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	<title>Ludwig &#38; Robinson PLLC &#187; Malware</title>
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		<title>Conflicting Results in Recent Funds Transfer Coverage Cases in Virginia</title>
		<link>https://www.ludwigrobinson.com/blog/?p=198</link>
		<comments>https://www.ludwigrobinson.com/blog/?p=198#comments</comments>
		<pubDate>Mon, 29 Jun 2020 21:41:00 +0000</pubDate>
		<dc:creator><![CDATA[Ludwig &#38; Robinson PLLC]]></dc:creator>
				<category><![CDATA[BANKING & FINANCE]]></category>
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		<category><![CDATA[Account Takeover]]></category>
		<category><![CDATA[ACH Fraud]]></category>
		<category><![CDATA[BEC]]></category>
		<category><![CDATA[Business Email Compromise]]></category>
		<category><![CDATA[Computer Fraud]]></category>
		<category><![CDATA[Cyber Insurance]]></category>
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		<category><![CDATA[UCC Article 4A]]></category>
		<category><![CDATA[Wire Transfer Fraud]]></category>

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		<description><![CDATA[Three recent insurance coverage cases arising from fraudulent email/funds transfer schemes in the Eastern District of Virginia arrived at different results. In Midlothian Enter., Inc. v. Owners Ins. Co., 2020 U.S. Dist. LEXIS 30237 (E.D. Va. Feb. 5, 2020), hackers &#8230; <a href="https://www.ludwigrobinson.com/blog/?p=198">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p>Three recent insurance coverage cases arising from fraudulent email/funds transfer schemes in the Eastern District of Virginia arrived at different results.</p>
<p>In <i>Midlothian Enter., Inc. v. Owners Ins. Co</i>., 2020 U.S. Dist. LEXIS 30237 (E.D. Va. Feb. 5, 2020), hackers obtained access to a business owner’s email and directed a fraudulent email to an employee to send a $42,000 wire. The insured sought coverage under policy endorsements for “money and securities” and “forgery or alteration.” The court held the first “does not cover a loss caused by an employee . . . voluntarily wiring money to another account due to a fraudulent email,” finding its “voluntary parting exclusion” applicable. <i>Id</i>. at *9-10. As to the latter, the court found “an email from a business owner telling an employee to wire money to a bank account does not have the same form or legal effect as a check, draft, or promissory note” and “does not constitute a ‘covered instrument’ under the explicit terms of the endorsement.” <i>Id</i>. at *11.</p>
<p>Weeks before another judge found emails covered in <i>Quality Plus Services, Inc. v. Nat’l Union Fire Ins. Co</i>., 2020 U.S. Dist. LEXIS 7337 (E.D. Va. Jan. 15, 2020). There an insured’s employee sent five wires totaling $1.6 million to overseas accounts based on fraudulent emails ostensibly from its CEO. The court held coverage otherwise existed under the policy’s Funds Transfer Fraud Provision, which covered “loss of Funds resulting directly from a Fraudulent Instruction directing a financial institution to transfer, pay or deliver Funds from the Insured’s Transfer Account.” <i>Id</i>. at *8. Though the emails were not payment orders (<i>i.e. </i>under UCC Article 4A), the court appeared to find them covered under the policy’s partial definition of Fraudulent Instruction as “an electronic, computer . . . or written instruction initially received by the Insured” which was “fraudulently transmitted by someone else without the Insured’s or the Employee’s knowledge or consent,” and thus constituted an “Occurrence” or an “act or event” that “directly” causes the insured’s loss. <i>Id</i>. at *20. Applying a but-for test, the court concluded: “Without the emails, Quality Plus would not have suffered the losses.” <i>Id. </i>at *21. Ultimately, the court denied cross-motions for summary judgment, given fact disputes over (1) the location from which the fraudulent emails were sent, implicating the policy’s territory condition that was limited to the United States and Canada, and (2) the number of individuals who sent them, implicating the $1 million per Occurrence limit of liability. <i>Id</i>. at *22-28. The case then settled, weeks before trial.</p>
<p>Similarly, in <i>Cincinnati Ins. Co. v. Norfolk Truck Ctr., Inc</i>., 2019 U.S. Dist. LEXIS 220076 (E.D. Va. Dec. 20, 2019), an insured sent a wire transfer of $333,724.00 in response to an imposter’s email with fraudulent payment instructions for legitimate invoices. The commercial crime policy’s “Computer Fraud” provision covered “loss of . . . money . . . resulting directly from the use of any computer to fraudulently cause a transfer of that property from inside the premises or banking premises . . . [t]o a person . . . outside those premises.” <i>Id</i>. at *2-3. The court defined “directly” as “something that is done in a ‘straightforward’ or ‘proximate’ manner and ‘without deviation’ or ‘without intervening agency’ from its cause,” citing various dictionaries. <i>Id</i>. at *31. Relying primarily on <i>American Tooling Ctr., Inc. v. Travelers Cas. &amp; Sur. Co. of Am</i>., 895 F.3d 455 (6th Cir. 2018), and noting contrary appellate authority is unreported, the court concluded:</p>
<p>the Imposter here somehow learned of the [legitimate] invoices, created a false Internet domain to mimic [the] vendor, impersonated [the] vendor, learned about [the] balance due, and sent e-mail messages . . . with false payment information. Upon receiving that fraudulent e-mail, [the insured] immediately communicated with its bank through a series of e-mails to initiate a transfer by computer as requested. Since the wire transfer involved a loan requiring documentation, it continued in a straightforward and proximate manner, uninterrupted, until the money was wired to the Imposter.</p>
