wIawXHcZ4vtHWi3J4pjYKI3DwIzlSvTRZilNuMPE12en33OSX047/wANczSWzSmiquVDmhvI7QMeHppIEMGunK1Y3Rp5JVkrmB6PltjHW+ClfZVogozxdKCpLABgr4cKPf1iNCRSmy8wDXqhhTmP4wnl7qvTREU3FzNtiuVDHY1Kz16cj4ifT10eZcddtx+EsufIkfUJdZVP65/CI499J7z9ka4R+29heIQxzLvcTnvOikekp7TIBrlRSAtAB7QOfuj01yj0tPs5/NcqA953l1458z6aGTGfXdFjdwlJ5c/sbIw1nLfn56QrmVMN3WcXEsk9slYwT/irmiV8V63rBtCVdt1XbNh0qmIbdkOl0KUkZAASlKcqUSQAAMknRCplmrVqxqlHrVTDE1x59suqCHEJXDWoZSUgpOCMgjlpjqT20xWIIaSBM5E5GPED+80qs9xbkNxv1Cf3ytc5XClsK6ocsnuz+Gg2ZqVvghke+M8z9kaTU0pBllPt+o5DQ59enPefu62ZpLXWP8VeqB95I5yE/ZHpoAJcTO53TJeMo+qMqM32Y6A2ycpcGeI+Z9NFbhVO7DTipDBV2+L9Y/a1o7Sm0U15Sa5UCAlZHx0kHmfTROu09CIkEmtTucxgYL4IzkemqGQIJ2G/VQucGnL6hLzy6gZbB4WM8K/rH00GFTe0ScJYJ40lXPu90eOiDtNHbGCa3OAKV5+MnHh6ayxS2lSpQNdnclJAw+nu4R6ahkOmTryOFMbiNEbaM8My+THNxw/OPfj8NJF6uT/yDq5UGAPZznco/YPprumlJUzLPtueMOLHJ9Pl+Gkm8KU21Y9TWK5PViA5lKn0kH3D38tSQ6m4Tsd/2SbU5xs7xGx8k5lLnB6ElHU8wo8ye7h10U9O9otJUloEtrOMn00ney20uRMVqfzSQflA+z+GuhpbfbWwa1P+Yr+UD09P+2NXkd9xv0Wol06fVHYy5wckYDPN3zP2U+mk2smaq2KoEIa5tyAeZ+9rpFprZdlA1ueMPcvjp+wn00n1imMpoNReTWp6iht73VPgpPzu8Y0LjDTB2dv0S34gJj6pafXOVA5hjgwjGCc4yMa6uqniawUhrASrxPkPTSXJpSBSwU16ofNb/PjzHprlWaFMksqi0q7JkOa4y4mPIcUl1LSyBhRQcBWO/Hcf1jTCcToJOo3RBzo0+oSw25NXOdwljIbb8SfE+muaVS0sSzhoJ61w/O5/s1Xm+oO+WyTir9p+5db3It2EELr1HnR4rM9uMTlciGuM02CWxlRaWlWU5wcjUw2pUqFeFsMXTbN3Sp1KqjPbYjzT44XG1pBSeYz492ujbLtqWWky0teH0nFwxA6H9JkAgxmJ1GmhQvqGC2Nui72R2oba0fDbPKmtfOJ+yPTThkrnqUwerj565PLiVz5aaFnU1P729JWK5Oyaa0rhDycfMHppwzKYgKj8FfnqJfAI69PLkfu65RccJAJ0G4Q0sfZty25Sipc7tbZDUcYQvxP3daNLn9rkfCjZITnmfXRNymJTMZzXJ/NCzkvp+76a1YpaDJlZr1Q5JSB8dPPkfu6MFxI11/UEUv4+oWKOZYgzgW28mZJ4sE4+do2nt4prY4GOSEHnnz/DSJRKaDEnH2zOAEyQMB5OD73f3aOeyx7MaUa9UMlKRjr0+Y9NQHIeHI5V43QMvJKUlU8OxcoYyHeXM/ZPprhMU+qcOu6v+LL+afvp8/06LSaYEuxAK7UDxO4Px08hwn01jsQizyRUZUniiq5POBePfT3ctXTP8yJ3G/RE0unMLJ7z+Osaye8/jrGusnoaGhoaiiGhoaGoojGhoaGoohoaGhqKLTQ0NDQIENDQ0NRRMWxxmsz/APOHP26qP+6ERSjcO3JfDgO0kpz/AFXVf7dW4sb/AAzP/wA4c/bqr/7olCCaxZ08ZwqNJa/SCk/69dz0cdF40/E+S596NDrI8Hp5qnnf4f2Z1GNzbQKkznqnbdR7Gp7JWyokDiPfhQ5jPlqTSQkFROAOZ0u2uadEqSJlVp8WqRQ2sGOZQRlRGEq5HPI4OvoN60LvtLRTtxA3GcLy1lfamSbOFC1Kh9ICmiowIW4dXZiVeIYE5Cqo8pD8cpKeBSVciOFSh+ClDxOndZtqKtWlORHp5mSnwS674Z8OXlqUQYtYuGLOrlKaiUsNpaeRBJWAAggKwjKsk48Oemq8AHT7pSOYxjw/7eesV03XdlntBfZyXOAyJOm2XXKfim2q32uozBVbA8CF6OdEifSbz2QoJgLSZFJSqBMbB5tuJUSCfLKSD+vRG9NoJl09Ia210ukVKm02ksGtVusNrebZnKA6uPBA4uBWMFa+WSAOfPnS7Zbeu+9kLicq9oKTKiy+FE2mPElqSnOAcDuUM8lDmOffq1cT90es1NMSqo7X1xuoEZU2h5pTIXyHzzhWM8vmk8jry17ej9rZaXGiwuaTIXbsd52fsw2oYICmfdRqi2Vt9XriqqmW2IsF7AOPfWpJShAB7yVEDHr+nVU+hG1TqheVfpchLYlu05DkfJwSlDg4gPM8wf1+Wo83z6Td976S0w5kJqj2/FcLjFPYWSFr8FuqwCtWM48B4aYVl33cu31zwbttt5LM+A5xoxkpWnuUhQPelQJBHr3g89egu24rRRuqtReYe8AiDpGy59rvRhtlOoz2W/dXs6SkqrWRZ9JfolTVTZFVrsSnOyA61HS2yviU5xSHkqaj5SggLUk88Ad+lXo5prF6bOW3ctySnZU+W291rrrSUqcCJDraVZSAFgpQMLAAWMLwOLAR7E6c+yl2UNDe4rD9vVBIAfjvwly47isDJbU2lXu5+0AeWkjdTp32BSKUuibOQZFZqBR1bUtyIWIkXlywhQC1kY5DhCfU68Wy5bcavZikZngx4yu2bys4ZjL8lC2+lTotC6SomtFpyNSZELthQABxo4SseWQDg+o1d2m25CnxGZ0Vxt5iQ2lxp1HvBSSMgjHfy15X1Gq1is1GTVak+ZMya6t9995RK1uKOSonzJ1O2ynS+vLaemtWxcdGFx2+wCGEdZwyIyfstqI95PklXdnkQNe4v30etFayUG0O86mIInWV5667zpU7RVNXJrzIUx7AbHbgW5vDcNQuSdJl02lQlwV1JQlNiuS3Xut60tvLKfgo4UcbYCSTgZAOiPT1qdKpFh0e0UFBqFRnCWlAVlaGm0kEkeAJXgeeD5a61790UoSqctNoba1JyeRhHtB1AaT6kIJJ/Dl+OqiX5fF2bmXNJu+9Z5kVJ5XDwgcKGED5raE/VSOfL8c5JJ1yLg9HrYy2NrWhmENzjc/st95XpZzRNOkZJXK0r6rlmqfEFAeiyiC8wVYPGOQWg+eORB5HA7sc3X/dF3bCidipsepR0B0vjqnW0AuFPDnKV57uXMaj2DFdnSREisrddUQOBtBWo/gkcz+geGpRo+0N8O3MuuxNtJE2jFTqm40pbcTjSUqCfcfUlSeZB5jw1277uq7HPfaauTomA4CT4FcqxW62spinSEgdFHtwX9dFyR1RJclMeIvmuOhRWp3u5LUQBjkDgfpJ02lalO79ndzUu1G4V2G3T6ew2uQppNRiOdS0hOThCHCpWAMnAJJz+GosVrpXKyxU7NhscbSJkg9Um2vtNR4daRnsr7dABjqtr68/w/S1ognz4WW//u1OdvHO5wPlHe/anUQ9BKCY2yTklQAMqtynMjxAQ0kf6Opet/8A3Tv/AGZ79qdfL72dit9Y/wBRXr7DlZmDoi+zC201LcbjYU5/fe9zABx8iieennU6xQaDQZlXrj0eBAjB5b0mUptpptIUealKOAPxOmZsuJPtLccsdVj8sHc8ee/sUTy1WK7t5La3TvafMuNw3dTaFVpNNs7bikHr5FbnMOqQ5UpqAcIYS5kI60hsJBUQTgaq77mq3va6obIYycRAk5zAzyEnc5AS5xgIaTsFEHx81bCk37ZG4dmMXFZNRZq9M7ZHZTIYbISVofbCgOIA8uXpzGM6d7ymRNjYhLJHFjknn7h9dU92NG9V0b43tcd+XNHZptsxaXR/yfpXEilRJsh1p9TCMcnXGGkNBbmMlTp58OBq4kgTzLj4UyPnY5Hv4DrL6Q3XSue3erU6ofkw5ZgSJAmBJAIkgQdk2i/tCTHH3WOJkS1H2e79GPqJ/wBusxuqLssdjcHxPFCfsp1H2xVlbt2NaztE3X3GavGtrmPSEzS2UpajqIDbIOAVcOCckfWx3DT+adlR+3vvORkNNq41rIV7qQgEnXNtdBlmtDqNJ4qAOIDgDByMRIBgxuAc05uYkqF9897GLTgjbSz7IkXZetbpkqV7OZfRHbgwRxpVLkvKBDbeQQkYKlkYA8dLGye7zm5lIqlEuOyHbaue0agxT6xTDJTJQgqbQ40606AkONuJIIJAPIjHLVedoN27HoVr3pubutdkGn3Duq3U6lSKjUEhiMumQ3XIrEBpwnhLqOAudWMFXaARxEKxKfRdbrl2z7+3ykUtyn06/azT0UVqW2W3HqfBYSw3JKD7yQ4rrCAcHhwfHXsb2uWhdthr0HUIfSDAKpxd+pjAe1onCWgYhkMXdknOBiDz6xI3H3P7Kwji2FS2B2BwYCzgpSc8h665uS4MJ2VJkxi0wyyHHFFsHCRxkn9QOu7yJwlsc4+SlzGAo+A7+eub7NSeVMYYeYZfcYCW3uAkIUeLCuEnng4OPHXhgwGoA7ISNunx2Wx0jRMCyd/9nb9rj9rWhczVQqh6xYYER5olKU4JSpaEpUR5A579Oq3HG/yJp6hEcz2NH1R5D10x7K2z3kolwmt3NvsK7BZdcLlL/JmHGZcyjAw4j4iSOLv4j4jGDp9W4Za7Lp5SGAkxG8Ag+Q9dbr1p2Sz1A2wvxNw65nPfVjD9PilgnFmlSU4ykRz2JZ+KkckDny/HTUuzdnbazLmptvXFWmYtTqKCWIgaU64EEj4iw2FdU2PFa+FPrpbu5y62Lclu2y1T5FXSwswGX1qbaXICD1aVq8ElWMny1QDcXZrcaw9nbk3U6R9zR3K1Vo6uOj05a3nKpU3uFDLc6Qge80hR92M0QykJ71E8+76LXDZL5rOFsrYZc1jWtgvc52kCD3RucvEai6ry0SF6EUOr0qsw/aVJU1NhSlJdYkR1JcacSUpwpK0khQ9RpDtJxkW9WR2NeTUagBlA/nV+um10YWrZj7IWnSrBr8Cs0emU6PERMjqUpK1obQHAQeaVBfFlJAKe4gaj7dmk9J6oQaM7sHXqBAhRrinruJqelIL8frQQMrSolGA4CEYV7w5+XIZdQqXo67zVFMA1Biqd0Q075ZExEclJc8l7XDqrEyupVCAMB08k9yE/7dMnfG/l7W7b1+/YVNaelUenPSIzMkYace5BCVcJzgqIHLB/DT1lGpJgn342cJ8FeY9fUagHpc1gS3bD2+qb49n1itmsVkMNOOEUqloEyQClOSoKKWkcIBJ4sY56O4rEy1XlSoVBLJBOWrWy53GZAhPcThJSjLvfcTam7rTl7g1WHX7Yu+UxSHnhTUw5FGnP/QfNWpLzC3Ph8wFJUpPNWdIFyxmd1+k9Qdt5sQvW7YbEi8qpEW2FIlT3FdRBQtJ5Yb+M6M595KeWm5ee81D6V7lm2HsvEqdS6y4KbWaxUJFPejR6RDhS25BLi3AAXVlpKUoQVH3snGl2wLvt6xultuxFvW4aVSKhcsai+w+3yAyma02l5C22SvHGsOLTlCSTz7tewZY6tjY60VqXZ2ptOp3QAD7TWNdhAEHC58ZZgYtc1nLi5wG0qwza6fAoi0NwEssMJcAShtKUoQM48gAB+jA0bdlQJkBEuI0l1p1TakOshK0KHEOYUDg/iNVg6cdM3vrNiMM2ZOo9OsiAxNql2S5U5bClssAqRHUlHvrbX3cKCOJXClRCSdS30e4lfjdH6wxVaVSqbIeoUGQ5FgslplguIS4EJRk8JHEAQCQDnHLXlbTcLKNxUr5dWDjUOHAIJbEmXa5ngaCDOafTqEvLCmNuTHZ2p6TFjbk0qItilbiqNoXE0kcKHJQbU7BkFI715Qtok/VKe/lqXKCWfy/uodlcyGKfn3R9h311F3S3MuQ7tNT0lCpMjcakBhCMgq4S4tX6AlJJ9AdStQhM/L66y2WObMDkrPL3HdMvcivY7DaHDvw5umZDCcJ8IOGeGhZ3tiq0f1f9p/KNzrhtqhQnZFcnwae0VuYXKeaaT3nuKyAdbQKzRK1QGJtFcjT4zqEFt+MW3Wlcx3LSSNQrvjYk6q3NEqtE6MFA3NqD6XOtqVZqzEeNCwohKOB/jPdg+42f0nTs2VoV0W7bs2LVtoLUsZEpTchMe36iJDDqj3lSEtNBtXd81JB89IqXdSF2C1Nf340Jp87ND8fgcPwWkE4uik+WloOxx2E8nCfo0/ZVootTIudo9jWPkK+XCP5xHrpQkCb18cZY5ufZV9lXrqvfS6k7+SItGtPZG1plSkXAVxavMgTGoz0KEFJKgh10gNFz5vWAKKUhRAJxrJdlgfeluZZA8MxES5xDWgAEkknoPjopVOESBKl2hbmbeV27anZdHuWlz65AQH5NOjSm3X2UDCSVJSSRgkZzz5jlpfjutKp73yNxXN0fMHmeXfqjNMsu/Nj93Nn6DMvagW7U7irSootqjxQ3ATS0sFcnrpjqetlPrWloc1DKzyHdq80dU5NNkYLPJTvclWe8+uur6SXJQuY0n2Sp2lOoxzg6MjDsJ2E95pgiRwSIJCk4vBB1Cr3drbW+HSHgWS6085aG1bMOr1iOEENzK6/hURlznhaWmR1uO7icTnuxqZ7oUx+Vdn/IVgdslZHAD/JXPXUQdEhuXUbVvy+ZL6Xqjc24lYflKcHvITHkJist+gS2wjA+8c6WN3dtNy733Ct5k7yVG3aBIfdRHh0KE2xLQoRllxS5TnGo8XvAcKU4B8eWmXsxtS1tu59UU6VBrBJBIxZF5AaCSXOOUjSBMBJdIYXRqR5qaR1AqCiIax8EfUH2vx1Ff5d1uqdJY7eUgfwLQ7WcqdabS0lZ7VIeaREQT3pPA2+rke4jOjtsWVB2OplcuGo33dNahRKeuZLertUcm9S00lS1KSCBw8gc4HPx1GGzNyXDZtg1npA3faFbqtzbq1tiUzSoMbrZbUNfw6fHxlKUJbYwpSlEAZVk57wu67qRbaazP5nuU+7EvfvB2awOM7EiVpLnSE7ekRvRcG29FoFqWHarNQu+85T0KlCoFDUNoN4U6txa1oClBKhwtA5Wc4yARpIc2n36W1T6rc/SWrS5Tk2OsxKfadNjxWVFXNAC0uLUkd2ePnjv04t/61tGqiU6wt8nadAplxtynIdSnuBiNFlMcBSBJUodS+Q4VNkEZ6pfPuBa/R43Jqt30KuWU7dkO741j3FEp0C6I7gdaqsRaQtrLiPdW82DwOEHvAPedaaJfQuHt7NRDXNze59NrsQLoGFzg4DCe6Wtg+9JGgVDLiNlPjAXHTCamtqkPJaIdcSwEBxWBlXDk8OT4ZPfoU2oUuY9MXDSmQlLvVqUyUrCSEjIODyI8R3jVaulZdPSQrN5UzabaXbm4nqRLjKfqlepclqKp9Cv5K1JdUExzywpzBWOL3QeejXQ4i1rb2v3/shVLMo9Al0aTCuFaafVHqg0Ez21cLKnXUJUpaAwnKuec5yc50qr6MVGXUb1dVaXGH4AWSGE4ZcJBBkjKMt40VsdLi0qyDCmVNSgITuOsWc8HoNNq+K9QmraqFCceYRUZFJkSWYi3EJecaQkBawjPFwgrTk4wM9+lmrPXSiiVaRbsWmSKk2l0xGJb62mXHeEcKVrSFFKfMhJPpqnXbuknufuteF6Ipe264m3NFk2i44idO7KqRJDciSWFFnjcdbShhCgoJSCrAJOcYbnuR150a1ftGsZTaSS4hueQbkdiTql2rKm4dD5K6WWA5E+Sr5A590c/d/HTF3J3ttXbatw6JJtm467WZkZyUzS6HTFS5KmElKVOnBCEIBPDlahk8hpf9tVS2bXar+4VSokIU6M7KqUqP1iIjDaEFSlfEJVwhI7zz5d3hqs1z9PKyLrqc63ujlaFd3FvWRAeiwpFPo624rKjzSXXXilQbSr3uSSCeWRnOn3B6P2u9LQ4U7O6rTYRiIhrAYEFzz3Q3XcZJ7qob7RzVjrI3QsW8bHRuZSZPDb81sy+1SUhkMpSkJcDoXjgUhSVpUD3FJ5nlqB7+6be39GtybX6Jt/cVXtBMjscm6g01FgpW6opSI6XlJdlEZyQ0g8gSCdaWJsbV90OifG2Uqce5NvnoMtkyzVY7Dj8mQhaZDq1tocUhbLrq1K4SocuRGBzjze/YmDAcoW3NRueo3xuBeRkMR59QShuNb1FYRxzpEWE0nqGCWwGkKxnid5FONenui5PR0WyrRvB5MPqDCJ7tJuZfib3SA2TOLKJwumFnqVKmHJW6tDdGyL/wBsqfuLQpvDb89tKmJctsxQoBwIyQ5w4yocieR5Y1ytHeXb6+rsq1o0Jcw1q3VrbnQJlPeivJSFcHWoS8lPWNFQIC05ByPMZhzpN2ZT1Wts5sdBp0SLSKvd1NgcDRWnqocNhx9SE4PNSgyE88/OJ7+YXIslF1dNZci3wytNkWU7TqvJQn3O1S5LbjUdRH1kttlWO8BQ89cZ1zWCrRqWmkXAFtR7ZjutY4BuIx3i4y3LDBg7o+0cAAp3cLL8yQ27TnFIUylJSptJBByCME+ROoF6N7Tdj3nuxsjGiqNJtmrMVmjN8ABjw6k2t0sAcgEIebeCR4A48NWAZRNTMcWpTPEUIHIE+f8A16gqwHJEnpZ7yOxS2UsW5bTL558KXSZygk+vCQfwPrrlXTUdUsNtou9nBi6BzXsAPjDnN+KKsIIO6k6zVs/va0j5CoK9ls+8UJ+wNOKQlhCmPkShl5I+YOfI+um/ZomDbekZ6g/wWzywR9QeunJL7ceoBEf6ZPgryPrrzxJIk8DYI6Bmm09B5LCyx2xodgWcIWeSB9311zaWyZMoCEv3Qn6qfI+uuxRPMxsFUc5Qvu4vTWrPbkypYyweSfA+R9dOA72m/A/CZCS6CW1wpxVDcIEyVzKE/a/HShmOaczxQ3OSUfVHLu9dEqCZhgzjhkYmSs9/2tHgZ3s9r3o/Dwoz7qs949dDLYgccDnwQ6QhLU110TENz6XHzR9lXrrjJUDMSAwpv5MvvGPro/2aMSjNL0T6AnreWArkeE+uuEsyRNCXurx2ZfzQQfnp89HSMVM51Gw4RBFj3n8dY1k95/HWNdZMQ0NDQ1FENDQ0NRRGNDQ0NRRDQ0NDUUWmhoaGgQIaGhoaiiYtjnFZn/5w5+3VfP3RGH1tv2bUBnDMuU0TnvKkII/0T+rVgrI/wzP/AM4c/bqH+n9TUyNpaXUAP4nWWuf9dpY/2a6lyv7O30nD9QHzy+6yW5ofZqk8fuvPeawqTDfjIXwKdaUgK8iQRnUYbd7nnb3camytyaRIqNGhPOiZEZQlS3UltSUlIWQk4UpKuZGcd+pVGM8/7NK0XZxW4lDk1kU+BIZiOdStT7gQtPLiyCR3YI8dfQL7ub+KNa9roc3nQry9324WOQ4SDwkjcHfzYKZtzTEbdUyvRLsiyYkWUqbHLKJMZEd0vSMIcW2la3ltpKc5AaBGMnSNZ95TLxgOzpYX1TB4UrV9Y+P461k7F23DrHsx2hyHJiCkhlLxcCspCxyHfyI0sJp0emQV06JD7KhtKkhsJCeE/gPHXKuf0ftFhtIq1niBnAOZWm3XtRtNI02gyeU9bEs/cSsTY1ds+zZ9SER9LqXQyrqeJJ5ZXyA5jz08rl2t3zrEOC3J24LDNLYLDIhlCllviJAICiSRnvPM8yck6uD0ZqLR63sba0mC02QmOtC8cil0OKCv05/bpn7gXredD35tew2KFPp1uTZYguS1U1bvtNbkZbpUy6BhKGiltJx72VKJwkay2r0stVGq5gpjI7z+Vqo3JRqU2uLjJHRUyuxVcZntt3HQZdJkMMNsFqQyUE8CQkqOQO8gn9OkVD7APGXUYyPHXptuTYFuP2TV5F006PKgwoT0j47YUGilBPGjPzFcjgjB56qh0QLHt+9rprSq5So092nRkOR2pCA4hPEvBVwqyCe7vzrs3b6Rh13vrdnApxlPPVc+0XRgtDKId7X2UToqFAmW25BgWbNk1FbMdAlCOlYbUgYWpKuZHF38gPDRFuXTadQl02Zb7zdQUs8MhxrASklP6fqn/havzurIr219mR6nZltqnudvjxDGZacLTDLiviPFDKSrhQMn3UnRuyqbA3VsGlXNVDRq5Fqba3ELjpVIiqTxlI4Q8kKBwACFDIUFDwzrlO9MRaC3FSMAzk4jTnIZdFrPo4Nn/RecvaGEDKnU8u/Bzp6bfe2n5C00awZVxOl5l5vgbUQ2psq78JOQSrmPu89PzdezLRtHpAxbbjwWI9IU/CXIjpGEI6wp4wB4Ag9w5fo1dCBYzECmiDT2WY0JpB6ttlsJbQkeSRgY13L19KjZaNKrSpz2jcQnQeK59iuX1qpUZUfGExlqqIxNp97IlYXccPbnqw4pbnZVrQUBKskp4SrPLOO7w0w7mt27rZlE3bQJ9OdkLJzJZKAtRJJIOOerkbBbmzNyrwqdGq0Nzq56JFUo4YU2puLT2nupS29wnrG31KycL784T3Z0W6ctOptK2wpjK1JEt6qJ7OnHPhS2rjx+tOuRd/pVXtdtY19MDFkSJ0+a22i46NCi57XGRzChfYW9aPR6POpCixGqKXy8twJCXHWSEhOVd6gCCMZwNTBH3StGJESJ8CXNk8wcTuqbA8MAJJ8vHVMo0CZPdS1T25JkjPB2cqDic8u9PPnnGluTZu5bVHk1Gb7VjwIbZU6pxxKChOBjJBCieYxnzGivj0UrWm1uq0KgIcd5kfSFdhvinRoim9pkZZKZ9xN4KbFoU+KmWC9OjOx47HHxFRWOEZ7+Qzkk+AOq0q7tHnKK3HpzdWVOZdckKUChTpW/gE+8onOB+nRQjAJ8hnXX9H7qF10XjFic45kaZf8AlYbxtotz2kCAF6TdDOGiL0faE4lGC+9LeUe7JL6k/sSNSDQP907/ANme/anSB0aaf7M2Gs6KpBQpUAPEefWOKXn9ShpfoHPc7/2Z79qdfNLe7Haqh6leus7cNBo6fZIW1dy2/R63uLFq1YEVw3c6oIGeY7FE58gddTV9jts6Ncd5UWDRKY+Wpc+oSIUNLDskp41qK1pSCok55k96ie8k6P7KlSaluOAyt3+/B4+ePkUT103emDIltdFrcXscR/LlNcaWpCeYZW+lDp5HwQpZ0qyUnWu9GWLEQ2q/C7XQujPPaVnoip2OIRGex58VWWhwahtTsvSuknTtzq0LgrtWh3HdVuuvqVT5rE2W3lsNFOEPNtqbw4DklJHdgau+u+bNVJiKNwDiVk9y/sH7uq57mX9bO9QtDo/bRrbrVvwZ1Ln3ZUYJC4kGnRnW1MReNPuqcdcQ2AkHklBJ1axbpEyInsboCcgZSPBJ5d+uz6Y2h1pZRqWtoFdznGIgikXNFNpAzEQ6JzwkbQpSLmuIaRtsfykIXxZ/bSr8oiPhj+c8/wANNjcC+bZTYF5mn3Aoyk0uYpkJ4weLsxx4eepK60GUfkzmQjuAGf264shqQZjL8JTja18KkqQlSVDgGQQe/lryFB/YV2VRnhdMRxBhPPa7kfI/lVO6OjVhjoUWnSLpEOZMjUKTMaZmRg71Dy3HnErSFJISr3wQRzGrDx7ysxqkwmxXeDHUDhCVjABT6f8AbA1yuKp27BsGrW3TzBjLZpcptmEytpHVoShWEpbScpAxgADGnLEkfwZDIhOgEsDPCAD80eetl9W+vedsr2t8gVHOeAZyxuLo16pFNj+2gEeyNjz4pMdvWzkzGCi4lEcLmclw+A8xrLV82cZ7v98Q5to8F+avT104JD6hMjBMRwZDnIgc+Q9dRNuX0i6Ntre9KtV6y63VlVKfBpsmXFbbSxBdlLIZQoqVlayBx8CQSE5UccsoslhtN5Vuws4xO1iNgPFPd2o3HyP5T2ZvazAJI/KTmVqPcvyH3fTSXb96Wk3ZcJJr5yIbffx9+B6aesZ3KXh2NwfEV85I5ch66SLbczZkAGOsfI2+YHoNc52Q+B2P5Sx2hfmR8j+UTk3pZaxHQLhPNxOfpOWBz8NQdu5dNq7h9IXbfbcVrrKRbiX7xrGeMoUtlQahNkY5ZcUtfd9QasjJeWVxh2N3PWDvAGf7dVeu+8Lv2w6Tl83FD2pua6Khc9uUmn2uiBFzGcW0XutQ8+TwsgLcBJPh3DXrPRSiatqrvox2jaZw+7m6GTmQO6HF8yIwyiqCq0AuI14P5R7Yy5LOoPSM3xo9FqvZbedfolQaZYQoR01B6M4ZKkpAwlSghlSuXeQe86lK37vs9mg1pCrgVlc+eQkheCC4rHh5aK9HTbmtbdWpU5V5lE68bqqz1euOTHGWu2PBPwm8nIabbShtPonPjp0Wq9x29XOGM4nNRn8yAMHrFeuuf6RWilarw/kuxBrQ3FB7xY1rC7ODBLSROcROaSGVMTJI32K3l3xZfYSTcZOeHn8T09PMaKTbh22mVmDU5FQjuzYrb7bMhbSi60hwJ40pXw5SFcKcgHngadkt49iUDCeAHDglI/262cdUJzIERZ91eAQOfd3c9chs0zLdctj4c8StOGrsR8j+U2U3dY6J7bLNcQhHBxBKELAyFAjkE6TaRX7BkSJsibU2nHWp7xacW2oqRnHNJKSRz/1eQ091PKFRQoxXOTJyAB5j10St93BqZ7I6Qag73IHknl36tpdjJBiSeZ0jWULmVZGY+R/KrH0zrvodz7X0bamnV1w/lxcLUGe42VJLNOZKpMlzu54QzjA+1p9dG2/6XUOjht5KuS4HRUFW/T0u8ZXk8LaEpJ5YOUgH9OunSO2Qr29lGoC7auly251vyqhxSVQg+FxpcZ2NICQVgpcDbiuFXgdSxQKBTrMsykWlQ4DrdPokKLTogXglLLSUoQCfPCRr1lrvGx/7K0LtpOmpiL3DCZae83w7zcGhPsmQEsMrCqXZadVGdx27ZFzbw29uJXtwZEqHbEd9dJo/ZylmPMdAQuSVgcS1dXlKQfm8Ssd+l+g3jaSL6uZ38oFJbcYgcJIX72EO58M6kN6QtEtsdjcOW1nAHqNNugvrVuBdJ7I6QY9O58IyPcd79ebtVrq2o0mVTIZ3RloIJ26kn4oajX42ZjXg8Hr0Qj3xZojPq/KLvcc+35n01w/LazvZDObgOUttjvcPl4Y05mniYrpTFcIC3OZSPX11zLzvspsiE58xvngc+Y9dZZloBO3B/K0YauxHyP5SPJvmz+vjEXGcdZ5L+yr7uiLl52iu5UFVxHh7EtKgSvBy4nwxp2SXVh1jihrx1n2Rz91XromtxSbmbIhODEFw44R/OI1Ozl+22x/KF4rSBI+R/KpF0hXLI3dvLd2v1Kep+nbY2QuPQXyVhTVeUO1qfbUBkKbDMZOc4GSPPVpNs9x6HWdsKDUq5cqvaMylMvSj7wUXVtgqPIeJJP6dVRoFWkbgbQt7ZW/NdVdW/wDd1Qq1ZcY4S5CoXaymU+rPJKezMhtOeRUvA7tXqozEWmUFECBT1MR4qFstICQEoSjIAHkAAANfQfTCLJY6F3O/5ZcGgzk1gYxxHAfVDyP7KTQ7RxJBHyP5UJWpQqPtpetYq9mXxBNqXZURVqrR5aHguJPWEh1+KtIxhwoSVNqAGcqCsnBe9xXrabt12k81XuJDUySVn3zwgxnAO8een7JeIitExXe9vmQOfMeum/dC83bZxVDc5S5fIpGT8lc9deFtlsqWtwfXMmGiY1AgDxy5RV21QzUajY8jqtJV12HUXZMKoVhqTFkRi0608hS0LSSQUkFJBBGRjXSHedlR+tYZryUNoUAhKQsBKeEchy7v2acPXlVQWkRHchocuEHx/HQYeV1khPY3SeIcuEZHujSi84onfg/lMLaxgyPkfymfcFY2zuShyadXn4VUhupXxMS2C62Tk8+FSSM+uNE36vtvQaPTqVQJMWmxETmFpjxGVNNjKhkhKUgDT4U8tVNcIhvc0r58I5cz66KXE8TFp/yZw4mx8ZSDn3h66IVX4MGI4QJjOJnWJiVTm1Q2THyP5SVOvizm5CHFXCEkIcIOHD5enP8ADVQuh1vBU5O8V2ytwqxHqJ3HYdrtPrSWFx3jGgv9kZQ40MoQlbYS4kJJxxEE8xq2W9H5VyNsrtjWRCkruF23am3SkM4C1SzHUGQn14ynGoM6HW3l1t1FncO8LLqVux6FatNsu36XNbCJSWGEpXKlPIz7heewQO/hTnXtvR19ns9xXg+uWy/C0TAdpIgTizeGuOUENM7JR7U1G4SPkfyp9RetnIblp/KM4UtR5cfdj8NIFcrG21HsKswKDOjwm5EaS+42w2pAcfcClLWrA5qUoklR5k6kFt89VKIirPCtYyQDz4Rjx0k308r8hKsBEXzp7oKuEcvcPPXg2uIpOAOUZ5HPqc/lwrtbaooPJI0Ox48UQn3PYdTYbgVCrMSorza232XkqW24hScFKklOFAjkQeR0ToMnaO0i3BtVFKosZaSS1AihhB5pOeFCQM8u/v5aeinVcUNIjOHv5Ad+EeWdbKdIls5jOghKuXD+GntqPY002u7pIyg8DafqnlrzuDmdjz4ptQ71s1K5YNyZCn8/X+wkfZ9NMCpUDaP8tavvAu4Jsi5XKK5RGXFSHC2zFC1OFKE4AHErhJP3RqY4zpLkjEN04dxySPsp0Qqr/Fb1T4Yzw4W5BCgByxxeuo20VbO1/YujE1wORzBGY10O40KAsqkaj5H8qON06Ds9u1a1PpV1V2chylSmahTpkCZIiyoUkAo6xt1HNJ4VqHiME8u7XXbihbLbS01NBsypOR23nXZUuRIfdflTH14KnXnlgrcWTnmT6chqTX3VJp+Oyu4ARgqSPMeuujzyhNZ+Ru4KVdyRjw9fTWmpeNrNn9RNU9lIOHvRPxKPBVJxZfI/lMy4brpVXhTYNt7gqos9xlHUThGEgNqCj3tuDCge4jkfIjTN2eoNn7bxrmqdY3FduO5rqqBm1mrOx+z9ocbbDbaENIBShCEDCRk6mZpxZmOEw3cdWn6o9fXXBK1liUDBcx1jnPA5cvLOqpW2vSoPstNwDHzPd1gyBOsTBjSRMKntqwSSMp2P5TDtC87Ra28pLLlwEKTTWkkHjyDwDl3acku+LMV1INxZ+KPBfr93XGyXidtKR8kd/wAGte9wjHzB66ckh0hTIMN36UDmkc+R7uesAb3cjsNj+UFEVhTaARoNj+UgflxZaZbSvyiOAhYJPWenprDd9WcJko/lFyIT4LHgfu6cS3uGS2OxOc0q5FA593rrViQTJkZgODBSPmjy/HTmyXASNeD+Uz+fyPkfymfQ74s4QJ5FxfyySeXH4q/DRv8ALiz1U5oC4TnDY/ODxHppUt98mnTiYq/47JHzRke+fXR5t1Rp7OITuSlHPhHmPXSmjIZ7cHnxQltY7j5H8pBk3vZ6ZENQuHudIPzzj3T5jRiPcVDrVSU3San2pbcRSlDB5AuJ8SNLEt8peifI3Bl7GOEc/dV66Ly1cU8ZYLfyZZ5gZ+enTWGKgE7jbojYKoIkiPA/lFz3n8dY1k95/HWNdZaUNDQ0NRRDQ0NDUURjQ0NDUUQ0NDQ1FFpoaGhoECGhoaGoomHZXKsz0nvElzP69MnpoUkVTo+1t3h4lU6RFmAAZOA6EE/qcOnnaKim5alz5GS5y/E6774UM3HtBd9IDfWOPUiSpCQMkrQgqTj1ykafZanZV2P4IP1SqzcdNzeQV5LSX+yMOylfmkKc8+4Z059n3ahuIzVpVnTIUQ0JEd6T1tUXFz1q+BBSM47xgk4AyMnmNNtxtDqVtuJCkOAhQPiD3g6jB62dy7DdqZ21uaowqfVy32yNClqZ61Law42lxIIDgSsAjPcdfQ/SQW4tZVshOHeOsLzF1uoHEysBM7q0tdtTci3ag1ctw2/VmZUCQGETCtqY3xpUptPNBVxe8lSAoq+ckgHPLUby3Y8t5chqYzI69RWeBPDzJyfd7gPTJ1H1I326TtPbbp6ZT8xztSJJkzacy4+tSJKpSW1PYCyyJC1u9WVcJUTywSNK1kUy4YMV+ZcssOTZa+NSU8gnJz+Hj6a53o9abyqWsGqCW6EkbDRaLxoWNlAupxPRWb6L3Sfc2HlP2/c0CRUbVnuh13qQFPQ3MYLiAeSgQBlOR5jn33MHSh6LlcjxLjlX3RlSKeFPRu0xXBJjqUnhWEpKOJJKTwnHeD5a8x6PUKVCq8OTVo6pUNDyS+ylHEXE5GUgcv267Vl23XhDNNpTrYaZLTq3o/Ap5YcWQsgE4PAUA+oOureHo3ZLZVNXFhJ4hZLLfFazswESrNdJ7pg0vcWmO7fbZsS2qG+QZ891socmhJyG0I70oyAST7xwBgDvhjZHdqfs9fsG7osdx6KAY9QjZx2iMrHEnP2gQlQ9UJ8Ccs+oSKI/KaRQWFNNIjthwKUeIu8I4+R7hnIH4Z8dF+/3cZzywQddOwXRZqNidZQ0gO1nX4/ZYa9vqVaza7tRovUunXNst0hbRaYp92lyKtSHXGItUdp8tpYSRwLDa0LHzjkZIPrpJu/dLY/o4WJHtyjyKehNLjlmm0GnPB11R5kA8yUgnPEtRzzzzOvOuRRbIRQVz13G2ZpjNOIipewsSFE9YlSeHGAMEHOiEKDa4t1+cKmk1IyEtsxwviy2fnKIx548ded/2OZRqB7qhLSQIAzz8JXUd6QlzIazNH7uvaqXxdNSu6sJWqbVJCpDnVklKATySknnwpGEj0A1bbYLpo2rFo0W093C/AmQkIaYrIZLjT6ByHWpSCULAAGQCFd5wdU2bCEg8ik+Wlm33bP4yq5n3SpuSyeqabUvjZwrrBhPME5Rg+mvXXlctlt1lbRqCMOkbfsuFZrfXstY1WZlxzV/5vSV6KtgRplXoVaoq5MtRdeaotMw/IX94hCQTn7ShqkW+2+Fd32u323OiGn0mEOrpsAL4uqbzzUo4HEtWE5PoAOQzpnU2VbcKtuy5dvvTafxL6pkpOQMnhyD6aS3JEZ1wlhPVI4jwNqJykeA5jnrj3T6OWawWkvzcQBDjEZ8eC2W69q9qp4XNwhS1sfZV4z1P3NQK/T6PFVxw3ZTzfXvggpV8NruOOXNSk8/w1NkTZJq7KXL9vXddNbEdKOtjwi1FjrSVJSB1TbaiTzAxx92q17fboSrGbkU19l5ynynOv4mySpl3ASTgd4UAPwI1IEbpVSadRJlGhVmWY8sAdWku5ZIWFFSAByUcAHl3ctcC/LRe7LW6mwkM2gE/Zdq7rPYXUGvME7ylq8djNpadbtVlQY9WiTIUN95ClzskLQgkZCk92RzH46rKElXugZzyxp93TuzW7nhSaRT2n2GJSSh91xJStSD3hKe8Z7iTg4PdpFtW1qpUbpt+myabKZbqtRjx2lONKQHOJxIPCSOffrpXE6107PUq25xz0B1yBn7LDeTKD6zKdnAHJHwXqjt5TfZO31tUw5Bi0iGyc+aWUD/AFaJW/8A7pw/zZ79qdOxphEaOiM0kJQ0lLaQPADkBpp2skubkrXnkiK+rn/XQP8AXr5w443Fw3XrRk2On2XHZVLxqe4/VPhv+/B3PuA5+RRNP1UNyZRpMaU+28y6HUOIWyFJUklWQQe8emo+2aMcVPcbrnHEH8sHccClD+QxPLS3fUu+YlqPObZ0yl1KsGQpIZq89+NHDRUriUVNoWokcsJxg8+es9dpqWvA1waZOZdhAz3Oyy2d4bRE9fNGFWpR7XthqBbVNptKiGVFdLEKC2w3xF5vKuFAAz5nTmkok9fGSJIGVKOerBx7h1Xqp1HpfKgMqn0LatMfrY+UIrFT4h8VGBnqSO/HhqTqxW7kolhTq9XIbEm4adTpssQaVIkPMvONsLUhttS0hSiogD5vj3aZa7G9lRpNdj3OLRIfiznefuUxhxOMcBNLo0XRct4M39V6nccupREXvVY1JdfCVpTBaUhtCGzy9wOJdwPD9OjPSXvi6Nu9qatV7bqLUSfUalDozdQdb+FTRLcbZVLX6NhZV+IGm9ty9TujlszttalbjTplWrcmnUl1qMShaqhOeK33VZx7qCpxavHCMafO5dw7cMw41n7iJbkUS856qE4mYsiMpS45WEuFXIcXAUjnnJGutXNJl+stLKWOj2hIEjvNp5GBochJH6lTvZhRsz0QdmKJtZIkz7XpNYuCPTnZMi5DGUioS5aWzmT2jrC4kqxnAWRz8uWp5jsilWzAD9SDbEVhhS3pBBwlIHvLWo+SeZJ9dVdoFySdrr5qfR6p9/8A5Y2tUbYqVSpLapheqFtBhsfJpKgfejrSsBpSsKBTw8xjTm6UG2W8W79FtKy9tbkpFPtd5SXLkNRkSOKSAE9U0W2x8RrPEVI4k8WADyzp1usdW3XtSst52zDSqAPFR5cBgMnJmodILQzSchLc0ljxTqEge6FKW3+9u3e69wy6RYd1CrOUdCluvIhOoYcQVFHGy4pIQ8gLSUlSCQCMajDeHZrf2+9+qDedm3ZZkC3raidZDRVor8hxiouBSFyzHbLaXVhv3EFTmEg92eYZXRfrMH9/mq2XbW8rt+UOkWiE1J5qC1EYgT0TOqbjMNtJBQ2lAd90lQ5pOeerctJgiU6A88rKUqJ4l5JyR/q0y8C70MvU+qAEOYIxiYD2bhzGwSNO7ocss05ru2bLkRtOHdMSiNxrnr8KpVRsKEqXDpxiMvLwPeS0p1wo5Y5caueTyzgI1q3RSn4qLMYraDWYFHi1GREDfvJjOqcS25nuwVNLHny0pXM/WIdtVeVaMdqbWkIUqFHmynWGHHMDAW4lKilOO8hJ1Vvo3u7v3TuLuBetcNqxW4SaZaz/AFK5b4DURpTqksE8PMmUniKuWRyGO/jWK7G3jZrTbqlRrRTaSBiA7zntAy2bDiBAgGAhe/BUDeiuBMblnspMsZLqcHqxy5abO6NvXjcdk1qgWddPsiuToLjcOalAQppZIzhWCUkjI4gCU5yAcY04Ja4vBF+NIPxUfWV5arluF0o67Cq9xq27talGg2ZJfp9YuW664unQO1NEB5iOlCHHXlIPukgAcQwMnQXRd9tvG04rEASwtMucA0cAk5d45AQSTomvqNaJcuVrXv8A3PN/7lWfeF91yp2jbVr067mX6tJXUJkdTq5DL7CXlkLcClMtlAVz4lkDAONRKz0g9zLoiVIUDcl+k1adKlyKbY1p24zXaolK1lQcqElaupYHve8kYAH1ie6XOj1Z1Z3eiXjuzvvaFPZb3FYhQ41Ce611DFKihXVIcQ4kclrcW6AeY4xkDu0/LPpW2m0G191TqRRoNBotHXUpUkQ44ZQllrjJ7sZwB4nXsbTed23daTTqUBXtXdaYLDTLgGhw9lwnHIcQJOeFwznFUDi5p2zRHYTea9dzo9xWnuDZr1rXXZ5hMVRkvtSW3VPMhwOJU3yQTgkt8+HkMnTLq3SGvgUWk9Iu2akudta/VF0qq0eo0pEefBYRJMZc5h1taitIcHEW3B83J5EY132jj1S1ujxe+9VcYeRdd7x6heMiMor42gWD2SOcj6jKGxz8SfPUc1F6ky+h/tHsJaE8Sro3Fo1LbTGbc41sNPdVIny1pHNKEcTxJPeo40+hdNgfeFV1Gk0sFWnTcJJY1uBxrOEkxBbiY6QQBqnNfBE8K7CQ85NZcRMSpBjlYUEDBBI1F9l77WRcW5FT20tqqT6vUESpCpEyDTlvU+KtABLTkkfDS5yPu59O/lrn0gLF3Fv7bp6x9o74atapzEtRnqhIDpKIOQHUoKBkLIwO7uzzGc6gXo17aVvarpBK2ypW6FbrFEtW2npNcjI+T04y5D6ExkNxm/dbXwoecKlFSjyJOvP3Pc92Wy7rRaq9f+cwOLafekAAd5xDSMycLROZOZ0RvqEOaIVykpk+y3SJIAy5y4B5nRme1KMdXysY4k8urH2hpOT2b2a7mRJ5dYfnKx3nRma5DUx/GZAGU5wtfmNeOp1QBMjQb/snTK7vIlGc1mUPo1/mx5p026A1KG4F0/LAPgU/82PsO6XHlw+3tcMh/AbXn31Y7xpuUBUI7g3SS+/jqKfg8a/sO6Z2rS8Gfe5/pSH/APEZ/q/7SnRGZlqivfLhjrHPzQ8z6604JZpLfy0EFDfLqx5jXGO7BMZ5Pa3+Ljc5Bax4nWCYQpTYTJf4uBsDK1+Y1GvGAZ7cp7jmUcktyQ4x8qH0h/Nj7KtEltTFXS0ntg/iLne2MfSI9dd5DkJT8cJkvH4vMca/sq0nrXD/ACqbxJkfxJf11/zidU+oMczpG6A5wE1NrOj7trs/UKrM2/oLFPlVJ0B+Qviec6s+91SFOKJQ2CVEITgZJ0+2W5Rpbyu1DOXfzY+0dYjrhF98GTJ+ck/SL8vx1wYXFTTXkqkyBkvcuNXmdaLTbalqea9oeXuIOZcSfmUWFrBDUbdalmExmYMcTf5seY9fXSFdTcr8rrP4pQPyuX+bH+KuaVnlRexsgSZOct/WV5jSDcq4n5W2gDJfI7XLyStef4q5rJUeIOf6d0qu6WR1HmE6A3K9oqxLA+APzY8z662itzA4/icCOsP5oeX46LcUP2grMh/h6kc+JY8TrLaoYW+A9J7+8LWPqjy0wVA0kTud08Lfq5YprmJYA4V8urHmdE7jalJgwB2sfx2N+bH2hrpxQvZrpMiTkheB1i/M6KXCqKIcAGS//HY3etX2hoO0Aac9hv1Vu9gpXkIlduj8MoA8C/zYPlrERuUJkzMoZ42+fV/dHrrjIVEM5gdpf+avOFK5d2hHVE7ZJ+UvEcSMEKVz93x0YcA+Z356KALLDUsszMSwMOLP0Y8hpLvdqWbEqx7aOdPd/Nj7GjrS4vVy/lT/AM9XILV5fhpJvdyEmxKviS/xezneXGv7B0ouHZvz2O6z2z/Lv8D5Jf4JfXQ8SwB735sfZ1utqUagyTNAIQrB6od3L10VJh9ZEIkSO9ROFr+zrda4YnNEPyCnhWCeNXL5ummoJPeGvPQLQPz5o1DZml2UROA+N/ND7KfXSXVmZX5OVbMsEdTI/NjyVo3GXB45BVLkDLnLDixn3U6TqyqKbcqwMiQFBqRkBavJWhfUY5pz2dv0QVBISrMal+zAO1jub/NjzHrrZ1mUZzHysfMUPox5DRSSuCmAFGVJJ4Uci4vHeNZcepnbGcTZGcK73XPIf9v1aJ1QSc9xuiByRxlmV251Pax9Gk56od2Ty1yS3J6iXiSPpXPqeg9dcWnYXbnOGVIx1SefWL8zrVtcPqZfFIfyHF499XkNVibP/Vuhe7ukdEi2SiWdtaQDLGBTWuXVj7A05pjUlJYHahydSPo/Q+umpZS4g20pBDz+fZrX11fYGnFMXDBZHa5B+MnPxFnlg6AVGga7DdDRHcCOFuX21n5aD7i+5sfd9dcmmZPa5XyofV/NjyOuHFDMpvq5Un5quYWv01qy5HMqUO0Pnmn84vPcdOFQAgzvymyuVFak9in/ACocpkn82PtaPKblCmtHtgA4UcurHmNJNFVDEKdxyZI+Vyce+r7WjhchezWj2l84CM5Wru5aSKjBlI056+Coco1KRKLsPMwH4382Psq0XlodTM+I9xjs6vq4+unW0hUJLkXgkP4LhyStXL3T3a4vKYMwBl9bnyZeeJRP10+em0y01MjuN+iJcj3n8dY1k95/HWNdZGhoaGhqKIaGhoaiiMaGhoaiiGhoaGootNDQ0NAgQ0NDQ1FFHduksXdOaWDzcCv+EhJ0/wCSwmVFdirTxJebU2oeYIwf26YTmId6OKHLrWY7g/S0nUgsucSQ53YGeWpMZqLx1uWluUO4anRnW1IXBlusKSocwUqI0QYDDkhpp93gbWtIWocyE55nHjjUp9KWiqoO/N3R1oCEyZpnAAeDyQ4Tj8VHUIWpe7lS3Bp9gs1ePTDUqm3TUSZK+BhlS3AgLcPgkcQJPlnX1CtfjbBYKNctxYgAvH0rAbRaH0pwwVMMzbuxxEVKhbhxutS2872dzhWrCASOaTj3uWB641HUhwobcI5KShXMjHh5am25dgd06HbEi7olRg1OnQY706QzKQuNKajsIWt1a47gJSEhAHzj9I2e5WoOauWk10hmLFaad4ffCRwpIxg5Gcaz3d6UU7ZVFncwjEct0douZ1npmqHTC9AejrtPaqNp7ZuCDQ4LlQnxOukS1sJW6pZWoEcRBIAwBj00vXBK6nc6ibWzLYblRqzTJVRTNWW1tthhSApstFOfroOfUaifoW9I+2rcpg2l3GqLcBlt0qo859WGxxnJZWr6vvElJ7snHlq4Mrb20aveNL3IJccqFNp78GI4iR8HqXyhS1FI5Enq04Phrx960rVZrU9tQnUwc8/BegsNSlVotwxMKum43Rh28r9IqVV/J1mlzWY7r6JMH4IylJOVIHukcvIH11W3o8bI0fdqvVJmtTJQh01htwtsLCFOlSsYyQcDAOrM9LnpFWta9tVDbqyarHm1+pgxJy2V8SYDBHvgqHLrFfNCc5AJJ1W3ou7uUfa3cRmRX5SEUSsM9hnOj3upycod5eAUOfoo69LdDbwbdFZzXOB90bxvG4+C49udZfX6bXAdeFYWs7BbU2DQ1VNrauRWW2lBBajBUuQc/XIcWkADHM8u/SRQNk9jd3LLp9729azkOnVVouxnmiuM4kBRScoJI5FJ8CD56sBu5tpJ3Y2/9g2vfSqHDqZS6/KjMB/tkUjJZ4gtJCF8slJBI5aRZz1K20sJhq4anTYtOoUQMuPMRhEYShAwlDbfGrhwkYCeInx589fHfTT/ABGf6HWcValRz67zDGBxknw4XpbPdVnrguwNDeYCoPf+3tHs7eSNtxHlyHIUl6IlLyyA4ht4gY8iRzGfXVm7Y2is61G0pplqxFPIGe0ykde7nzBVyH/q41S7dLcoX7uXUr4iL6ptySlUFKj7zbTWA3nHjyyfU6vNsJvdZe7dvRWXqlCiXMyyG5kBTgQtSwMFxoH5yT38s4z+nXx//EX/ABG9N6tgs1rZWcxoaA9rBEGBmYzO8nlIuOy3e20VWYRM5Tx0lItgbpv3JubWds5tv0xCqNG7SXYs3rR9KWy0pBbRhYxk4KgM4J02+l3ZVoUrbuFc9NpMGFUxUW2OsZbS2t1KkKJzw4zgpHf56mql7b2Vt5U51+1atzXp7kYRnarXKiXCzGCuPq0k4ShPEc8hzzqlfS138pu7Fxw7cs1xTluUMqUmVwlIlyDyUoD7IAAHn3+Ol/4e/wCKt/2i/wCkbOC+yMaO0LgRBjODqZOgPVdC/bPZadkcKkYjohblv7dPRIKJb1SqVXlRusTAgcTi1vkKw1woTxDuT3HOVafbW1tYkxept7Zt5h4cWHKkptop+KnH0zmebfGDkEgqBxy1I/RTpD1Z2lpcinpgx1vOqakSSkAuOKdIHWEDKsDlknkBjU1s2vR4bqI9cutqMtPz0oSlLafh8YAWpXPIxzx3q1+rx6fNvem59gAwZjU5HcLytG4KbWg1SSSJVOr2oe4th0NdalWJTadTmnUZcTMaeLSi4CjCW1A4JwCMEZJ7tcOjhJq9/b72fHqjiHmqZKenJSlGA2EJW6R54zgDy5DUudLCda0fbNqHQKsqU7Klsofw8FgYIUAAAB4Hnpp9AahGZufWK4tPwqdSlISfvOrCQM+HJCtbLF2LrprWwsAdoDnPzJKU6xMpW+nSp6aq+zyilK1HvGTpm2Otx3cGStRGOxuch6uI/wBmnZOXwRHXM5wnTX2zQJF01WYefVMIbB8uJZJ/ZrxjV6YnL++En7NzZcerbjoYpUmSk3e6eNtTYH8SicveWD/Zp+pqlQEN0C3JuOJ367H2j/SaZeyjbi6huNwPLbxeDvzcc/kMPz1IDbD64ThTLcSeJ3wSfrH00m1lzaxI/q4WSytmkM+fNItcqdQNDbBt+YgdZF5lxn+dR/SaPyaxUO3Rf73J+MqGOsY5+6f6TXO4I8o0FtPbnOb0Qdyf55vSm8w72yKFS1nKlEe6nkQk6xO7RxkT7vHVNwmThKTXZsiTLR19py1loBbZUqOSlQzgg9ZyPM/r0kXNb9Avyj1G2b124FapUx1JeiTEx3G1EJTg4LnIggYI5jTp7LITMUTLd4eEY+b5/hpn7P7jUvd+2Jl20MT4sZNVqFM6uShAWl2JIXHc7sgjjaUQQe7GjZUr0XNe1xBaciCMvDhV2buU2qft7YW2G3Nfjbf7TRLcbfp8nrlQmI7al4QoDjUF8Sv0k6e8m43KdbzNQnUOW1HjMNvOvLcZ4UoSnJUfidwAJ1i8E9Vt3XHZM4hBp0oErKUpzwqA541A3S03lsym9HO5KHQtyqOurS48KkymIkxl+THjyX2mX19UgleQ04vuHI632GjaL8vClRrPLn1S1pc4yczEknPLX4JOFzapIPu/dRNs+3OqnSHsPfBiiy2KxulUbiqLsZpSEBVusxUtREKRxAY4m215IGSvvPfq8bVSnpmuqVbs0ngT9dnzV/SaqfZ1aO29qXH0tr7ocym0uiW61QbGoDrQbkt0pvgQylSSPddlSFN94yElOc6s9t3KvWqWzTJ+4ESJTbjkwGX6hDgOlxiM6oqJaSpQyrhBAJ8867/p3bxbbeyk050mhmRBjNxDJ3wNcGTuWo6DC1pSmiqzi2+Bbk7HEeXGz9kf0mm7ZsaNRrQQqlWc4wZzaZUlTAYQH3lJSFOK9/mohKRk8+Q07GkuIalrcmrSGyokqKcJAHeeXd6+moPp3S36MVLtuLSp3SLsdmZGYQ06yutR+JKhyIIB7xjXjmtqhsCcweEZY4vBlTJJqtRKI/8AezMHCtKsF1jnj/fPXUaSuj1s5L3DO4kzZGNIrkl9c9191TS0qle7l7qy6W+M+KuHJPPOm/X4VQ6RiE3dsf0pn4FJpKUxaa5bDsWVFVURxFwzkFKg8gJ6kBvKcBSz3lJC30et27mv+RWLB3OZj0rcexHzTrhiRU8LEhKsKjzowVz6h9sBac54cEHu1ss9qtdje82Wq5uLIwYkcGIkdEw0wdSpMTXpEIynJFAfZaS4CVLfjpSkcKRzy5piP0WnX/txdll3DbE+XR647UY0tDElpvjacUcgKDnLIPeNQf8Aujdx7YW3trAh7h1IzqhVJz8O3qLNc4Kc/OcaQ2JsxKU5W1FS4XME44iORJGHX0Mb/wBtaltUraywL3m3A9ZMAR5M5VPfaZfQAUJcQ642EryUnkCSBjI0hrq1B4r05DhMERIMgyD8Eh7CagBOWanyRJeZobdPbtSYmO20lkMlTBSG8cPDgud2OWNMqxdnNrdrKy5VdvtmY1EmTUKQ8/HQz1hR9gKU6SlHM+6nA9NSXOjyFQRiUsfNBHI/6tbvNOImMfKlnIWO5PLkPTRMtdsph7KdRwD4xAGAYO431OvKYaYJmUjyK3JiylyX7emIbZirWtSlsckg5Kj8T01SPo3XbeVh33C3VV1s61N+buqUAxJAS5LivIDy4C0PqVxLSptpaShXugEEauFvGzWnNtr1RQ1PO1FdrVREJCEgqW+Y6+AAAczxEd2qHW5vnQkHbCbRrKuuo7bbLMtVK6azApYUxBqTkFDCUK6zhJDIdcW5whSgeYGvZ+jVRtluq1GuBgqHC6Y0bTe5sdS/DhPIg5SlVGvxDCdF6GIqtQTTXUptuYc9ZnDjHmeX0mu8yq1ARsC2Z2cp/OMeY/pNRnuh0gLU2yi0ihxotXum6rqS47QrcobKXpk5rBUXjn3WmQk5U4sgDRXbLpMWhuZMZsupuyLavtx6c27bEl5p+SyIUksPOFbQKCjjSrhVkZwcZxnXhGdo1pJnQfpT8LuVKrtVqBqDZVbkwfDX9dj7Sf6TTboNWmt39dJ/J+ZksU8kcbPL3Hfv6ersdZqDQ7W98xX2fMenpqsPSau25KfVpe0NgVh2JeG6dQpdtwJKFJ6yDD6l92fNAxk9VGbWARjCnEnOiwvxtPXp+lIqMdjZn732d+ysWxV6j2Z5KbbnKwt3OXGe/J/pNaLq9QNKQk2zNzwI+uz5j+k1i1bZg2lakO2KRIfbg0eOIMVLjnWKS00nhTxKVzUcAZJPPSVf24NlbYWSLq3AvWn0Clp6pvtc+Q2y0VnuQkkc1HBwBk8tDDy0eHRNc18nNLcqrTUqacVbk0cCyo5cYA+ar+k0SFWqBuRDqbdmY7GtOOsZ+2n7/h/r1Ez3Sg2f3ejStv8AZTemkyLyq8R9qkBSXGiHOrUOtbK20hakZ4sJPPA7u/UXbmbaUvobVmhb37VzajCo0R6JC3CiPzHZLVTp776GFT1JWVYkNOupc4xjiTxA50RYS+HdOFWF3KtzHqtV698m25vzk/nmPIff0XjVKqGnOg2zNOVOgfFY8z9/StDaVIW643KcKFcKgfd8RkeHkRrjGbd9lOqEtwEKdOPdx84+mqwPAjPfhGATqUSkVSqCIyPyYm/ObH0rHmPv6QroqlQ/Ky0VG3JqSmXKwnrGcq+Suff07Jcd1MBkdscPvNnnw57/AMNIN0NSDdtnq7UvBly+8J/xVz01VRr8OnHHISbSwinkdx5hKZqtQNQUv8mZh+EBzcY8/wDKayir1PjfxbEwgqH51j7I+/o72eR29Q7Yv6EHPCPtHQYjS1OSAJq8BY+qn7I1MNQuMTqeE0BwyJSWapUhTXUC15g5LT9Kxy5n7+itw1Of2OCFUGYg9sYOVLZP1h5L0sqjyhS3Vma5kJWfmp8zorcEZxUWnjtjv8cjjnw/aHpqg2oWmeBxyhqB+A5rL1YndsYxbU3klfPjZ9P6TWGatUky5Tibbm+8pB5OMeCB/SaUn47plsASnB7qznCfT01qxEfXJlAzHBhaRyCfsD01B2mOOvThGA7lJrVWnBqX/e3OOXF8+Nny/wAppJvOqTXLHqqFW7MRmnOgqK2e7gP39ONEaR1Mv5YsfEX3BPl+Gkm9Ir4sKrKM1wj2c6cYH2Pw0JFTs3DoeEi0h3Yuk7FHBU6h8lV+Tc44B7lsDPL/ACmgurT+2sKNszeaFDHGx5g/znpo040/1kUCWsA8RGEjl7ut+pfVNaT21zkhRHJP+zTgXukjnpwFogjKUSi1eodZJBtqcfiD67H2E/0mk+qVacu3Ko2bcmoBZkZJWwQOSv6TS/EYkl2UO0ucnQO5P2E+mkytMum3aqsTFpSG5HIAeSvPS6oeGnwdxwlvDo1QkVSpGCALdnYwjHvs+Y/pNdHKtURLZ/vdnnCFfnGfT+k/7Z0dlMyEUwLTMdJCW/s47x6a3djvCY0ntTvzFfZ8MemrLKhJ8RwjLTGRScirVHtzijbs5R4EjHGx/wA5rm1VaiWZn97c7HWOZPGwfD/KaVEMSO3OpTLdA6tJ7k+Z9NcozD/Z5g7Us4dczyHM6sY5j/Vwqcw4DmmrZlVmjbiktot2aoezmgFBbOPmj+k04JdWnlUcG2p30o58bPkf6TSXZLTw2zo6hLdB9msnGE4+YPTThlx3uJkdsewXU+CeX9mh74EHgcIKYIYIOyKrq1Q7S2Tbc0+4sD32T5f0mtGqtUO0yCq2pxBCTjrGTzwf6TSgqM6JbSRNeIKFk8k+GPTXNqNK7TIAmufVx7qfXVxUkDr0Rw7lItGqk4Q53Db03nLk8wtkY97+vo4arUDT2km25pylGcuMjxH9JrFDjSTFnAznOUyT9VP2tHeofTS0LM1wlKUkck/7NRuMx4dOVIIzlFJVWnF6Lm25ow7y99n7J/pNYcnSZdQKH6XIihMVRCnFNkH308vdUdHpTL4eiYlryXccwk/VV6a4SmnW5YLr6nCY6uRAGPfT5aKk13aSeRxwrbinVFj3n8dY1k95/HWNdZPQ0NDQ1FENDQ0NRRGNDQ0NRRDQ0NDUUWmhoaGgQIaGhoaiij28WOxXNSJ45JlUxkZz3lHL9hGnxS3g5EbdQe8fq029zoOLaoVaHFxQyhlePsrbByf0oA/TpQtScmRASnjCjgEY1FRzGapF0/LeRB3MpNcDY4apS0tqPdlTSyn/AEVJ1QXcvbStTKk5ctCZW8iR77zSfnJWO8j8cDXqJ+6B22ZtjW7dCEgqp1QXGWcd6HkZGf0t/wBp89UhjVIspDCmMp8VJ8f0a+iXPY6F8XU2jXPskweF5y3V32K1ue0aqs1Pqe49HL0Km1C4IyZTTkd9ptx1IdacSEuIUByUlQSkEHvwPIYlTa216tRYblRr6VpfkYCG1d6U5zz9TqR+307i4gwri8+oOf141xlzkuNr+CUhIOCe/wDVrddvotZ7vtAtHaYo0/KzWu+H1qRpgRKf7VubQTWl9puF9tZSksgyOrBRw81OKUzgK4j80ZAAzxeGt27NoCiuHRd3l+zniU9WZaEEABtOC2paMgqLh7gOFHjnU37JdFWybl2/ot4XNFl1GVVo/aOr7QpDSAVHhAAGTyGe/wAdGLg226NNJuz97+fbclupLdjx3HmESlMRnpAJZbcf5ttrcAykKIzkees9p9JbDTqOpvYSQY0HnP2V0rptRaHNMT1Vc69YCKJMjw6ZUo9ZEiMZHWMcJyArhOMKOfTOCfLSBKppjLcjyY3VOo5KSocwdWYvzobRYMCRV7Dr0iM7HaU8qJNw4gpSMkJWACDyzzB/Eahfa3aO692KrLpdInxYyIbKXpMiRxYQkq4QAE5JPfy9Dz5a7FjvqyWizutAcMDdZEEf39VzLRd9ppVRTeJc7REKNufvLt9bUmRY1+VWm0pp5La2esDjIWsZACFgpBwk9w8Bpk3nee5F8IiVK/LyqNXQ9xqYQ6/7ieFWD8Mck8x5DVnKl0M6YxDQzVL0q8gqIKgwyG0Ej0Klfr02av0NGSyDQLvmtrAJCJsYKT+tJBH48J1+UP8AFH0w9Hz6Smm5wDmAQcGk656r09kum8nWcCSRxKrKhhrn7g07rc29YrlLFYeueDScOLShLjoS4QkfO7+7j4U93jnw1pW9sbnt2/WdvZ7zJnyHWmmVoI6twOHCVZxkD9H6NTfC6LNGt2FEmVn2ldFUfmxIjEOK6mM0tx99DQAK/IrB5lOceGvHWy97PTFNjKveqxgDQCXToBJjPLM9Eqz3baK1Rww+zqTyq/XnTRTJ7dMdu+RW2uqS6VLf40BRzlOOJQ5Y/tGiNdj0mLVH49DkOvwUEBpx0hS1chkkgAd+ccu7Gri0nYXZqqx21MWlHaS6rqEh+Q806HQSC2pJUClYIIKSAQQRjlqLukb0fba20taPeFsiXHT2tEZ+M67xo94EgpyMj5p7ydcqwel1hr2tl3PxtqElsOaAJ+ByOXC3Wi5rSyi6s4iPFZ2M3JlQLQFAZqLzPYHlpdaS6UhSVq4kqIH9Yj9GpNXekZ1XG48SojGVLBxqmlLnVGlTUzaXK6h04CsjiStOfmqGRnT8VdtzvspAVFQVJ5qSVHH4DA/tJ19r9ALmtNpdXZZG4ml0xwTqqbelnbSb2pggJ87yXi3WFQqJGXkR1GS8QeQUUlKR/aT+gasz+5+0EMWZctyqRzm1FERCsd6WW8kD9Lp/Vqjaw+44t6Q8t51w8S3Fnmo92Tr0z6JturtvYi22HmC07OQ9UF5HMh1xSkH/AIBRr7Be9lN1XMyyE5uMn7/Zc+xV/XbaazRk0ZKSblldmprpT9k6IbPx1rh1aorBHXS0pT6hCf8AadEb7qXVxXGG3Eg45/r06tt4KoFmwEuo4XJCVPrGO8rOf2Y14eIXf2Ub7IXVbb177n2m7VIaquxdC5QhNSgqT1CocUdYpoHiSnIwFEYPnqVmzBTEdHygnid7uM/WPpqNtk6FQ03TuNcSbdgO1X8q3me39Q32gN9iiEo6wji4fTONSel2R2R4dkURl3uWPtHWS2BprkHl2yy2T/gNKaO59y0uztvJ10SKTXKk3TExpC4lMiuSJToDzeUttjmtXoNRK50ujcMhhvb/AKM29VffGSjtdCFKjLHCc/Gluo7vQHU8159/2IyDDUB18TvUMfTN6Un1vGbFzC58SufEnmeA6zwwaj9OxT2HvH4fdRtau4V1P0KtXdubto7Y0WlQFTEMPVhM10toStTineqSEN4AHILV3nuxpldBSmCi9F6zplXS8mRW2Xq8sEKzmc8uUCojxPXjnqYNxbQRuPZ9z2BUkPx4VyUaTSX3WVp40IkNqaUpP3glZI/DTL3I2VN9bHydkaHPcokVLdOhIktIBU3GjKYJQkBQwShrhBzyznw1JaCAMszsUZKhTp87bXFuDbVk1Fu2biuKyLemzZ10Uehv9VNfXwo7G8EL5OttqS6FoSQvCwU4IB0v7JWx0G9y6c1H202vs5dYoPUJqFMmW4GKnT1EgZeZeQHE+9n3uYOe/UyboO3jS9na2myaJCqNSj09xDMeoTDHbdbA98dYlKyFcPFjKcEjngHIi/a3aLd2q7uw+kJvFFtikVGHQvyfpVEtpxbg7O662pbk2UsJL6xwAJQE8Cck89QOAaM84CQDNUg8fdc+l7HarNU2T21jtOdjuXcSnicxwrCVxIaHJik8PIYywjlqeasmS7CqSaGVN1FUNYiLfC+BL5C+ArA70hWCR5DUVdJ+2rqlytuNz7ZoMupytt7oRW5VPjJ6x+VT1srjy0tJTzU4lp5TiUjmrqykAlQ05N7KpunU9nLombE0tT94z6WyKGHXG46gXF+84C/hKFpbK1JC8e8ADq3AEjPfg8J8Kt8TaWFtdv7sdEg1St1XcivrqtTv2qyJrz6p1PTAw91oyEJYExbCWkhIAAAGeZNjaLZG1VAsVNafsqixwzT+1SZApiB7iU8SlKPD4DJ1AnRl6F15WtLe3a3e3BvpG4Ex1bZaiXKqQiPT+JK0w3nVhQe4lIC18PCjiOEjGp9v21rk3A6PNdsa3H/ZtSr1sSKZGmPHKWlvMlviPDzx73eNR2GYJ2OxVZByjjoVUaLI2llbmP0s09W5lzT7sajISoBmG+4UxGxjyYQ2fD52t9041OsPpf7R31S23mE31Cqdm1cDjAkcDIkw1KyeZQpDoB8lkeA1NNgW9Lsnb607QXTYzC6HTodOUzEWVMJ6poIw2VAKKfd5ZAOO/nqCOkxeVHqnSL2F25hlRuKBdqK25FxhRgmHMQXUnuKQppQV5ZTnvGoAC9w+x4VyCrDrpdv1VS01OmJlpjP5Y69orLR4UjKcj3T6jSHaDdMbt+sobbdbT7RnYCQvAHWKH+rTuiPPhyQkxlc3RnKk5HuJ03LTekJoFYSqGVZqVQPzx/Oq0kNBAB67HkLO4ntW/FVn3d6cOzdE3a21ty094KZUKDLfqoupNK/hABtEP5Mg9Sha+MyCkAI8jnVn7duW37rplNuGjtVAQJ7JdZMqFIiuFPh8J1KVp/SkctR5S+j/AEShb0DdqBR6ZCpsG22KFSqTFgttJhuGUp+RIJTyUVjqkjAyAlWe/UwPLc7VHxEVlIUfnD00x9OnHdHGx5Tk0Nw9x9uNqqY5d+4Nys0KkMICDIlLWkKWo+6hCQCpaz4JSCT4DVPN/wDpTbP3ltVc+0e28W5G7k3PnimRS/atQZDsR1xpuXKAW0FOdVGCz7oUrknljVnOkJsrP3qbthykXE/bdctGqortJnmK1NZRIQlSCHY7h4XElK1eIIIBBBwdJGxWwJsm7q3ujftyT77v6Y45ANamtNsNw43uksxI6PdYQT87BKlY5q8zYWtMdTsVAIcFCVC2o6Sdq33fU7b61LaS7c8hpimX9Xai4/7HoTLKUNRGqcEBwuJIUr3lhCl81Z5jUSosUbWJ6S291j3hVqpcVmUyPaTN2VEF2TOrC1svVR8/VbUlbiWEJSMI4frYOvS3rJDVMcCIh97rMK40+JOoAsnouVSj9GW5ti7+uAVideEqqzapVYyEtpTImyVPcbaTz91Sknmc5HgMalGoC0hx2GxRZqONydtKN0a3Ntd1NrqvckGsVW5aPQ7miyq7OnRq4xNWlp3rW5LqyHApXWJW3ggpPhp5WlRqVfHTwvi9X1reibb2vT6HDSQpRTOqHx3nQe9Kgyy2j1Dh1tbeyHSIvK7LEa6QtdtOVbm2zqJ9Pj0AvF+u1BlHVsSpnXAJbCEqUvq0cWVqznkNL+xVs3dafSH35l1y2XxCuOr0yq0+emQyttbHY0tBvhCysKBQvkUgY8RyywPDhmcweChcJIJ20SjutszL3iuyi0+56tKXtpAizXqrRIsmRHdqVR6xAYEgtkFUdKOtUUBacqIyCO6KOi9Ym1d+2dujaCqFHrm3VO3AdNrxH3XJDMYNMtIW7GJVxIR2hL5QpKuYKsHB0t7x9Cy4d+N0X7xu/fq94lm+6EWjSnuysjhGFp60OYwvBJygq94gK1Om3e19hbS2YxbG29kQLfpoQhSm4iEpLiuWVuK+ctR8zzydJDg1gIOccFXBUM7zpol59JnZ3aW3oBbetWTIvyuSG2V5hxW2nI8VoKxgdc645yHPDOcY56cvS5iUibsLulGlhZZ/IGrrPWJVyUhriSrnyyFJBHrjTisvZuTZ+9N+7wy65Lqcq/F02OzDdbQlFMjQ2FoDTagSSFKWtZHIZPcSc6izpnXFd1zN/wBzpbdn1ddS3OgRqRCqsdkvRmYy5iRUlPKSOFkNRUcWVkcXW8uaToj33DcgjYoSDIU67TutTNv7cmyEyC7IotPWvPGSFGM2T/adQn0uN0LV2/pdtwrl33urbWJUZMsyDb1uKmzakkEJQhDymnEsBKlAk8BKs4BGNWSoUZdJiJpkancDUNtqO2kOpxwobSkf2AayEB+mrTIpSXSgu44uBWDxHmM/joGYQ+TpnsUwQqkbO7z7TUGtR6fRt3d9NwfbDjMRKrit6Y/CYcU4nDgdTCa6rxB97hwrJHIHVlrp7H+VtnqSl9IEuWTyX/ijmnHI6z2ewhMHABa5ZAHJQPd+jSFdCn1XfZ6hEIImSyeY/wAVc1VXCcwI02PKTaAez+I8wlpZhCoLUVP46kfb8zoMqgcT5zJIC8civyGjPWye3lXZVH4IGCseZ1lh9/ikDsWfiH66fIajYxHxOxTozRHjgey3cGT81zvC+XM6KV9MNUSnlQdJM2Pn5/2hpSXJd9mOnsSsFLn10+Z0WuB6T2WnkRSMTY/LjH2tR0YT4DY8oH5thGHjATNYWUvfNWDyXnw0I5gKlSyA6PfSOfH9ka7vPSVSGMQldyznjT6a2iOyBJlcUU/SI+sPsJ0GHvgkb/pPCMIm32HqZeUvfSrPIOHw/DSNe3YhYdWwl7Jprp5Bf2NL7bskNSwIi1fEX3KSPq6R71dlKsOrIENYPs5wfPT/ADerhuF2Wx2KRahNF8cHySkpMTrImevAOQc8f2dZUmCZ7YCXj7ivBeeWuvWSQ7ExGOQVfWH2ddi9JM1oGEvk2rJ40+nromtbHxGx4Cdrn/eqKxTA62TlMj6XwCz9UaTqyYqbbq3F1+UsyAMBfLkrS1Gek9bJxEV9KPzifsJ0mVh18W3VkJhn6GSchQx3K0qo0FpkbO2PCF4yyXeaYXssJ6qQSA39VeO8a3d7AJTXKRjhV4Oen+3Xaa7JNOwIZ7kc+MeY1l56R2tn5GvJSrlxjHcPX8NG4AOMdNirjJF2+wCoOAdp5No7wvzOtGTD6uWCmQT1rmMhejjT0gTncwl54E/XHdk65tPPhmUOyHHWOfXGNEA0kf8Ay2Kp3snwKbNkiIrbSke6/wAQprR+vj5g04ZaoJ7OAH/pgCML8jpEstUkbZ0hsxFA+zWhniH2BpxSXHyY47IrIeSfnDnyOlmBOWw2KXTzY3wXBXYO2Ne5J5IXzwvl83WGjBXKkYMgBISBjj8jo2pyT2xs9jI9xfLiB8U61acldrkkwzzCcAKGcYOjhoOXPBTBKSKEiIuJPBD5HbJOPn5+cdHCIIpjfuvckoHPj9NcqI7I7JPBinnNk/WH2vHR0OyRTW8RVD3UD5w8xoWtEDLbg8qRkFxk9i62IUiR9Ljuc+yf9muchLAm8THWjMZWePi+2nz0clOP9ZEzFVye7uIfZVrhMLqpYUtkoHZ1jJIP10+Wm02tFTLkbHhQaooe8/jrGsnvP46xrrJyGhoaGoohoaGhqKIxoaGhqKIaGhoaii00NDQ0CBDQ0NDUUWtbpHtyxXKeBlxyI2tvln30pSpP9o1GtjVVxC0pOEjHME9x8tTJSEg0uMk93Ut/6A1C950xy0budLYCYlQKpDJ8ASffH6/26iiIdKq3k3NsLczaUhSoEdNRR44LSgo4/wDV4teYKs4HqNetjTkW5bfmW/PAXHqMZyK4nzStBSf268oK5TZFFrc+jyW1IcgyFx1pPgpCikj8eXPXvPQyrIq0SeCvNX+wgsqeKJAEeH9mtw2HG1IVy4hw/r1toa9yBC84c1f3oO7nUO7bARtzUp7LVct5Sm2WVrSFSIyiVJUgd6uEkggdwxnT6uroxyLj3DlXKxdjbFBq1WpdbqtNVD43nJVPSEtBp3iwhtXA2VAg808iM68zqfNn0moM1akVCTBnRlBbMmM6ptxtQ8QpJBB1MEPpedJGLTxTm9xluIS31YdegRlOgYxnjLeSfU5OvC3n6KV61odVsrhDjMHqvTWW+6dOmGVQZAV0ek7uBQNqNu5yXZbJrlYZXDpsYY41KWClThH2EpJJV3ZwO86q30LL0odC3LlW7XX0MJuSL2aKtwgJ7ShXGlKie7ICwPMkDxGoEr9wXJeFWert3XBOq9QfxxvyXitWB3AZ7gPADAHlok224y4l2M8tt1BCkKCsFKhzBB8CNdqwejnZXfUsj3S6pqRsdlz6979ramVWjJv9leq+5u3tZuCzp9PtWsJotWcSBGnKYDvUkKBJ4T35AI/TpuMW6iDT2kTZCXHGWU9c+QEJJA95ZHcBnnqqVjdOPeKz6O3Ra5AptztMp6tuTOStMgJ8EqWgjjwPFQJPiSdR5vF0p939x4b1D4YVAo8oESGacFhb6PFC3FqKuHnzAxnX5I/xl/wgv29LXRvGyhoojKo7eNidzxGngvXWH0msdKkWuPe2CQt7dw4tW31nXZbrjTkaky2WojqFBaHeox74PcQpQODnGMauXEuujXfYFE3GtKM/VWo9XpNQehwkB2Q31U5lbrfACCFJCTnJHIZ7uevN1Mcd7ilEnzOnBZ1+3vtxUFVWx7lmUp9zAcDSwW3QPBbaspX/AOsDrydt9GyPVKt3uDatlwlmKSHYYydGgMTImOFisF9dg6o6sJa8yeiuq6ufuzvVFryLe/JpEVcebUoyHVLckyWlKSkuD3UIcStHFxgZW2tvPL5sX9Obcyj1J+BtZb0xuU7BeMupKQoFLbuCENEj6wBJI8MjOolrvSV32uaMuHOvt1gOI6srhxWIrvD5BxpCVj9B1F6Y7ylFxeXnXFEqcKiSo+ZJ1GXDa70v1t/XoWh7R3WU5iSIJJIEn4LRbL7pVLObPRBAO5RqmRS9KSgnlkEg+PPTrCQn3QMY5aT6JTjHT2h1PvqGNKKhhRxr9k/4a3FUue7O3rtipVz6xsvB2mpjdGwW8aK/NmMQo6Cp2Q4hltIGSpSlBIGPxOvXGgU2Latr0yiIUAimQGYgweR6tsJH7NeaHR3twXTvTalPcSCyzOTMez3cDILnP/gY/Tr0YuqtIS042lQQkDBOeWlemVpDq7KI2E/P/wAL0vo/RwUnVOTHy/8AKbNZVJr9ei0ZgJJlvpaz48JPM/qzqb22ERmW47KeFDSAhI8gBgai7aSgmpVeRdUpJU1FyzFyPzh+cofgOX6dSu784fo14ld85BQhtTQajVK3uM/Fu2p0xAu51PUx0MFBPYYnve+2o/26fTVrVdcN1be4VaHN3ubin6x/otNrZbswqW43aI4cP5YO4Jb4sDsMPT/Y9nKgunsiSeJ3mWPvH01ithBtDtNXbn8LFZqbeyGvz6psV616wmhNqVftZUOti8i3G/nkf0WlFy2KsiXGB3Arh4ioZLcXl7p/otGLgNP9hNlMNIV10XmGcH6Zvxxo9IMLtkRRjfWXnLX3Vems5cOm25/CIUml5+H3SX+TFV7Wcbh1nJbH1Ivn/ktaMWxVi9J4dw62D1uCOCLz91P9FpaCqcJSkmNy6sH6D/q0IphdbKJigq60Y+Fn6qdAHAkZDU7n8JnZt/splXTa9YasOsPrv+trSmDJJSpuJwkcKuX0P+vSoxa9WcpcNZ3ArKeJLJwG4vLu/otdbtME7e1riiBKvZ8rJDHP5qvHGlRhMT2PTw3F+qxn4PeMgeWoMJg5eyNz+EptJprnw5Saq1at2pgHcGuKBC+9uJju/wAjrZq06suW6lG4VbGEJyQ1EB71cs9TpadEFMpjELhHCvI6jv5D01iOKf2x9JigowjkWeWcq8MaN7g0giNeTwnGzUzmZ+aQm7SrATJB3ErpIWcZRE+yP6HSTbtr1Q2fAcG4NcCTEbwAmJyH/udPRhUAIfCYwADisDqe7kPTSPbRhpsinnsvMQm/zPoNLcRGjdDufwlmzMDt/mucm1awkxSdwq6cujAKInl/kdJNQ2lptQvCmXhOr8t6v0yK/Gh1NcKCqTHacI40IcLHElJxzAP7Tp4S/Zw7KBDCQXUdzGAeR9NbL9nCa3mnjHVqJ+T+o9NGHBrjEbe878I+wYdZ+ZSDGtasKfkD98OuhXWeLcTJ9xP9DpAtq2qkuhVgpv6st4qFQTyRE5/FVz5s6fccwO0O4hpA673fgnl7qfTlptWmmCqgVr5NkioVDGWc/nFeY0GODt73vO5HRKfRZ2jRnvuUZlWtVTAJ/fDrncnnwRP+Z1u5atTVNaT++FXPmq5cET0/odLExFNMDnDT9XuY/wCrWVIpomNfJAeSiR1HLw9NWSJjLbc8+CZ2DOvzSN+StURUED98CuA9UT8yJ5j+h0RoNr1hZqJTuBW8Cc6Dwtxe/A7/AIOnOewmpoCYnLqVZAY5A5HPu0StxuAfafHDSf4RexxMZ5cvTTAQH7anc/hUbPTkfHdJn5K1b2Wr/viV36/1Inmf6HRibalX7OT++FXR7yefBE+0P6HR8di9lL4o5Kvi4PU8/nH00anCCiMVGAhRyjKup+8O840unBGg0G5/Cs2amEiu2vWBUGh++JXBhCjjq4nPn/kfTTfoNs1V6+LoaN9VoFLVPysJjZVlt3kfhY8PDGn06YKqi0ExE46pWPg+um1bop4v26iqIFDqqb3s/wBG7owQHDIa8njwSn0KYe0deeiMsWtVDHeUNwa385z6kTzP9DrmbSqopTahuBXMcDf1YnmP6HS212Ds75VEJ953n2f8fTWpMI0hoJhYPA37wj48R440MhzQctOT+E8WenwkyTatVL8cHcGuc3D4RB9VX9Dogu1ar+Urba7+reOxLPzYn20j+Z9dOh8wO0RiImfinOWfuq0RJpwupAEJP8QXnDGM/ER6asgF05bbn8JdShTEZImzaNXLzw/fCro94fUieQ/odc2LVq4p7qhuBXOSnM5RE+0f6HS6z7M69/ipowVJ/kx7sfh565xfZwpzyhCSDxO80sd3M+ONDtnG+5/CnYU+Pqkd+1qx2JojcCt81Nn6OJ3ZH9DpDuS2Ku3ddpJVflZUVy5IClNxcpxGcPLDPjp7vmmiG18jSThvvYz4jTeuj2f+VtncEQAdsl5AZxn5K56apzwcsttzyOiVaKTBT+I36hG0WrVe3EHcOtqPUjuTE8/8jrLNrVYOSU/vhVzPGDjhiZ+aP6HSsPZ5nH5DlPVDl2c9+fLGt2jTUrf+RZ97OBHPdwj01YeA4jLU+878J/Y050TfVadYVTHCb/rpwhefci8+Z/odFq/bNUEaCTuDWwDNYx7sTkc/5HTkKqcKa6OwDJS5/Jj35PpopcKqf2WCezAZmx8/B9fw1JBB00HvO58FRs1OEUetWrmVHKdwK6MpWeSInp/Q6Ea1av2qUP3wK59IjvRE+wn+h0tvmndrYJiJOQvvYz5axGMASpZMT3esRgBn7ifDV4hinLX9TuD0VGhTI0TebtWsdTMI3Arnz18+CJ9n/I6TrrtmqtWVVHVX3WXAmnuqwpEXB9w8uTQOncx2AMTCqKCS6vGWc4HD+Gkm9uw/kFVVIje97Oc59Tj6n4aHFAdpofed+EmvZ6baLndD5LUWrVesjY3ArZJBIARE+zz/ADOtza9VE9tKtwa2CUK+pE8x/Q6VldjS9DKoYI94HLWfq/hrqpVPM1odkAHAsY6jl9X01YcOmo948eC0ChSGUJCiWrVS7K/74lbGHvsxPsp/odEKla1VFCqavy9rSwGZOQURMEhKvJnTqiCndZKzBz8bliP9xPppOrPY/wAm6srsiVENSO9n0VqqrhhJMaO953HgqdRpQiMi1Kv7NSo7gV0Hhb7m4g8R/Q63etWr9sZCtxK5nCj8yH5D+h/DS1KFOEAKNPRn3Mns/LvHpro92PtbITDABSvl1WPAaY4tB1G3vO/CgszIzCQm7UqxnOAbg17i6tJ+ZE8z/Q65sWtVQ1KI3BrigHHMgoiYPL0Z04EGEKm4HIgPwkYyznHM64oNPKZZMU/Srx8A+Q9NUHMJ233P4UfZqeAmNuUyrQtirO7eUqQNwK0hKqe0fdREwPdH9Dpek2pVypjG4lc5vDHuQ/X+h0XsU0797OjFMMcRprQB6gg54B4404pPYOsYAiYy8nPweR7/AE0Be2DpoPed+ENGzUywZJINpVoTG+LcSu80LxluH93+h1o1atXXKkJG4ddyAnOEQ/X+h04HU04zGR2JsjgWcdR6p9NcWlU7tMpJiJI93l1HLuPpo8Qmctf1H90fq9PhNaiWvVBFng3/AFrKZkn6kXPzu8/C0eVa9UVTWj++DWh7qO5EXnzH9Do7QjB7FPxEAxMk4wz4cX4aOE08UxrMQdyPzGfEemqa/Iaafqdz4KdhTgZJHk2nVg7FCtwa3kuED3In2T/Q67xqPOplRWuVc0+ppVFUA3JSzhJ6xJ4h1aEnPhpRmez+uiFERKR12Dws4z7p9NaSOzdtHUMdWTGVn3OHPvp0dMy8HLUbnjwRMoU2uBAXE95/HWNZPefx1jXXWpDQ0NDUUQ0NDQ1FEY0NDQ1FENDQ0NRRaaGhoaBAhoaGhqKJZo/+DY3+Rb/0BpIvy0mbtoTsMEIltZciun6rg8D6HuOlejf4Lin+gb/0Bo7qKKu1KqE+kSVU+chTEqMsoWhXIpI/b+OqL9Jigmh7x15YT8OpOJqDZ8FdakKUf+GVD9GvTy/rBjXOnt0IpYqTKcIX3JcH2Vf6jqhnTNtWp02fRK5U6e5HkIQ5Df4wOEgHiQQfHOVd3Llr0PoxaRZrxZi0dI/H1XLviia1lMbZqtSe/XZHzRrikY10QTkDOvq68Wt9DQ0NEzVU7RdE9+th361T363R84aeNUtdW+79OsusNPIKFg4I0MAd2tk6KpTZaGGnUALTkQQs5kOkJBlW+4VlUZeU+ROiiqLPRlPVFQHiNOtHjrfIxjXzm8v8Jrkt1U1aRdTnYHJa2W2qwQmjHoM1xXvJ4PUjSrBozcY9Y4eJX4aVld+tScjGeWt1zf4b3NctX1hrS940LjopUtlSoIRc8hjWh79d1gcJ5DRc8+Xny/HXtiREJbDnKsT0MKSE3fWrreQeCnwhFaOPzjqueP8A1Qf1jVomo1TvCtNUmHxe+cuLHc03nmo/6v0ah3olWNXpthD2TCKVVKWt92QsYQlHzQSfHuPrzOrk2dZ1PtCnmNGy6+7zfkLHvOK/1DyGvi1/2oWu8arwZAMfJe/uyj2NlY08JRolIi0KmMUyEnDLCAkeZPiT6k5J/HRp0niBxrtri984a463HRRPsmXk1DcjqUIUPywe+cSD/E4vlqQ4xlmA7wtNY4neZUR9Y+mo52YcZTUtxw5NSwTeDxA40jPyOLz56kBqRC7K6PbaE83eXWp+0dZbYZruE/q3Way/8MfHzRW4TLboDZU019NE7lH+fb9NKLxk9uinqmchSse8fsn00j3E/FVQm0IrCFqL0T3etSc/Gb0oOvxBNjZqye9fMup5e6dYyRz+ncJmXaH4fdHEKmdrJ6pnkgfWPn+GtYTktUiX8Fr6QZwo/ZHpoul+IZZ/hofMH51PnrWK9C62UBXAn4mMh1P2Rog6XDPc7hFkElXb2s7f1o8DQBp8r6xz81XppWbMwUWngIZx8DvUfNPppEut+Idv60RV0q/g6Vy61P2FaVY78I0iCFVdA91n86n01WoAn3RukA/zz4fdKDypQlx8ttZwvGFHy/DWG1SjLeHVtA8CeXEftK9NF3XoXa45NaT3L/Op8tBL0EzHB7aTnq0/nU+atXUInEDvyOAnyF3jGb1b+EM46xX11eQ9NJNuuSvyHgEMtY7G19c+Q9NH2H4fA/isJ5KI5Op8hpHt56GbJgpNZSkiG0MdakY5DULpGux3CHEMcJflLlFMQFpofFRy4j5fhrosSxPaV1bXJpXLiPmPTRGW9DHZuGtJIDqPzqeXLXRUiJ21vNaT9GofTJ8xqOMl0njdGHLvCXLL0oFlrHX/AGz9lPppt2z2s27W+FDODUp+cqIx8RXdy0uRJMMPScVls/GHLrU8/dTptWq/FVQq0k1cZ9oz8J61PP4itLaQ0gz+rcchIc8dq34p2zly/Zx+Ez3J+uf9msOrmCYx8Jn5q/rq/wBmi81+CYAHtpA+b+eToLeiGW1ispOAr86n00ZccWvG/VPLgjIXL9pNnqWvoVfWPdkemiVuKlkVM9S1/H3frn09NdFvxPaTWKynk2ok9anuyNEqC9ESqpD20Bmc6fpU+mjk49dzugc+CEfC5Sac78Jo83eZUfM+mu88zVRSlbbISVIHJZz84emk8rhiA4BWx+c/Op8zoxNfhmMU+2knmn86n7Q0qm8AGDs3ccIw4Lu6ZSKg2OpaI6tX1z5/hpu2+qR+X11ANN56qmZ94/zTvppaVIg+0GkmsoJ4CebqfPTdt9+Im/LpUurpALVPwetTzw25o2vAeM/e5H6Uiq4F7PH7H8p1R3ZQjPBTLWOJw8lnzPprgpUsUZsBpnAbbHzj5j01ow7DVHfBrSR77nIOp8zrRT0A0hvFbT8xvn1qfMarFLAZ2O6dIR6SuYZEZPUs/S/bP2VemiKzMN1t/CZ/iC/rH+cR6a6yJEHrmD7cT9Jy+Mnl7qtE3HoKrlbUK2kfI1jIdT/OI1ZIcfluEL3DJKsZUvtMj4TWStOffPfgemuUZcs0x8hpnvd+ufM+mtWJEMPyD7YQMrTz61PlrhFehmA+oVlPznRjrU+Z1QyBg7HdW0go3JMowmj1bQz1f1j5j00gXOZibus/LTP8clfXP+KuemlZ5+IYTI9tIJCm/wA8nz0g3RJim6rQAq6SDLlZUHUnh+Suat7tp43HISrSP5fxHmE6iuWZ6sNNBQZH1jj5x9NZjmZxvngZ+eMjiP2R6aKpfhiarirSObQ5l5Oe862adglx7FaR87H0yfsjUxw4idzunQtlLley3VdWzjgXn3z5n00WuFUsxKeSyz/Ho/LiPn+GsqehCmOAVlB91f55PmdE7gkReywAKwP47HP0qfPQCcJz2G/VU44WlLT6phmxwG2sYWfnHy/DWI6pfaZmW2ieNP1jj5g9NF3pEXtUc+2UgBK/zyfTWjciJ2mVitJHvJHJ1HP3Bq5OLXfnoiLhC6pMvqZuG2j8Rz6xHh+Gky9lS/yDquWmuVOcOeIn6n4aNtPQ1NSs1sD4i8jrE8+Wky83YgserfwyFH2c7y6xP2Dqw4YHEn3TuEi1OHYP8D5JeUqV1kQhpo81d6j9n8NdFGYZjauqa5JUPnnzT6aJGRD4of8ADKQBnJ61P2ddVyIRmsqFcRgIV+eT6f8AVo5wyJ43HAT9T8/Nd4gldbK9xs/GPeo/ZHppOraphteq/CZ5NSPrH73po3DkwQ5K/hpB+N/Oo+ynSdWH4f5N1VHthGS0/gdan72lVD3TJ2dv0QVNEpylzDAx1LPcj658x6a7LXLE1gdS1nC8e+fJPponMlQDBHDWkdyPzqfMay5Ih9sZPtxHzVfnk+Q0x7sR143CJpgIyhcv2g98Fr6JA+efM+mubJmIiystsj4rnco/7Nc234JnO4rafmpP0qfM64svwi1LzWgcOucutTqmOgxP6two9wwHwKSbGMtvbaje40QKe1zCifqjwxpyylygpj4bXN0c+I+R9NNSy34idt6OhVXQCKc0D8VP2RpwyZEJSmSKyj6UH6ZPLkdLLhHwG4SqLppg9EcUqX2xrLTX0bn1j5p9NaMmWJMshpnuT9Y+R9NcVPQzLa/htPJC+fWp8060aehmU/itp7kg/GTz5HTA44gZ35CdIRahdsMKeQ0zjtcn65+0fTR4mYmlNAtNfm/rnzHppMojsRMOeDWUgGZI73U93Fo6l+F7OZSa0jkEd7qfMag7oGe3I5UECCjMtUnroQU01zf5YUT9VWi81TpngOIQkdmXjhJP106xNfghyKr22kYd/nU8vdOubjsdyZhqoCSRGV9dKse+ny1dMg1B4jfoiDhMLme8/jrGsnvP46xrrJiGhoaGoohoaGhqKIxoaGhqKIaGhoaii00NDQ0CBDQ0NDUUOWaWaL/gqJ/kG/8AQGjuoqpXSM2OZgMNK3StsltpCVYnoPMJAPjjw0b/ALpHYzBI3Rt3/jyNGKbjssxtlnGRqD5hSSQD3jSFeFjWpf1Eft27qLHqUCSMLadH9oI5g+o00f7pLY7/AMqFuf8AH0aH90lsd/5ULc/4+jRNbUYQ5sghUbZZXCC9vzCgO+/3O22J7z0zb67pNKUs5TDnNdeyPQODCx+o6h6udAbfWluKNLFDq6Afd7PN6tRHqHQkD9erujpHbH/+VG3P+Po0P7o7Y/8A8qFuf8fRrvWf0jvWgIxYvESuZUsl2VDOJo8HBUCX0MekY2eFdiJz92oxlD/T1j+4z6RX/wDov/6fG/8Av1f7+6O2O8d0bc/5QRoDpH7Fnu3Tts/+3o1tHpdeQ9xvyP5STd12n/mj/qCoInoa9IgHJsTP/t8b/wC/W46HPSFSf/wCrP8An8b/AJzV+VdI/YpOM7rW1knAHbkDn+k6H90bsd4bp21/ygjVj0uvM+435H/9If4bd3/uD/qCoSOh50hfGwz/AMfjf/fof3HvSEH/AO4iv+PR/wD79X2/ujNjzy/fRtz/AI8jWP7ovZD/AMp9uf8AH0aIemF6D/lt+R/KA3Vdx/5o+YVDkdD7pBDvsNXP/wA+j/8A362PQ/6QOP8A8Bq/47H/AOc1e49I3Yzi4BujbnFjOO3o/wBus/3Rex//AJT7d/4+j/bpn+2l6f8Att+R/wD0p/B7u/8Ad+oVDFdEDpBZ/wDwEv8A47H/APv1lrobdIV9XCmxwjzK58cD/T1fL+6L2P8ADc+3f+PI/wBugOkZsf4bn25/x5GqPppepEdm35H8qC6btB/4v1CptQugPvJU1JNanUOjtKxxdZJU84n9DaSk/wDCGpnsHoAbc0J1qbe9Ym3E8kgqjgGPHyPMJPEoehVjUxf3R+x2eE7oW3ny7ejQ/ujNkDz/AHzrc/4+jXMtPpFe1oEF2EdBC10bHdlDMOaT1cE/KTRqXQqexS6RBZiRIyEtsssoCUISBgAAaUNRp/dG7If+U+3P+PI1n+6O2R/8p1u/8eRrgdlUOcFdNtrs7RAe35hSVri984ajo9I/Y8czuhbg/wDbkf7dYc6ROyB9798+3MD/AM/RnU7J/CjrZZ49sfNI2zcOmyanuKqbS2ZShd7wClMJWQOxxOWTp/NUui9hdUbbY4uJ3l2VB+sdR70f6vCrZv6r0GfEmwZd2OOMyGnQtDiexROaSMgjUnsKmdhcIDeOJ35xOfnH01itbSaziBzspZYNEHx80iV6l0ZNEaU3bzSVdfEGRGQO95vPP8NH3aXQzKiKNvtZOSfkqfsn01rX1zBRGiQ0R18TkFH+fb0oOKlmTEylvnxeJ7+E6xOyMEZ93ZOaGl5RNNMofbD/AHvND3R/JU+f4axGplFLsrNvs8nR/Jk/ZT6aUAqcZajwM/MH1j5/hrWMZfWysBvHWjxP2U6sZOGW52VwDompdlPpCdv63w2+2lXs+V3R0j6qvHSszTKN7HgE2+z3MfyZHmnRa7BMVYNbOGsdglcuI5+arSs2J3seAAGhyY8T35GoJIED3RskNH88j+kea5PUuidpjn8nWjyX/JkeX4aw3TaL21z+91rHVp59lT9pWjrwqAlR0kMnkvBycd2g2JnbXk/Bz1aeYJ+0rVuaSYjcbdFowhEY9NovA/xW+0AVk57MnwA0kW5TKKqyYClUFpauxt5JjIOeQ05Ge1pbfGGlHjP1jzyBpJtztQseAAGsGG2RzPkNR7S0abHZLLRi0RiXSqIez4t1n6VA/iyPLWxplGE5vNvtY6tX8kT5j00clNzUiOD1OeuRjmfI6C0VDtzZCWPo1fWPmPTRFubp6bJkIlEplE66T/e6yMv8j2VHLCU6blp0ykKoFZJoLWRUZ+CY6P5xWnlCTLDkgENEh7nzP2U6bNqiaKBWikNEe0agSMnP0itLwmQAP1bdQkOaO1b8UrTqZROwHFvM+H8lR6ayumUXtrINAaxwq/kqfT00cmJnCnnjDRGAeRPprd3tQmscm+5eMk6ssM/LbqnYRwiHsuie1EYt5kDqVY+TIHiNFLfpNFzU82+wSJ7uD2dHkNLCjMVUm0hLeQyo5ycYyNE7fE/NUwGR/CDveT5DREOx6HU7KiBInqi6aTRVUxxRt9jiHWfyVPmdGJ1LopjE/k80VBSQD2ZH2h6aMBUr2Y6QhrB6wfOOe8j/AF66zVTOozhop4knGTn5w1VNndkDYbIoaiS6VRTUGs0Bo/DV3xUeemzQKXRjf90tKoDSkpYgEAR0kD3F+mnq4qYJ7WEtZKFDx89Ni3hLO4l08IaHyWnZznnlCzq2jvjLfjokVQMTPE+R/CVo9JohjPE28yDxr/kyPPXFFLoworJNus56pv8AkyD5aU2VTTEeKeqHvufOJ8zrlmamkNIV1JAbb7ic+GhLXYRA24T8I4XKRS6IXo3977R+If5Kj7KtEHKZRDdDQ/J9r+JLP8VT39YjS7IMsPxjhr6TlzP2VaT1moflS0QGM9hXnJP84jRkEGAONkt7Rlkss02iF99Jt9rIUO6KjyGuUalUX2a9m32T77vdGRz5n00psCeH3jwsc1DuUefIenlrlFMtNMeBDR993uJ8z6aBrTB8DsiAaib9LonYmSm3mc8Tf8mQPEaQrpplHTdtnoTQWkpVLlhQEdPP5K536dUgTuwskFn3S2eZPnpBuYzVXfZ/H1RxLlYwT/irmo9pEmD7u3gk2mMEdR5hKYpdEVOVm3WSA1/iqR4n00GKTRCuQTbrIHGMHsqPsjSh8t7cpKQ1nqgeZOO/WI4qHWSU/B+eM8z9gd2rLe8fE7J7QISWKTQzTXMW+yMpXj5MjHedFbiplFEWnn8n20nt0cE9mT5/26WSmZ7McHwR7i88z5n00UuMzDEp4KWuU6Mc8R+1+GhjC0zwNuqqBhK3fpVEMxgG3WVJ4VnPZkemtWKVRDMkf3vtAcacfJU8vdHpo8725MxhQ6j5qxglR8tZi9s7TKJS1nrEeJx8xOriX6b8dFCGkJKZpdF6qX/e839Ivn2ZH2R6aTL1p1JFiVXgoLST7Oc5mMkY9w6cLPbS3M4Q1jrHM5UfsjSVfAmfkHVyQ3gU13vJz8zVFhFN2XunZItLAaD8tj5Iyum0Ra4IVQGSCrmDGT9n8NdjSqF25sC22ccKv5KjzT6aMq7T1kQgN5BVjmfs66qVLM5vk1nhV3KPd7vpp0GTlvx0C090adfNEYVLofWSs24z9NyzFR9lOk+s0ujptuqkUCOCGn8Yjo8laX4ypgXIwGubuTkn7KdJdbM023VyAyB1UjxPkrSHh2EzOjtkLwIyQlUuh9gCDbTWQEDnDR5jx10dpdBEtn+91kYSrviJ+76aPS1zfZoUtDXc3nCj5j01l4yzMZBDOShX1j5DPh+GnVGGchxsiABCIN0yiie6PyeZ+iQf4qj19NcWqZRTHlE261xB1z+To8vPSqlMsznFAsj3Ecsnu5+muDZl9TKSA2B1jueZ78aWxpx5j9WyF4aGnwTVs+mUb97mk/3vM8Rp7ffGR9keOnBLpVGSY5TQGMF9II7MjyOkqyxNG3FHVwtY9ntDGTn5o05JJmlbBKWj8ZOBz5cjqnAAaHQbeKCiO4EVXS6J2trFvtD3F/yVHmn01yYplE7XKAoDWQE/yVPkfTSm52wzWQUMgltzHvHzTrlHVL7TL91rPu+Jx3HRAd4Zb8JpaOEh0KnUdcKfx2+0flkkD5MjkOI6OLplFTS0KFuskhKD/Fkems0FUvsM8cLfObJz7x+3o6vtaqa0nhZAUhGSSfTUaDAJG3HVDAgInLpVFU/DP5PMDDp74yPsn01q5DgRqjxQ6a3F4oqgeFoIJ99PlpQlKmdZGASznreWCfsq0XmKkGaA/wBX/FlYKSftp0dNpFTMbjbojDRqix7z+Osaye8/jrGuomIaGhoaiiGhoaGoojGhoaGoohoaGhqKLTQ0NDQIENZAzrGs6iijPo74Oz9unrEJ5zvnDP8AKl6kkuFKynrm+4c+H/r1Wy3qqu32UU6gS6rIgRkuKbgyqm+wkkq4lYcjrSEZJJz1aufhpjPdN/bpp9xhdlXmS2stki4n/A4/ntKfYqxOLEs8NeclcxTiurKkutggEjCfU+utlLPVAB9BHLvT/wBeqXHpx7bpBH5FXp/+Yn/+e1p/dy7cYx+RV64//iJ//ntJ9WqcoxSarqLDiFJV1zPPv93/AK9ZbKy8SH2xyHcP+vVKv7uXbjOfyLvX/wDMT/8Az2s/3c+3Gc/kXeuf/wCIn/8AntT1apyr7Fp0VzpK1dTIVxIIAVk4Pl+OmVSH7yYtS2VWrS6dL6xtluaZclTJaZ6sDjbwk8SgcZSccj6arKenFtw4lTYsq88L5EG4XyDnzHXc9CZ+6SbcWumPTDtncAbQ0kNJalN4SgDAHNedPosLAQVYptaVaa/goPWxk5IuOLz7vzbmnayhBWQ4vgHCr3gcHu1R4/ujO216VihU78g7lhoiVVqatziYdJShCgUgFwczxeJ1LMHpy7SvuISm2bsUpZKeFcaNjJ7+fXn9mmOlzS3lFAVjVR4yqanFQdUerRgdYPIa6yWoodjp7e6vic/nc45HUDR+mBtpMgpYbte4EZQlPEWY/p/SaPO9LXbhxxrFsV1PVq4uTDHP/wCZrmiyVGjIDblU3NSe6xF/fBgoE10D2PKOeu5fTs6XGWIoU7ipPABzxkeGNQE50p9u/wAoGa+bervCxCdidT2djmVuIVxZ63+j7vXRxnpc7b8S82tXjlXFgtMeX+U071WoXQQN+Umnu7klTVJTH9kyHO2uKwF/ns+OjU1DCWQr2isnjTj4o8x/q1XCsdNvaqlcdLftS5uN1BPG3GjHAUSPF4eWij3T52idb4PyMukcwc9ni+Bz/PaA0nYS0AadU2BCsS+iIu6IIE5RPYpPPrsAe+1o8Y8dU5Q9pOYDQ5B711WYdOfaWRVWKn+Sl0JQyw4yW+yxuZUUHOeu+7pXp/TY2rnOyZjFqXKEMMlS0qjxhkDmcfFPPUFB4MEDXrwowaqwcViMpCiqpPDDi083vIkf6tF3EsopinE1B7iCv53n8/Vb09PfaJriQmz7qVlale9Fi8snOPptaDp67SKi9mTZ10EqOeIx432s/wA9qnUX4RAAyPKsBWAvpmMKdBInOZ9qwRkO8/p0jSwGIpmpSZq/oT+ewe8arPWumttTX48eP+TFzMlmVHlA9ljH6NxK+H6bxxjTqR0uNt3XhIFr175hRgtMehz9JoxZX4pgZkcrOADUPgFOMVMZMiSkTXBhSeZe7+WtWUsGC6O3OZ4nfzv3jqEmOltt0lx1z8mK6rrFA4LLHL/5msN9LLbgRlI/JmvHj4jxdUwCM5P8566H1V5I7o35TwcoUv3Alj2G0e2rPx4eQXs/n2/DSk6mMJUMCas81fnPDhOoDrfSy22XRihdtV9KWi08VJYYKiG1pXjHW+PDjv8AHSK90+Nn1vtuItC6wGSQcxYvPI/y/roPVXjOBtz1UjDJCsuG43azioPfMB+m9daRUxw5KKp7mesGPjfdGq1p6fO0Yc642fdPvJwMRYvn/ltbxOndtG66VGz7oIfXlPyaNkHkOfxtMbZajnDIalRqna6W4ytvqyoz3M+z5X537qtKzQjeyIA7a4eTA5PeqdVtuXpn7VCjy7dk2xcqFzojqA63FjK4QsEZ5vDz1zT08tokxY8RNp3V8n6sFRiReZTg/wA/oW2V36RoOUqIrT0+6s++iMJcdKZzpBCyfjeQGg23G7a9ia5jq0c+tz4q1WgdPHad2Q04i0roHBxAgxY3PP8Av3ppTgdNnbGSmVNatK4eFlsKWFMRweR8Pinz1Rs+IwANuU+clYCMhgIfSZ7v0ivz3ppJttLH5E08qnucRhtn6bHgNV/T0+NoEdbxWddBzlZPZIuRy/y/porTenTtDBpEekfkndK+pbDBc7HFGccu7r/TVPsbo0Gh5QE95WilCKRH+WrJ61Pe9zHI6ytuKJjX8IO/MVkl/l4arcOnVtFKeYbZtC50kLBJMWNz/wDneuu9Y6cO1dEqSG5do3IsBviAbjxyOf4vDVustRrjAG3PCMFWKiCOXpAM5wgOgDLuc+6nTbtVMVVv1tRnu8qjUB9N/SK1BjfT22hS4t1No3UUuK48dlijHID+f9NEKR019padAlwU2vdDomSX3woxYyeEuKJxjrz3ar1V0yWj3ueQkuntW/FWlmJjpp+RPc7h+e0HOoVMZAnO8kr/AD3LVeG+mztbPp7yzadyJQwkFfyeNk/h8XSa70+to+0ocatC6sIBHCYsUZz/AL9qerP1gRlzynEqzAEcVROZy+bR73fUf9saKUBEUKqYM9znPd/Peg1XJvp67TSJXaBZ1zp6tJQR2aMeZ55+m0Kf04dqojkv+9S5V9okKfSDFjDhBA936b00XqxxZNGp5QOOYVkUJY9mOAzVjHWcg76nRiahjqSROd5KTy67n84agtrpa7buR1sqtqvJ4uI5DDB7z/lNdXulrt28gti2a6CSDxdSx4HP85qeqPDYLQMgiCnBxMdM5sma59Gvl1vfzGmzboY/fBun5c5/F6efpvHgXqOF9LbbdchDirar3ugpx2djx/33SRTuk/t1AuOrV/2BXViotx2w12ZgdX1YUO/reec/2agsjhBIGvXhKqA42Dr9j+VYJluOIzwE1wHrHOQex4nw1xV2Y0lv5a4cob5F3PiNQsz0stvEtLSbcrquMrVksMeP++awnpW7c9nRG/Jit+4Eji6hjPu4/pPTVepvwjujTqnEqcpAjGRGHblnLv8AO93uq0Qcbim6W8z3MCCv89/SJ1D6ultts662tNs15JaVxH4DHPkf6X11qelPt2uqN1L8nK5gMqZ4OoY580qznrPT+3RCwvcZwjblA/ZTgw3HLz2Zzvzkj6bwx/t1xjBj2c9ma7yW73vc+86hZHS025acdWLZrpJ4T9Axy8P53XNrpabdMsqjKtuvL6wqOeoY8f8AfPXVGwlrfZG/KgU4PiOYLeJznPg7nvUab9zojC8LOJmrOJcrn1nd8lc1GB6We3D7IjptqvIKMDi6iP4f75ojVek9tzUatR6r7BryBSXXXCjszB6zjaU3jPW8scWdR9jcR7I255CTaPY+I8wp/CIgqCj25ZBZHMO8+/z1vHTFDkkme7grGPjfcGoLHS222D/WG2a+QWwACxH8/wDKa3R0ttt0qcP5M1/Cvex1EflyA/nPTUFBzXHIannhaG5tU1qTH9luKM93IQv8945OidwdnMSn8M9w5nRgcPeHFqHT0tdtxHcirtqv+8VAEMRz3n/Ka51DpW7bzY0ZCbdr6Cw826CY8fnwnOPpdEbM52UDjdUfZU7PpYEljM5zuWPpseWsR0x0yZRM1fz0nId5kcA1CK+lrty66h1VsV7DYI4eqY7z/vnprA6Wu3DS1rNrV4h3n9Exy5Y/nPTVCxyR3Rr14VFTU2iMlqWTOWPiL+a9jw0mXv2cWLVsT3MinOfnvuaiVHS1254HUC166etWTzaY5Z/3zRatdKPbmtUCZR/ycrjJlRlR+s7OwrhyMZx1g/bpYshcHNwjQ8oK2dJw6KeFhhKoeJywDnudx9TXRSY3bWgKgvBQs/TfhqE3ulft02WSu2q6ep/oGOfL/Ka5Hpa7cKkofFsV5JSCAkMseP8Avnp/bpwsjgSMI254CNuYlTfGEcuyB25fJ3we+6nSfW+oFt1ZInucXVPkDrvRWoha6Wu3KVuqVbVeUXFlXNiPy5AY+k9NFpvSs23k0+TCNt14GShxPGY8fI4gf6TSjZXtBgDcb7wpqp1lswzAyKg6ThHIPeo10cYjCYzie781X5/0GP8AXqEHuljtwqL1H5L10YCRxBljPLH9JrK+lvt12ls/kvXeWR9Ewe8f5Tw0RsjiSSBOXKMCFODSI4mOAz3MFCe97x564sIiluUEzVD4rgwHeXdqFR0ttuuvW8bYrpyOHHUMd4J5/Sa4s9LbbgMOKTbNdBeWpafgMe7nw+l9NF6rUaRkN+VTgMJlShZiYp22pB7a5zpzfu9bn6o8NOOWmOFxz25zm8nPxvQ6r7SOk9t1Rbei25+T1ddMZhMfruoYGcDGcdZy0qPdLfbx1KFG1q4OBQX9Exzxn+k9dB6o8icI0HKqmMLQFOTqYwmMpE9zCm3M/G/q65MBhMiVmc5z4cfH9DqDz0utu1OJd/JWuZQlQx1THjj+k9NZa6W23aXHHFWtXFBeOXVMcsf7566nqr5kNGvVGpfoSWjBn/Lnc9tk/nvDj0eCWBAaInuZShHc/wDhqDqf0qNvI8OR/e5XCHXnV8mWARxnP85roelptuiMhj8l67ywni6ljPL/AHzVixuaAcI068oVN0oRw7F+Xu463n8bu9065SktpnDq31OAxl5JXxfXT/t1CznSy25cWwRa9dAbWVkdSxz5Y/nPXWknpY7d9b1wtyvt8LRQeFlg5yQf50eWrp2c48RaNRzwiCmU95/HWNQn/dZ7dnmaHcf/ALhj/ntD+6z26/8AEdx/+4Y/57XSRqbNDUJ/3We3X/iO4/8A3DH/AD2h/dZ7df8AiO4//cMf89qKKbNDUJ/3We3X/iO4/wD3DH/PaO0bpOWFXapDpESk3A2/OkNRWy5HZ4AtxaUpJIdJAyeeAeWeR1FFM+hoaGoohoaGhqKL/9k=" width="457px" alt="how to calculate maximum profit"/></p>
<p>
<p>The last section will cover how to calculate profit percentage. Your desired profit margin is the amount of profit you want to make on each sale, expressed as a percentage of the total cost. Total revenue and total costs for the raspberry farm are shown in Table 1 and also appear in Figure 1. Aside from this, Countingup’s app lets you create and process unlimited invoices on the go. It notifies you when you receive invoices and automatically matches them to payments. These tools help you track your earnings and expenses, so you can easily calculate maximum profit and plan for the future of your business.</p>
</p>
<p>
<p>Finding your small business’ maximum profit, in particular, can help you understand how to improve your performance. But if you’re wondering how to calculate maximum profit in accounting, you’re not alone. Finally, this calculator deals with raw numbers, but there are other useful metrics when it comes to calculating profit. Sometimes instead of the monetary amount, you want to know the numbers expressed as percentages. In this case, there are two important metrics you can calculate.</p>
</p>
<p>
<h2>Revisit Your Calculations Regularly</h2>
</p>
<p>
<p>This is the percentage of the selling price that is turned into profit. If you want to know more about it, our profit <a href="https://www.cryptominer.services/">https://www.cryptominer.services/</a> margin calculator is a great tool. Keep in mind that it will be different when talking about large production lines.</p>
</p>
<p>
<p>If you are wondering how to calculate gross profit, we have great news for you. Our profit calculator can be used as a gross profit calculator to calculate gross profit. If you need to include things such as taxes or the cost of transportation, the result will be profit in a more general sense. The profit calculator is a simple tool that lets you calculate the profit that is earned  when selling something. This article will show you how to calculate profit and explain gross profit.</p>
</p>
<p>
<p>Profit sharing is a system where employees receive a portion of the company&#8217;s profits, usually as a bonus or part of their compensation package. Keep an eye on your competitors’ pricing strategies and adjust your prices accordingly to remain competitive. Add this calculator to your site and lets users to perform easy calculations.</p>
</p>
<p>
<h2>Products and Services</h2>
</p>
<p>
<p>A cash is actually the flow of the money to and from a company’s account. On the other hand, revenue refers to the margin earned by making a handsome deal with the buyers regarding sales and can be exactly determined by using maximum profit calculator. Notice that marginal revenue does not change as the firm produces more output. A big part of knowing how to calculate maximum profit in accounting is having clear financial records to help you understand your expenses and profit. This way, you can find ways to improve with profit maximisation.</p></p>
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