<p><i>Id. *32. </i></p>
<p>Each case involved different policy provisions, which may superficially explain the varying outcomes, but coverage results in email funds transfer claims continue to be unpredictable. The computer fraud and funds transfer fraud policies in <i>Norfolk Truck </i>and <i>Quality Plus </i>were not designed to cover fraudulent emails, but rather computer hacking or unauthorized payment orders from an insured to its bank. This essential point was lost in both cases, and absent it being more effectively developed and presented, similar results may be expected to continue.</p>
<p>For further information, contact Salvatore Scanio at sscanio@ludwigrobinson.com or 202-289-7605 or Robert Ludwig at rludwig@ludwigrobinson.com or 202-289-7603.</p>
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		<title>Receiving Bank in Ohio Funds Transfer Case Allowed Questionable Damages Offset</title>
		<link>https://www.ludwigrobinson.com/blog/?p=194</link>
		<comments>https://www.ludwigrobinson.com/blog/?p=194#comments</comments>
		<pubDate>Wed, 17 Jun 2020 22:56:00 +0000</pubDate>
		<dc:creator><![CDATA[Ludwig &#38; Robinson PLLC]]></dc:creator>
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		<description><![CDATA[In a new decision in an ongoing account takeover case involving fraudulent ACH transactions, the district court, after denying cross-motions for summary judgment, ruled that should the bank lose at trial, it could set off any damages with defense costs.  &#8230; <a href="https://www.ludwigrobinson.com/blog/?p=194">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p>In a new decision in an ongoing account takeover case involving fraudulent ACH transactions, the district court, after denying cross-motions for summary judgment, ruled that should the bank lose at trial, it could set off any damages with defense costs.  <i>Federal Ins. Co. v. Benchmark Bank</i>, 2020 U.S. Dist. LEXIS 23315, *32 (S.D. Ohio Feb. 11, 2020).</p>
<p>Previously, the court dismissed all non-UCC Article 4A counts, including breach of contract and violation of federal banking statutes.  <i>Federal Ins. Co. v. Benchmark Bank</i>, 2018 U.S. Dist. LEXIS 11152 (S.D. Ohio Jan. 24, 2018).  Addressing the contract claim, the court found the account holders were not parties to any relevant electronic banking agreement with the bank; rather, the agreements were between their related entity and the bank.  <i>Id</i>. at *13-15.  Apparently not raised in that earlier decision was the settled rule that in the absence of an applicable agreement identifying an agreed security procedure, the bank would bear strict liability for any unauthorized payments.  <i>See</i> UCC §§ 4A-202(b), 4A-204(a).</p>
<p>Now on summary judgment, the court concluded the bank’s security procedures were commercially reasonable as a matter of law under UCC § 4A-202(b), though it did not use common multifactor authentication (<i>i.e</i>., the use of two of: something the user knows, something the user has, and something the user is).  2020 U.S. Dist. LEXIS 23315, at *32.  The court held nonetheless that the bank’s use of “layered security by utilizing unique usernames and passwords, security challenge questions triggered by a risk algorithm, account lockout after three unsuccessful login attempts, IP blacklisting, and dual authorization” satisfied banking agency guidelines, relying primarily on dual authorization.  <i>Id</i>. at *25-29.</p>
<p>In considering Article 4A’s good faith requirement, the court initially indicated the bank “acted according to the reasonable expectations of the parties,” where the customer understood it was “not checking whether a receiving entity had a relationship to or prior history” with the customer, “whether a recipient&#8217;s name was of Eastern European origin, or where an originating IP address was located,” because the ACH agreement provided the “purpose of the security procedures in place was ‘for verification of authenticity and not to detect an error in the transmission or content of an Entry.’”  <i>Id</i>. at *34-35.  The court nowhere took into account customary industry practices in considering whether the bank should have applied fraud detection to the transactions, including if the customer previously sent transfers to such recipients.  The court concluded, however, there were genuine issues of material fact on whether the bank accepted the transfers in good faith and in compliance the ACH agreement and customer instructions, noting numerous transfers exceeded the agreement’s $50,000 limit per ACH transfer, and a dispute over whether the customer’s employee had authority to conduct transactions on certain accounts.  <i>Id</i>. at *36-40.</p>
<p>In a remarkable coda, the court upheld the bank’s setoff defense for attorney’s fees based on an indemnification provision in the customer agreement.  The court concluded that indemnification was not inconsistent with UCC Article 4A, allowing the bank to set off its attorneys’ fees and costs against a plaintiff’s damages claims, 2020 U.S. Dist. LEXIS 23315, at *46-49, misciting <i>Choice Escrow and Land Title, LLC v. BankcorpSouth Bank</i>, 754 F.3d 611, 625 (8<sup>th</sup> Cir. 2014), where the bank was the prevailing party.  In contrast, Benchmark Bank sought to invoke the provision even if it were found to be the responsible, non-prevailing party.  The court’s holding adopting that notion is inconsistent with the objectives of UCC Article 4A, if not the contractual indemnification language irtself, which the court did not construe.  Apparently no motion for reconsideration was filed, and shortly after the decision issued, the case settled.</p>
<p>For further information, contact Salvatore Scanio at sscanio@ludwigrobinson.com or 202-289-7605 or Robert Ludwig at rludwig@ludwigrobinson.com or 202-289-7603.</p>
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		<title>Cybercriminals Exploiting COVID-19 Pandemic for Funds Transfer Fraud</title>
		<link>https://www.ludwigrobinson.com/blog/?p=189</link>
		<comments>https://www.ludwigrobinson.com/blog/?p=189#comments</comments>
		<pubDate>Tue, 28 Apr 2020 19:10:32 +0000</pubDate>
		<dc:creator><![CDATA[Ludwig &#38; Robinson PLLC]]></dc:creator>
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		<guid isPermaLink="false">http://www.ludwigrobinson.com/blog/?p=189</guid>
		<description><![CDATA[In April 2020, the FBI issued four notices detailing the increased level of cybercrime seeking to exploit the COVID-19 (coronavirus) pandemic. Cybercriminals are exploiting the pandemic in countless ways, from preying on human vulnerability to taking advantage of the increased use of online &#8230; <a href="https://www.ludwigrobinson.com/blog/?p=189">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p>In April 2020, the FBI issued four notices detailing the increased level of cybercrime seeking to exploit the COVID-19 (coronavirus) pandemic.</p>
<p>Cybercriminals are exploiting the pandemic in countless ways, from preying on human vulnerability to taking advantage of the increased use of online banking and electronic payments. The scams include credential phishing, spam email campaigns, malware, and business email compromise (BEC).</p>
<p>According to the FBI’s Alert No. I-040120-PSA, <a href="https://www.ic3.gov/media/2020/200401.aspx" target="_blank"><i>Cyber Actors Take Advantage of COVID-19 Pandemic to Exploit Increased Use of Virtual Environments</i></a> (Apr. 1, 2020), its Internet Crime Complaint Center received over 1,200 complaints as of March 30, 2020.  The FBI Alert warns that “during this pandemic, BEC fraudsters have impersonated vendors and asked for payment outside the normal course of business due to COVID-19.”  As defined by the FBI’s Internet Crime Report (2019), BEC “is a<b> </b>sophisticated scam targeting both businesses and individuals performing a transfer of funds. The scam is frequently carried out when a subject compromises legitimate business email accounts through social engineering or computer intrusion techniques to conduct unauthorized transfers of funds.” In 2019, there were 24,000 complaints of BEC scams, with a total loss of $1.7 billion.</p>
<p>On April 6, 2020, the FBI issued a press release<b>, </b><a href="https://www.fbi.gov/news/pressrel/press-releases/fbi-anticipates-rise-in-business-email-compromise-schemes-related-to-the-covid-19-pandemic" target="_blank"><i>FBI Anticipates Rise in Business Email Compromise Schemes Related to the COVID-19 Pandemic</i></a>, in which it detailed recent examples of BEC attacks:</p>
<ul>
<li>A financial institution received an email allegedly from the CEO of a company, who had previously scheduled a transfer of $1 million, requesting that the transfer date be moved up and the recipient account be changed “due to the Coronavirus outbreak and quarantine processes and precautions.” The email address used by the fraudsters was almost identical to the CEO’s actual email address with only one letter changed.</li>
<li>A bank customer was emailed by someone claiming to be one of the customer’s clients in China. The client requested that all invoice payments be changed to a different bank because their regular bank accounts were inaccessible due to “Corona Virus audits.” The victim sent several wires to the new bank account for a significant loss before discovering the fraud.</li>
</ul>
<p>Also on April 6, 2020, the FBI issued a further warning, <i><a href="https://www.fbi.gov/news/pressrel/press-releases/fbi-warns-of-money-mule-schemes-exploiting-the-covid-19-pandemic" target="_blank">Money Mule Schemes Exploiting the COVID-19 Pandemic</a></i>.  The FBI anticipates a rise in work-at-home schemes to recruit money mules to wittingly or unwittingly facilitate the laundering of fraudulent funds transfers.</p>
<p>On April 13, 2020, the FBI issued another release, <a href="https://www.fbi.gov/news/pressrel/press-releases/fbi-warns-of-advance-fee-and-bec-schemes-related-to-procurement-of-ppe-and-other-supplies-during-covid-19-pandemic" target="_blank"><i>Advance Fee and BEC Schemes Related to Procurement of PPE and Other Supplies During COVID-19 Pandemic</i></a>.  The FBI’s warning reports on evolving schemes being utilized to exploit the coronavirus pandemic.</p>
<p>The FBI is often the first place to turn for assistance when a business is the of a cyberattack that results in fraudulent wire transfers or ACHs. If contacted within 48 hours of the theft and a loss threshold is met, the FBI may be able to identify whether any of the funds may be recovered.</p>
<p>The next option would be potentially responsible third-parties.  L&amp;R recently presented a paper at an American Bar Association Conference, titled <a href="http://www.ludwigrobinson.com/blog/wp-content/uploads/2020/02/ABA-Cybercrime-and-Electronic-Funds-Transfers.pdf"><i>Technology and Salvage: Using Social Media in Recovery and Allocating Cybercrime Funds Transfers to Third Parties</i></a> (Jan. 31, 2020), that discusses the latest trends in cybercrime involving fraudulent transfers and how losses are allocated between businesses and third-parties, particularly banks.</p>
<p>Generally, the focus is on the beneficiary’s bank in the business email compromise scenario and on the receiving bank in the malware/account takeover situation.</p>
<p>As detailed in L&amp;R’s recent paper, the beneficiary’s bank (<i>i.e</i>., the bank of the beneficiary of the funds transfer where the funds are ultimately transferred) has potential liability exposure for fraudulent funds transfers arising in the business email compromise scenario under any of the following:  (1) the bank “knows” that the name and account number on the wire transfer order refer to different persons; (2) improper bank conduct took place before the funds transfer, such as at account opening; (3) improper bank conduct took place after the wire transfer; or (4) where the bank accepted funds when it knew or should have known that the funds were fraudulently obtained.</p>
<p>In the malware/account takeover scenario, the receiving bank (<i>i.e</i>., generally the customer’s bank from where the transfer originated) has liability exposure for fraudulent funds transfers, unless the bank proves: (1) the bank and customer agreed that the authenticity of a payment order would be verified through a “security procedure;” (2) the security procedure agreed upon is “commercially reasonable;” (3) the bank processed the payment order in “compliance” with the security procedure; (4) the bank processed the order in compliance with any written agreement or instruction of the customer; and (5) the bank accepted the payment order in “good faith.”</p>
<p>For further information, contact Salvatore Scanio at sscanio@ludwigrobinson.com or 202-289-7605 or Robert Ludwig at rludwig@ludwigrobinson.com or 202-289-7603.</p>
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		<title>Technology and Salvage: Using Social Media in Recovery and Allocating Cybercrime Funds Transfers to Third Parties</title>
		<link>https://www.ludwigrobinson.com/blog/?p=185</link>
		<comments>https://www.ludwigrobinson.com/blog/?p=185#comments</comments>
		<pubDate>Fri, 28 Feb 2020 20:34:24 +0000</pubDate>
		<dc:creator><![CDATA[Ludwig &#38; Robinson PLLC]]></dc:creator>
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		<description><![CDATA[Robert W. Ludwig and Salvatore Scanio presented their paper, Technology and Salvage: Using Social Media in Recovery and Allocating Cybercrime Funds Transfers to Third Parties, at the Fidelity and Surety Law 2020 Midwinter Conference of the American Bar Association, Tort &#8230; <a href="https://www.ludwigrobinson.com/blog/?p=185">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p>Robert W. Ludwig and Salvatore Scanio presented their paper, <em><a href="http://www.ludwigrobinson.com/blog/wp-content/uploads/2020/02/ABA-Cybercrime-and-Electronic-Funds-Transfers.pdf">Technology and Salvage: Using Social Media in Recovery and Allocating Cybercrime Funds Transfers to Third Parties</a></em>, at the Fidelity and Surety Law 2020 Midwinter Conference of the American Bar Association, Tort Trial &amp; Insurance Practice Section, in New York, New York on January 31, 2020.</p>
<p>The conference theme was, “A Whole New World: The Impact of Technology and Cybercrime on Fidelity Policies.”  They were joined by Joseph S. Szary of Great American Insurance Group.  Their presentation addressed the latest trends in cybercrime involving fraudulent funds transfers and how losses are allocated between insureds and third-parties, particularly banks. They also discussed how social media may be used effectively in locating businesses and individuals, their income and assets, and covered applicable regulatory guidelines. Their discussion included the recent opinion by the 11<sup>th</sup> Circuit Court of Appeals, <i>Peter E. Shapiro, P.A. v. Wells Fargo Bank, N.A., </i>2019 U.S. App. LEXIS 35604 (11<sup>th</sup> Cir. Nov. 27, 2019).</p>
<p>For further information, contact Salvatore Scanio at sscanio@ludwigrobinson.com or 202-289-7605 or Robert Ludwig at rludwig@ludwigrobinson.com or 202-289-7603.</p>
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		<title>Banking Regulators Issue Joint Statement on Heightened Cybersecurity Risk</title>
		<link>https://www.ludwigrobinson.com/blog/?p=180</link>
		<comments>https://www.ludwigrobinson.com/blog/?p=180#comments</comments>
		<pubDate>Wed, 29 Jan 2020 22:35:31 +0000</pubDate>
		<dc:creator><![CDATA[Ludwig &#38; Robinson PLLC]]></dc:creator>
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		<category><![CDATA[Malware]]></category>
		<category><![CDATA[Multifactor Authentication]]></category>
		<category><![CDATA[OCC]]></category>
		<category><![CDATA[Risk Management]]></category>
		<category><![CDATA[Salvatore Scanio]]></category>
		<category><![CDATA[Social Engineering]]></category>
		<category><![CDATA[UCC Article 4A]]></category>

		<guid isPermaLink="false">http://www.ludwigrobinson.com/blog/?p=180</guid>
		<description><![CDATA[On January 16, 2020, the FDIC and OCC issued a joint statement (FDIC FIL-3-2020 , OCC Bulletin 2020-5) to remind banks of sound cybersecurity risk management principles.  The statement observes, “Cyber actors often use malware to exploit weaknesses in a [bank’s] &#8230; <a href="https://www.ludwigrobinson.com/blog/?p=180">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p>On January 16, 2020, the FDIC and OCC issued a joint statement (<a href="https://www.fdic.gov/news/news/financial/2020/fil20003.pdf" target="_blank">FDIC FIL-3-2020</a> , <a href="https://www.occ.gov/news-issuances/bulletins/2020/bulletin-2020-5a.pdf" target="_blank">OCC Bulletin 2020-5</a>) to remind banks of sound cybersecurity risk management principles.  The statement observes, “Cyber actors often use malware to exploit weaknesses in a [bank’s] computers or networks. They often obtain access to financial institution systems and networks by compromising user credentials and introducing malware through social engineering [bank] employees and contractors with phishing or spear phishing attacks.”</p>
<p>The Joint Statement focuses on six key aspects of cybersecurity risk management, which we summarize as follows:</p>
<p><b><i>Response, Resilience, and Recovery Capabilities.  </i></b>Maintain comprehensive, documented, and current incident and business resilience plans that include responding to and recovering from a destructive cyber attack.  One consideration is the use of cyber insurance as part of a broader risk management strategy.</p>
<p><b><i>Identity and Access Management.  </i></b>Use and validate the effectiveness of authentication controls, such as multifactor authentication, to segment and safeguard access to critical systems and data on the network.</p>
<p><b><i>Network Configuration and System Hardening.  </i></b>Review the appropriateness of default system settings, change default user profiles, configure security settings, implement security monitoring tools, and apply security updates and system patches.</p>
<p><b><i></i></b><b><i>Employee Training.  </i></b>Ongoing employee training on recognizing cyber threats, phishing, and suspicious links.</p>
<p><b><i></i></b><b><i>Security Tools and Monitoring.  </i></b>Use qualified cybersecurity staff or provider to actively monitor systems for network threat and vulnerability information available from industry sources.</p>
<p><b><i></i></b><b><i>Data Protection.  </i></b>Maintain a data classification program to identify sensitive and critical data.  Encrypt or tokenize sensitive and critical data in transit and at rest.</p>
<p>The Joint Statement is the latest in a growing line of cybersecurity regulations applicable to banks.  For a discussion of relevant guidelines, see L&amp;R’s latest article, Robert W. Ludwig, Salvatore Scanio, and Joseph Szary, <i>Technology and Salvage: Using Social Media in Recovery and Allocating Cybercrime Funds Transfers to Third Parties</i>, Am. Bar Ass’n, Tort Trial &amp; Insurance Practice Section, Fidelity and Surety Law 2020 Midwinter Conference, Jan. 31, 2020, at 25-30.</p>
<p>Like other banking agency guidelines, the Joint Statement also expands the guideposts for evaluating whether bank security procedures are commercially reasonable under UCC Article 4A. <i>See, e.g.,</i> <i>Patco Constr. Co., Inc. v. People’s United Bank,</i> 684 F.3d 197, 201-04 (1<sup>st</sup> Cir. 2012).</p>
<p>For further information, contact Salvatore Scanio at sscanio@ludwigrobinson.com or 202-289-7605.</p>
]]></content:encoded>
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		<title>Federal Reserve’s Secure Payments Task Force Concludes After Issuing &#8220;Payment Lifecycles and Security Profiles&#8221; and &#8220;Information Sharing Data Sources&#8221;</title>
		<link>https://www.ludwigrobinson.com/blog/?p=139</link>
		<comments>https://www.ludwigrobinson.com/blog/?p=139#comments</comments>
		<pubDate>Wed, 12 Sep 2018 22:08:09 +0000</pubDate>
		<dc:creator><![CDATA[Ludwig &#38; Robinson PLLC]]></dc:creator>
				<category><![CDATA[BANKING & FINANCE]]></category>
		<category><![CDATA[CORPORATE]]></category>
		<category><![CDATA[INSURANCE]]></category>
		<category><![CDATA[LITIGATION]]></category>
		<category><![CDATA[ACH Fraud]]></category>
		<category><![CDATA[Card Not Present]]></category>
		<category><![CDATA[Card Present]]></category>
		<category><![CDATA[Card Present PIN]]></category>
		<category><![CDATA[Check]]></category>
		<category><![CDATA[Check Fraud]]></category>
		<category><![CDATA[Contactless]]></category>
		<category><![CDATA[Cybercrime]]></category>
		<category><![CDATA[Data Breaches]]></category>
		<category><![CDATA[EFT Fraud]]></category>
		<category><![CDATA[Federal Reserve]]></category>
		<category><![CDATA[Information Sharing Data Sources ACH]]></category>
		<category><![CDATA[Malware]]></category>
		<category><![CDATA[Mobile Payment]]></category>
		<category><![CDATA[Online Banking]]></category>
		<category><![CDATA[Payment Card Fraud]]></category>
		<category><![CDATA[Payment Lifecycles and Security Profiles]]></category>
		<category><![CDATA[Salvatore Scanio]]></category>
		<category><![CDATA[Secure Payments Task Force]]></category>
		<category><![CDATA[SWIFT Fraud]]></category>
		<category><![CDATA[Wallet]]></category>
		<category><![CDATA[Wire]]></category>
		<category><![CDATA[Wire Transfer Fraud]]></category>

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		<description><![CDATA[The Secure Payments Task Force, a coalition of over 200 payment industry stakeholders convened by the Federal Reserve, recently concluded.  For the last three years, the Task Force has worked to advise the Federal Reserve on payment security matters and &#8230; <a href="https://www.ludwigrobinson.com/blog/?p=139">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
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fDJq3jUE4j2kZqlW9NbN8n4mlYZ/XEfWNouHrsNrUONQfefUjtfLvKn3M9OsoGncshCzsUUp55ZLqHOLSqNk3cWRkY8Tr1L3YRUbP+QS5wYbJtlY0sL5S6LnXRe+JxocfLhEy3rbZSxUSZwmtOB4NGXUpVglPhRmnTQaWobQ0l4ZFkzQRkLkRG6zPhp4wpUR13Ihc5n7vIpCSckChnXdKIs4BBlR2AUJwF9OglsCAADPPPz3ymMbxtp6UIuGFWMBvWK4qxH0zKw5sqM3Nz0UlmYP1MW5+NUGA3itHdzY71sbKyWjZ3Vsr2/XnbKVtmfkP5NordBm+pjHDigFHQDU262zE4ul3Nnbi1LS8tlbfVaubZ+0Zdb0QOfWldcg8YJ97lNa2zMzy8oLB64KkWfJkqtpz/IqDpFfsUBuqh+Ymy08z/u9x8mlqduPbYmOoEJrYVOEDcECK8BT459+RFKrof8nLiAEISF010aGtAUnMxT0A2odfgv4HqDdUg7OrZRiAGMtK+Go3MDxtFLP13GW2CSMlgWY2jIsQvPEzgurdiQm5pxOuW5J2V/fyceYhCdbEfiYrhxiTXwepyWf0WOpLf5I7gVqGMcbsJJecdBj4s/LNenjdDsJvYWmPQZ1MgidWuII/laUeKULPFigNdThUobOqFTfV15yS0ukfYQxkLoO4sck50nHBWDpimY9mi5gKgn2lcX6PrrPPOmkHkR+BJBDQflCApMB7+V1acJ1sUTIBa/kF+La7k5FGbNKBCPMRu/LUQqQLnMdXeQMsLPINwJZxSyjH+NE/FEby+hhj5UfPmhR2pDjr/qIHHADkr9YuxaJn3TwRiTPiQ9yjndeRGO00loij51EObBhZkZGW4LNuC4ZWJudt6Xp4D5uTktmHPG9YMOKse9Rdtbm77Je3t7u+zXBw/Q0YPdPS1q28bhpC7SZQZyylahuyxKnsrG/W7ySZdr55DEzZO5kbTqgNBZyU8uUmra4JKmy7M4C4mLZ7T38FBGZ3MZVRgV+yi4uo4mkaztkYNL1678gw4p5+Mg9W4cTNb5pIcYwz3kmEa0MZdNyWibmpr1Ze4ZrUPoKzzs7slgOtjRJkH6pY3C/qH8Om95nAjHhmDDD5xLYyINNHBUh8ywcm7l1nL+/E1+0OHhi/eVjb2rorcjjjjxFjK4hxmekkE5XxbnzqjMBdd19cpljYF1GO9klDpkX+U8LqwzNRUe5FtXg6WubAC4Qxl9JiH6Y2p2cuWNsBIuGaDimtbseO1qTgChk5iEXo9tcuHZ0XwLFQ9c+y1EzFWP1FMnNTLMX2IChMDNujOnD7tck5WtTqjJgTcA0ow/yAuakTbESfqkk9LG088wZbqwwOFhvEKWw2GkoUCEmfgPUy5M/Ez0cuzGY0euvzqBGsDlqTiVHUkXJM10xNu2AU6vYacPXU0HJ/HGlamYnwGAUqUmVQh+8wdnzasQGgk/pHfrtZzlFKkexEU7Qg9yHzWojOQWBphkh3MZ0pRkiBb2hmESr6D0pA+KZWt5i5YW6IDACAif7nEdHSlkF7wOcTsc+K8Aj550qnMaRCtkXx/nfk+g8p4Q5Y5sDuV8qd/JkVenBzjWL7IhNXkNnADx5j9AwoTXOgZah9eBiVdniDEQgB90uvIV6J8skf4IqMyI8SbwTf/CTjlTT5bNOlvZtmHGsqO4HNesR0rkgYaZ2Rk/eWqaou8n0dUmjDCMKIw9P70nA4uHmoDd3Z2ysRnGW1w63S47O3E5iRnCCqmKYs7AYEL3iVc9I8yym/OJ/2LxtYIS1lySkLodOYFHOJ2bx08XAxTu+gaIxZNsYyEHwiTJD+ONBxmMGr5/GlC6qVCOKP7vwSX9tl//oAK8neROgnhdR+uUpvHhuUTOV34w2niwZHKxzE0vl9lp+dpEsGHYP9gruzvbZWt7rWzvrZedvc2yd7gVRvfEnuqnw9CRg1Bx0Uuob/8wRDo1+w46G2Lnzt3kcXHtykVfOuVBB/A8z7iUDEfGsnBCq/UrojwANDs3bx3mBJq6u2rlJw/8SkLRx0GwpiGXLsn4vSOFnN8vFzA1P7H8RgsfduqgZSi0SIBxlERDmNhiURolRnqUb51+u0YpHv+Rbhd/XWolF0fnFUOzVex6iQdCxvvyLR992R6SVpsWkJi42OGO4mU80xyW3+JmPIFQprc4QFdO4TZ/pHwNpw8QzokiF4Ysm65bOETZ91X5UkpdSHxbi8pXGglwMs2DDixMUuJ25wzN42Acv9m2YTgxk8cE0tMltHUS7npzkJ7xJlkAdrpajl9FIwx+5B0FMI1dHb9IUj5lKEaSoH+gIRJsdGmimERXuc9CI9t8ye9rG44rwk2cajTJMO1Q1LTUL9Bi0UncaHfllKCBKYqUmFRBifrljENa4EMtXObJM3JAGz5pYSKtdTcC1kv5gV1/KZ9y7lyAY6av/G5+anEiDE6vVV2jnW5fSTVUXQs1LqSjPECLhSVirqfqb4dp/gLfYeX74QI5CiJDNkaEfZIObsUHsmzCMD5l3Yo/jznFOXXiiVPud6MexionYL4dQvnxIMJOmZ5h8WSB4tUgB37IgYV2c2ujbGox3dnVIrq/ayOO0xD8PRlxtJlxkm3t5g1V7/bYkQOvcqin6LenbDig9cHO+HgYzaPNPSjMv2SQqRGKOQ6T0rSNE3iQM65/grp1n3yH8y94+3ScAZ4g+lkCbR+49epr9w8DhZHEla6mOZHXJ9gWQA/1N1NPwrhMOi/DjaegWU+4xxK9295dL1v70rWDjbIro21/Mow2esMURdeGEJEm3KWZF21MjB09OHWoGmc4RbulzM8vlmtXL5drqxfLzsSm0DHkPRt3PCfrtNURkfGrReZiDO3uoP/xwIMl4x9ActEvqeiIkyst8xfBEXnGYBgHjCUKt24IpI3DG+/ANNjKFUSDSU4imZYAo/3g/IwDCtQcZQKEI84gCcMt0ri05JlDLiH4Po6/Nn044IgfV+6RwpA2QNq4Otu0Nj7EBZioWgOohWFZQpnm9Fos2+hJj3Q5D5Ta35ne1mO8BoinpAinSzgpHn13tB9anBY34TPVN48E4IKWTkpAXkbFQqQBDGt2blxmCqMX8MSG4cXlnYmZri0A4yzOCTRVKIzz6V7VY04ReB0INLmxVwFfBocOx/9hxACUaeXRda54JJ06o16Tvw4cJ9u2T4bwSPom6fSUxuvw8QD9G2jIMRD6fRII4QSkVg5tU/u0PtEPFMioIs0nTdeRTcI4WqRl3Ply3OvWGYhK4onRPW7ENu6+bwbf2dlWCZ4G3fXloZ2dzXrD9o4MujDUMPDSYIt3t8XmjYUs8uJJVOaB6RnpMid7lY+W1+AP/Y1FPviI8Dg4Lr0H6J0ss6DBeIlxEyJCvx6pXn364FaLjevr1h88QH5sBjCKkJjvV9N8xaVGXorLHdH9DF/xFcVJ8+TPlOnDhTI3sVJmJ86UuSn500vCnPRraNa3r5XNvatl6+Bq2ZHxtrfPq17i9R++LP5IQMYe9QJ4k+Jxxu97O1sWF5bKljYj6xtXy97hduU5OiT7pZ11AkJn/YoS8Yp+z8/zqp2QhnWLIqFUjxAeYdt+jzA170uoo0qYA6z1CfUoo7EejqYljYTRxWQcjYR+kgggPpxAgliP1w/eSBotT/6QnxZ6ugHj4mnUZF6bD7TpQzeEcTjjXOImpIE1zpHXOv14omfn7ydQvUPuDWTK6Ef5nB6Rwk4+Tt9GcATEMw1wndV3avoOBj/gZxhoabbpw/BIG50a0OIFEMfv+QogsdWH0TInWzXgphtHN6HmOUlh/j05JU7QiBYE3/E6k5aGwFYhOzwAmjVkWcUpSGxcZBSoX5J394f8lEnXRnk1p6YpjOfsSE/nJP0ExYCOzg3ASbjJEy5O7wH6ZEyZysCQHrE+zbEIdhBpricSKkSspVdT/DsKpLX4fbyHPs48NEK3huknnmzjdgUAY4hxpI7qcMaVG/oetxVIi/7XeJYO5P1uXP6h//fq/aykcXpLnRheADjUj5EGDrR4Vxz+9vaWX9zre5A4eVC+H3JgbmAOkB9GHZSi85Iv6111GQexTcflSX7iOJz+sTAur0+zhPQTNML5rEXzl+vww0djaIRoBbUvunjCuHrHQ2e0HaHx2QNm300mJP3y32iTMh5O+nfIOwfny6wMt2n8qTnFOdFF7/bkNn3KtneI25KptuP+OJDaxMmenIgN6+rrOM5RlvNVeODtf3NleelCOXPuJs2He+Xy5YtlY/uq+mVXaEE9agiIUP4GRXiOL7ZMlNnZeT9Uwbhh42I2I0tgIek3+HcsSPX+CAT+eBhbYABdxTcEUzOTy28MbnvIAebJA6foUZJDRvtJJ8EDZQB9ynWYVHbbCQD0YvLMCTRdTpDw1Ka3EGmgDfnKeNDvXZvWhrPl+K0UPMGBW/EBl21c0nB65lff4RoHhjgxkY/PH+eM70uouLifJSbRWFRqYRHWFCiXlFvjDUh6CSNx+WBmWrqc7Du8E+gB1DdMAxJ3XF7A+HIqWd1xUPOrMXQ8JJ10LWRa0GDhi0ursQjS5mQt9rr8RR+SbAkJh9LMJblB6ThyNPqCPBvi4Agh6AYdfvoxSyHXEoRMNwxpgyctCEQUIGgcx+D/eHm3enEStOURccRq24e0zVPAMI9Yn+ZYBDvo05BGn1vTWj6a3FEg/Sh+n55tTpzopwR0nb7BYEq9zzHU9Qs/gzHR+q1LSLqc5nJp1C/tlROS6WMgATbKRNqLKEZXLYvrx3LwwSsbiPrS1o4MOBl3aWjyrquWZ5flr6a1/CVOh28/Nn9dWoWReJM+Hsblj6bBQaTUdPiquiUO3I7KZg9N3HnD/KaONNCOcy207aT+Nv7fGlrdORG4JCkBqEft86seUttwIEh/pFBsGuNvtsxMyGiT4YTBNj0ZD8Sga3sHm2UPw61gtO346dF40W70Of0CmK5cJd9B1jdMb8Ei5XYSeTMTs2Vh9kw5c/YmbVqmy7Wrl8rqBq8M2ZahGLpPi1pdBQjFbS3iyD4zpGSg6Y41cm5hQRUdlJ0dnkhlXImSi0d/Ip/89b3PhI8wzdx5EhwpMAbMaQRvACTdHOABfVi+GpTr22dCMfu18voMejD4UipCoSAK4SwDHcDE5mPPCV5SGYoSQjxZkOPacj3lbxUiw0M3hEwb8ce4690XQzgXBg8KytT8DI9zCQQdb9NEbwRXDqkRpi6njYEOv4bHQZue+OlayPiN6lbSaPGHcaXIIaujvA3r/0wCgzkvhdYLpJrMduIm3XpJ1H2nP2lumZLOxpNaM5ogZzSp8JCJTUC5+DUtxoDKHxxogtJC63d+Tc2qMi6p9u08KkvVwiTlWSbqFCHh4dr+jXxKkRYnfTcOUSZpjYlTp+sI/a2CMkfp/uDDeH0Csr158sYJqZ/clK/OcClkm73SQqu3hDMOvRyDps2rgIizCasnbDjwyUNXuAmbtDj1Ut2qmHjcnA1dTkkCz5dHMfb40oLSbMBp0bIRh9EmfHwAn3wc9IjDSxiWVY9wgujnvi1JK9uRkPk3DId92YReb2grtKKN6DladRIE5sk4/z1CXgL1E7jVMb/wgIpFzGVUzUPcXzZ1KKPtkPvalsNNzst405wjA31XRtvOwVrZOeQ9bZtlV3OctEkGFH1NTfygG3G7U4B8z1fpMv36wEM8sD11wP12c2X5zIWyML9QNtbW/PWQ/QM+icU8Sa9CF2w5NarVuwhn3cqX3vBy++0t7gPdL7MLi36owfceG8XCCueEdKT/wYCp2cmlNwZDg8biaGNNa/PGw2j+EN9jrBPA9cHl6wIVtLIc8QjFBBKuhxTusJ6gkWVb/m4kDGScX04miY+4QV6HQ3r1W8hyCYTbCa/NT7+d2Nu81vU4UsQ6+eNQSE+qUnb6g0GLc564C8nFMHCoTrLQGkLW1YZbl+kJbTrQ4rR5bXgcjJv4A/9o+jg4Spv4jbreC6gS69KIEwl91NKnFKYW7eg8ScaujSaw1HSONjtEPErazyZV+m67HDvGOI1Tn8VaLQfRo7JznEprnvs9ckiqQO3Bm2MDGi20eePCna9K6uj1b0LER4Ey6Ybg0l26YxEcgDd0NRwQeC3NmuLfHhTvO/AG6or+AvDz5I0NURo7w3FjSgq35RKG6bgcr9BN2lyC8tjlhEu4zC18Qgt8G2DVWAJc3ukYZBj9GFxafJ3HoqpFuBpy5Lcnb0kDyPAwDRdzRvBM3VZE8hqcoWvbOQ7AGQej+BkepREv2BZP1MU40xgagQEJSB6lG/UTOsk16mIa6Ybx/9buepAYI/zrz/e/yUmT/c42Lo/6tI0vxXht1RZSG0he98ELdfcPMZi0MeBydZ3TeLE0sk8ZUplPMmsk/lqIGL+j6UeBFcuXTjHeFs/79I3713jqdHNn3ZdOea0MvEBL9p5K+Mcu7AO31D4GGuO4A+FMazPNfXAAL7OOW1UctdfNj3bRKtdRcQIiPSDkNgojyMdAVnJjUA04lJ+oGqmALXU1+kaUooceN2kl1PYKhvTIOKaOTlpAEOj5ickgjLfgOZxyarl2wggI3JwkskxCGx/mJZB23ESUZZxSwwldHmn2+7Rh/tAxUY6Nq1y8sZ3JPtIzrw/LyYDL3TIA/+zQkztuTM5yAahlhK8/oQ77ZXy7aqRiN5BpR/qqLztMPxnAlUu+jyl6HM22zsRI3K7M2KIsGACZiUBKxsnnj0khcDMFsvHGci3GVUfx3QTCyjMthV2yti36LC7ZOUl6D0bUCFFCQITjRbdBx0gGYTqbBEoFDQ+hYyH6qpNL60hXYWmUKfU5LZhZOXSwmUSPgaQbMKQXsgCs6zUcELG+bJfi3x6Iy0FK3vF1BUR+pOclUxxPeqbxZjlUl+C4fFdT01sc/KQVp6x564Noq5RflAui6E+rrf6mqspQH5eybEQJwPepnPDhJ9PgFb4VVB7GHSd22/XkTX0uOkmjhUwPNoPXFjf59721OOXhnFb9MPCsvQan17xRGJdWgSxOjQwtXg27/xkTjDKW/EFbgs0AhSvbAzih/gYo2hV3wMwR+H8V8lanmAdC31qXrYvRySiVfhVO2zDcZm28pdEGDa4c7MtQ4+EA7mfbO5DxhtGGDrGoqw8xnCxLDPiuJsY1Pl7k52FGQMrrxhzccCK4OHe2nD1/s2nxtQXue4tLp6qbNbBrf9Q/EceN8Uf9TucBDbBCCoSwNJGYX8czO62NDd/y5TJwq0Pob5UgbRc9x0wgoeYbyGjjwAjyMQDOjeAFTM1Nnnmjm6YO5Km5CLeVJ8EbIUpZKYUvaUZ52hpwXPlBulcPCVd0mMSg4/uKlBziTvxeOO4c86z6bdREOhjQ4P6RLAceE1pOLqlUpCVkGr+k83JMHJdJ/DCAyiZOQldG+W3eEM+P/U9zH8po/QkZp97RPNqlITc95WPe2dm54lcCqL0trSwXfGiQtgac8PKFnd7VSC68jXpa+VxKYSJHaVXSsgMvaQ/BdchNqy2zc/DCdxhjl8/i0RerA1zQtifD+Ohbyri9QTthXLkhZDql8rNFQQNH3qhr6/fi35S33Cbj9CMv0zuHTH46HtJvgUFvROUyRc7IZ1KsdSLTWJKNQ6ynhuTl+E6g+ssLeDXSqNOGNyT4U18F35zChBEXdKLujqjpI+NsI31KdhbQD//Oq3Hn4dc6CSETDE3Gt400cvkDwg+XoeOBXCQTNzZfHzd4SxcQMRaguEwDSnITEOG+XZkCtHi1Te7jFsDBJY+9gyZjyqdjCoMR84x6W/qbLyxNHQbHfRiR8BvI/KA7WeYXFsucxni+IBcq2b/0I/VAhjHLQtPqefAR74Wb8RwR4SnpMbppfoWKARcvVA2jCz+NsgTSMRTn6hN63GMHQCPmi9CNSPOvyvSGbLbfcqnzJ0/oHlfXUWhlJbnXMRF6n/N10vHIse/5hxPvyDDAX1CLgKZNeaSAxYjKePTn9QBc6svNVwggSwa1sdBlxbjMP7XMvoE1sOIEJK1hvAdSemoxJlqgtjBdqIlRo/mNd7ZpbprmNg6t/xKwZMeJrAy1euvHPgZcc/WAZrpvMcxE105sHWoMUR7dIBEuojZuEZHu1XL6UVi57r9sTwtQJCfkQwgDk1eGnDt3i+9V21hdLddWL4mzTZ++AWBGSYEYtZ53NPRbq/J8Wu0cq5zVSGGpEWvl/MK8CfFCe29I9BfchB9OKIxnB/Xjiol0HAgyHPX3jt/xfwFJJ+Mnw9TS5IU3RicuqBPZ1dERdWLiNQZuYUuwJdymSy1UdmZqXgbBnO/V6AdXC8Py+qXT8f0rOjIseDIEA8VPQrFY8We8tnwIs4UY3DHIMZQwUKDDNe6cJLK+BOLdBCsglxMLbvidX1z00aqNFN4Zw0Qk3JykEtyhQ7rVJ51JDBpLZ87Y+Nrd2VH5mFCNJ1rmi3h1tWglNKGJdKEsq/y8lHh2vvLlBWNGu+m41yUXAjGpIpKl4l2a5Mg1fwYyE/ri0rIGxQXFJnwfAAqL2kelAR6sI3LrJ8zFxeWytLRkvmbEC9+Xo65u4XGbhIrvv+ixtn3g045FyXlO8rERJzkzUXNPGHR6bnpIGkmno6d2z87T7/Pd/T2Rd9RlGYfrpInuzM5KvmoLi58XHS2ALJx5qYlpyaVysyAX7Wr0QZME44rXf7CrjXe51cXW1fa4YU6LdpXtxKTGo/qUcTQl59eIUJeKeOHjZl1V7GN+0Y0FPXiCvBGjOXLiVuOZt48zcTEpkx9tB6/v3wReI4CORGnev0RbVNofoI7FyieDVX5IBAqIEHrIirJHQAieI0SDX/BjYnSxJGeoTYhwRy9SkCXzFG2aKlz2QG5hECdezAOBH31Gasgo8muKZIOhM605wpcnmckrNtyFA6AXNMNIykVbmzLpbOpubkLAy5fVmlrFdbiOx1GnpY75Rnp75uwFjanFsrmxJv3lO41wTpsZyzk3x6kbr5rJJ5v5W5Dxt7y0Uhbml0Ur5gjCvJuLy07xZCm89a8PgQ4ySpeA8cYYP6+FE9jaWg9eqc51SvI5zvlTnnu00iFvQeN6wfOVNoqaj2fYFCE74WNAhlQA6o26Tc9tdNRAWcaDN1Tq+7gfK/Qu5yT3j/up1q9cWDLP/jOW8fjj5nzzCyaNqjjopQPHOmpRPbxyo44N0vjj0CfoCS9+zEPXFqWZP/3FRogNnvrWVOCdNkQ5LlHKUxpxaJh4B0EXOirJmldpEGb8htaYKyEHpxhq3EfGiRu6Tx5yYm7ak0HkEy3PU9J406TCKl871oj4yxQceFGPoirCXOGP1qtWJB284AD9uk3RGOayTI+Q0iWj6DfNFJOL5czyTRoXZ/3aj6tXH5LubIhL5sGQY5Sv0EVIjzEPrZh1FqRD9LtkC7tUZUHyz3eEZ+z2eDWPjLgQhHrUKCAxH8acbmBNqPXRdzXk5rkvCZBSw8FR9Ev0Fb/IiTFBHax34OKCt5Pc1NL0TX6NCAOaz1tQOd/Qo3NJI94D4XRA9bnxcVIGzrQUg3stRHjftNTgDtpyLYiR+svEwkBl94kP+MPKEhrMjtJInzoi3DaMCXVlZcUTKhMUbxm3gWI6o3AkTVEW8jDe5sqOjBu/pVwdmjtkdr57mgBdnyZkFyPs0CgvOAwd+GEnKsH6EX74Ii/x9dOFI52+iDROEc+cPaf2TPvbcRhcGIFM+guLS+YH48zlWCBUzic4CjNhelCr3j0pHLQunL+pLC+vSM4yJtWu7a0NyTkmcgA6hNMFP8kii81sOXNmxQbS1samaWBEsmAw8SOvwEcdG01QvKcV/bS8vGxZbqWcFcagI59wAvG2bOvgkRORRfWNTybVZgahF8BaZjzUvOphXGNos/j4w97ymb9mZmKA0V4nxEwtYFinzOwJmChZxKc0HLlMxZNZWiiZGI0Dv+BH2SivXwx6/SE/0vw0VDUqeMydJ8CIc1IaxiJ5OPpaU4B0M2WhH+sl/evPKGki3efdcp70qpECM/CR805CTYDVMN6Y8NR2n2rEZO4TPWPAh9LcFsU105GakLJ3P+mPlwDwAAcGrswPWuB8F3KbKr5/A4IGjro1zXrx4Um4WPy4Hyf4yFL9eEzff25X0EJEbGLmbLyFgY2uhAHXQk8zZCyJcPKmMOOX8YcOo/8729vSmXiVAUaLHziQixohofrhpXGRrAVBdJkfVlbOWgf31cfra6uuw2O41k076V/0kDw3hL6mhz0mz4ufmbKmsusbq2Vzc0PxxbKyfFa8MEYZl9pgYbixwcGnzbUbTFPAxuWsFkzowQ9jE1rmmToF9J17RHHmVoxBABTzrXmGsU14S3PWzna9WZwNmtqyq3jocvRHMhFiIT38OA1nPCFPjFDG9UHIg3nNBw1wgk6ymQk95c+Cr20LYKzE+oYBFjgVjzoDxf5xjtdpoE9xKqXxRAUK+4Raf0ETzGwPPvFIBp/+gldf7VL9vjQJvvQwN4bIhFJg2sAUv4xNFyHDAC5GACesSEF0NG/AB4YGp2vkxXlbzAPUHRJiPtA6NiGZHmqeqgYjxgQGMri8cDe+MZtAxcc5fqk3Trn2NUdK08SUnLLjYUOqiHEPbvQ9PvnRZnBZ9tgkTst4W1o8V86dPy8eJ8rVy5fL5vaV+rQr6yfo+jniEqJPmSsm/RQtdsWkUtnIVmzzACq6ISyNZwjbZmAOrnKhC7wZFg148yaKfqvV5ZwM/RjbNUMQddQ2Z7o86ynpyseMw0d/ovz1QSLWxOWbE7G8xbAETgUoDbuDIUA4iFMZWBEnhcmPCSEakQzgH8eMJjQLgsbF5OrdIZMBR/QjdIA+HMJKaMM9WGDijQmXwZ68Dx2QPsDCC/68jK2drW1NXJt2vK2Zqjzxy8h0eeGjbKFwIfjOSRmSLm2Kz9ZUxanp5pxwjWc60IZRKr5piLG0vrpatpkQd7mZVHWL11ktGP54Pch9MQNcmpYcvUoKNzBvaQL1PUvikwHlCURgA0CQC0fygR+DjdO3MLBWWSg218zPgdrGfTl5EmGAFuVUJ1Q92Vf6lMfgAzY2Nuxi0ES/QYO+o3w60tMNecNxL5LfjYVgvGBHe49zsdMJHBYKjD/qp692t3fd55xyBE+B67pcPvoPl3yYpsdGGm91coQGvBgtaCHLjgAgnWaiRlf29mXM7q3JrZd9n5yojPp5SsaY373Ezl11UPjAL2ZVHSrH5TNO7ZgsfXlHdRxqLHlSh2+lTfJiJvh0OxTG6CKcjlT7kh76AY6AxcGTi/sPXHbW2W6BdSNoA9DqINuosu7/JmsII0O7BejJhaaKExsfwUsPo4RpP4706EMFa/XMIXHvWizgI/waslykh0Eci9Be3Vhg/GG8bayv28ghbNCE4MuG0KTNpLndyKjSk888M82H7pWEUcY8syEXG4UesgxtSOONMCShTQ2+ZCpD59q1a+XylYfK6upV84Wc2LTxrVToxCkcZVUSvYKGfIi5FnzFeZoWfni1AmDJUyZYCSAsXE7doRu81c2UDNJDbUbWxQNj23NolY9PyjXWAGjW5lUgkgkxLoE4QczXPDDAlYtRY/0kHmmxlihPRDsqtQL7qs+GelU0mhR9HI7k413Npxw6qD98aNiAo27mCAh30MdYnhkj/HnsqfQ+hoD4ic1D9IfrqeUUjR9l9HIiIAwlxIhTmygo39RlsHBVbWZyqcz66hofjw+DlXkpTttw8UACJ0x+EIA/84IdIHriw1LtmzAeaLt4QYM87+iPNmHA2cixkOFV85IbETJz39tFOOs5FENs9uamlsqZ5XPWp/X1a9Kja35dyZ5oWkLu65BF7yp0fUo4fuirUduhx88nUtFRNnaMF7aw6BMty1vLkA80vBa09Y3AcekBlpXoWH+gBT7Nrzy3HJ4EWkVQuECfnJRRosFyKAGRlhYzlYXQeyBKMQsRsajM7p4mHg0wd4pIk9tDMNY5GJXryQYP7IIZ6JyeuE4WaZcZBXd2hVA48aBJDQdgCKxqIstTKhwLPkDJbFMaAW3cxljFYYIngjGxuLxSJqRIO1osp2eEN6UyQjYnlHGYHWPQDIUMukxgV65c8Q7dR8ZyoRABxI+6oMkpHEaa6YskjvtSzp4974kQ4D42U2vKJx+12aEoctz/cunyw+Xq1SvqNy1EypcEpQqhDvCNsyyqgw6Qft5XuKdJWxaFZLPkU0YmcHC8Ow5BmzbFSE+XAO3sS8KcXCQd0ltcwJgDGonHwGOxwPgC+rrg/wadeACo34vMnAwiLbDoFaSEUuWjsDvd6DWN+iQvCdGXES1M0jgxWvTONMYMrYBnNhXUS7+GC37BYJHak0zkqd8x0HiTPouketQ0uaTE6Ronb9CLpw4x4jixYIMxpXKcaG6LDfEvOsGy+NNv0Kk+vDKLA24LPIIsXsS0J3Ql+bIKbVN9YBgHgHelRBU1rQHIWUY8McZpvxdhJVogFV+GJdFRIC/yWazhk69f8OqAQ18hoAD8JF7I0E48jUK0i5ubaQLfZ9zexqhg4xpzSELHL/hCRp9xYNhIqfoZuOGjv8va2LDY7Mn48Zi1/JCMEWpLAjedJ3KNQwyuixcf9PzHiEQs2RaAvqVu169wumwzJznohz9Cr3mUU7Rz585peHK6uOs5Atw9G/Qe8ZKROMOI61zcA4vxdvnSpXLp0sOaS7XRQwfAp55orkFkRFIJtWHJEzxOq20znCZX+bBZY+PH60uAHGtARenamkAcGQHZVp/AVrqpbyyy7kP0vOqzdUnloUEQdaAN++ifdIjTMy/EHRvUPXRHoU9VWf12Y5iTPKUxukYBHiIU4xwuKEcvZ5uYM9Q/NKgBeI6eokSEANeLw9DRuODLCFMHnLPJaJtaLrOTi5JRnlBzzrZdtia00ZbRtqMNJRdMpUX+C+FDWTJV/bQjDGU2KWqjeVZwHFio0T5zZ6FXfpmr5Pm0EyGLHpKhfwKQnwpSVhW434jqx6eA6mcu4c/MzJXNNW0A1vnaAgYnPAUl1z8EkpyvuqEpF7evaB7MNtWy7jfqpmKw9nbLlsYfabyqhA/xe5OgbIxRrmLEE7kcxNDWMfVXcD83ggMzsJEF/zHWuDUCWolpzmvZ6zm6CxJyUgB1OERRcAY4XdJCNLKHiEYaeQ6pXJ/euNrRnTObwQT57jRxYzoQ0H+eAkTDokMSYsdUoQkCQTPAxpLoMgkwseIP2xGTaFOGtnOJzAA/GhaaeJgI1zfWPEEGDeHIM5eeQKAdtHBtPdTBAuD21TTA8YqHT7mcsACwXYJ/4x76ksbKyjnnrq3FfTK+XIoiVEgaQTvqCMdEIYNP+DO+t0o8WSauwritaHPhyvIpP/CREOWXFpc8MXMCgQGFKHE2GAbQl+/zMozxxkkjCxhuiGNHOJJG5IwPoDPcozhatgbGQJYDkl4Cnw/inh0MQz5XJOpywtG4oB8S2roMNUoyk3K+rZzxZOPOhtyQqSE9Jo0ZJXMrAydyGzYK9vdlkPHeI1+Wpe3o1VyZnZF+ynBjkUN/ediFiY93xvl7qhhe/FGN6DOp5Z8XIKeoXk7j+Ks4NMacKc6pH5ePqNeXFjxH0EZKyhlRPyIzKpM+HJM8CBH3SQNF5Fz/CMBHr9N0TT/uwyBtjYDrgdvk4r2+2JjzwutY9cFNPzYjU1xmVTj6oD/Byk0Yes0YwGhjs7a3sxt5cjG+5Fd64Ob4TGMn+o2xD37yRt2BSx51g5e46YKytFJ09urlRRbvlaUzUNHG8bKMMG1qhCZ0d9vBfrSbmvj1Uk5cbPHEq/n2BjUwwgnP9QVE9+sHog10bZKhRp8iv7nFhbKgjRkbaxuonNpVfAC5wCDtCSCMMyuRguw0JjhlhguMDDiPCQvjVOCNgfjWnG3druSytjRcKeIUfqhDXq1GkLHR1ASMHIBfDA2IwTcLvDfJivsPGYIj+siBOJvkERD70i7hwL/yldBe0u58hOBqpSPQq4YbtzdMl/kyrQ3iDN8jlZtQGq3c5yW7cn5XW34ZQYaMX3hLX5tetIJIjEPJVUkc0kdbAgPORoBoEDBYF9EH0jr5aMaol3DRLzak0b9IAzlUPPHikLKcr38bb/PcY71YdrS+Xb1yzV8PiW+o0rPMZxTmZxRC9tDVj2h5kyKHTDQwlM4cBvBLXvQfuoHuUg9zPuss6xG8srZnHxyqA9xU0wgI/b0+JG9RM2XQUeqv448qlAnejUDMMVjwEpiv6XKiUq3X4yA6mlA0IZjvOwSwEQQ36RqwYispfAQaDogOls9fV3a0fAB4keeBSoo7QcJtJjhPePKNqfrYlY4z5Nowde7u7JV1TTRrsvzZsV67ulbuu++Bcvny5bJ2bVPx9XJtdb2srcZkrcpMA4EmLeonjEt+AH+cGhzxkHxkmZzYM04RXJw8aGjOzft+AMTCfS77UjTqjBucVX/XrqAZ9KKecBhsvtrucr4pmEnIEqqgdOTPf/KWfGWbaAmvKOE+uuWl5bK5semFK4AyfTscEvkoR8leLuDB0yITvAy4uNeGE4jAT+e4nPkQD9nHCeCQZ1zK0NZaLqGl1+HXdiWYO9HlxJWFZ2dXu60qY6qL9ofPXxgg0Av6puF8xTWumFgVkg5yYqQxwS4b+VgGRhdEO5IuhcW9/jQRKzFODJi4YnI/mIx3Me3saWLe08SsMUsx+OWkOQ1u/HgYCEOuMdZdHZXDR9Tk8UtfOCyQvvkUQ/E4zai7aBXW8hxtJ6/2c+p9sK9cAhWoJWUe41llPMfgt7hMiz2kPBOoGUc5DFJPqqJ9PEC3dW0fmistOiGHUTKRhn5w7yGXSSnIPbDtyVu0F6MrHsTxZR6NAU79kzPyUjZAp6MCz005V4kPyDLnhT6p/qor4LSnbkDyEAafyuovjSb6fXn5jGlgvG1LhwOog3k56uRSJxLlKoMXbYVxLNxc1hNiSEI/5g0SBIJ9AbXqT2lDB7CWcG8uiyD3wu3KAGWOIB8SiRdyDL8hLki5RX9xGsLtK74HTg5uyRaWfdetPwA9RteJuZrqnGvk0EFzInn3fWSMBkg7CtSZ98JRxpIj2KFHhYyRLiowCnXhK82GCPXq3/IHz3z0QL5HJgabLCu/aLfMlWm/aJd7jrVJo4j1gM0eL9pdL3sy3OJpUukF2eiVeXJ15qxyUuuk7+xFmjFwyD9QzDtO6fy2f3GAEDUQpq9inEq/mDPQ1TpfCMV0sroIh7zYKM7xrdPFs868dvWidHizGrZKgDXAvksHT9VFRwTEZpF0RfTj8ZV/oDLuFA4EgG+k8v1gjN1DX+nCZogTP7lKw+GmnpPAPAng1KA2UL9P3pS4j95m28iumG2bjnNTS9O3+EW+7B9427spijA7OIiSDmJCTP6jQL7lKjQvEuo031dSGWmhpRVAHBe4THDQ4jQBx1E+k9awXChClGXCoxDeCK/CYfJlQsPIYvL1wl4duKDnRMIEuLWzpZF0WO56ypPKy7/yReWrX/XS8uKXP688/8u+sHzpi76ovOilLygvfNnzypf8oeeU5z73C8uT7npi2dUkdf/9D8iI2XZdPW2pYw0DePNzfEdu0vefceNvn993SkLySXdjuHGcPKlJjJuR19fXNFnvaiDLiNJOmwlocyuOfhnIQTfK8zRQTvK5YHCwzk3Py8vnvDCtrV9zupUnxGF+W36cT1ml8bTbzDwPrUz5np0N8QNgQPD0GzttLk1FN9FHBEQYBcJzBqduouP75cS/6GDAAXnZm52Q+000aAvQngIkpOzgj1MzHkSgLPrjsjW/dYCbqjIAaWncAz5524uHcdBFFtR4ihfdHnBQ6YHrSUj43KjP+OEe02i0peuiVlnChr5+32zLJQdPEBqTE9ybSvvZqc8HPV/6URsUI+5dtfiiHdnn1nMZ2Jzg0CYMUmSzJ3lQBh7s7MVfjYgG/GA8FBmgTFVMxCwwURch16N02hQPOwG9XIE+3KZRJHSS+YVdZ2YjuR4zy7cpAaZhHzmxQGBU5TwV+A5XvHFAtqWun5hrZnxpz5eoTSfklq/8yXkIIN9OMk7DDZxNjDfpDLqWr9ZhHAD0iftFeeDigPCh56jHCx/o5h7b7U1OXcUTk7sgy+GSFvj084EWIt+b66fu4yR2de2aL39iQJ0/x/uzpjVWr1qnMd6omvZ6nocmTARbTgvZzGiMLnmTsLm1Dqf+S2BpRg/lmc+OR+XxNDmn2GBvb26XrWq8wTvy8RwhuQLRfn4qA/LNjgYKrwQKGXNLC8Ybp4nqJ2FNTs4Jk5M4DE7oMG5i7vN3OGu6T4ldIGqhrWEg04Lar13dYLSQ6YDkDH3Gtmh4TKgeX7rFwEKv+VNaYIMLPdIUFylipDGCch485GQJmSs+DX0lY1TTx1DA+MJw47SNK2U8oODyLi6iyIX2cn8Y995OhgESc1Dwk+3recIBxhBOpE+KSUI8bAQFHl5KjjvI4p2DR3k40fGcodLc/7bPQ0bKiA3tjNLYkCIf5A9PIhCsqW7NVZML5cwyT2Iv+YrX+vqlmEOpnnE+iV1CPeLJfU2lLh7gcCS4neZJPnyJPrYNp4FSKOWqv8iClstEOfKmuAIzO2dbxvchs6nhlEzc82oTyrCxjsvGLlT9SqOC664QEtafKiU15E6/cwEbmaG3xMEepTMOphaneAo1JmEYs2LbCNOkoIXTvZLgSiGaLiHiCIOynOowQXhUk9M0gDCD2PhNupviqqhflDSpMnAxqgIfiHIBbdkKSoKm6wBXQmHh4lKh73OBHZLZCUgZaCM8H8gAW99ZL7fffnv5ute+qnzzt7+mPP7Jn1Pmlyf8yZDNvdWyN7HlQSETr+zsr8vQWysTs/vl3M1L5YlP/bzy8i9/cbnrKU8s9z/0YHng/odcJ8YNMoUPjs6ZMBYXFrhhTTuKHGABk5IzfAnZ/HcTdHXIhCNd0lFqrtUja96L45MrTdTbLBbg0z7VBS4GZRqVMcGKH8tTk+jsgp96Y0Lf2IhLnx4LZOPDnWUlYSkz+wF+oMk9Aix6XMYFNV47sKT8Qxli9SlbF6FjKIcHb6EDSWeGxUo7Hl82FTbtyocbmOQTF8PNr86gPFThCz/jjnHpUzs49fsei24tiwMynM70BNSBS5mhd9y8TTHSeAqOvvRTrSEcSskRqP2onzjRoR76mxe8cvKGUYCuNROgIDCDRsufOPCkwL2oLEwek4X3NMaihN7wFwX0L76hwwTDgmxDAxYph3wlD3QHYw7+WOxFPAp79oJ/WlVpOgZPxJmM4yTIC/2k+GEesPFEGSa0kLFLys9wgCmFXtV4nEAjDyX6Xz/oP+Wo0gCdgbxg1byKJ02gcBZVxWIZFdRaKg/972h6tDv6iJMdxmrMNYET80/cA5zGW+phAiEu1zPH5AMM6AobEvSXMqRRJl3qWQeuT3Q1zjx3qk5e74MOsyFjnPsBGM+nCYSDD/qXNkSfa76jr0XD94KKJ+aNleXz5dzZC+Jlu2zICMtXDqXh5jmBXqh80QbTF90ZyYbbR5g7tre2STKA6/EI/04YHUeWl+KMQ+THw048gcrYQjbUgcHL6V9KNOoPHoIqMov0NJK5n1MB5dBu9Y/60fcjWQdUt3JsrKGzwkv9NDk8jDZHheN2skpFnbEQq07HhtCkQt9O4dpu66T5IRZGqcuA46IRoIyjDkdd5s9tx6SJtdf5+mNRx1iTKaFxw+ZO/KsQ8wKGEKfztJ927qveOKlnjoIjLvtzAEALkXPwkBz0oHhNYqR7zMsw4i/moeANlF5Cjat6TTB6AF3mFwMn1oCJA/WXWgFOGG/uKaLG8xwkXqW9ZXH+rF+Fg76urWrDsc/BEmVUD8ToVwpaTNBxlnlwnzgjgDkm+on5Ihy3QqHzuTbQqGgTED75lqD0F/ydXclWcz9ypHIfisAKcQMy7mlQ1oRHAMMYPVEeZSEgoBSS4MqY5a22DkseBxMXZh4rXAjKiRLEfG+EBpaPqWslgBVL0WTTESpWAsrbXaZR45gMEboNp6oALcRkxiBQXTUf+iyU7CC5bwdDMJ9u4h6OPU0EDPxReiksBzvgrcpz8/FUFpdBmFCgk0+C+gZj8b+1uVOWzi6Wb3rDq8pTnv6Ect+D98hA2yh3f/zj5ROfuKc8/PBFDZC+a7LN8MCrJc6cO1se/bmfU+647U5PlI++8zHlgXsulf/n37y53PPJT5XllQUpiibRM+filQXiizZwTLsvAyFfFWA9cruQZ+/AtZIJllfOaHJf8aSXjZ2a0iCRrDGiOAlk9+Sykh2LEhPfNKdH6hfazaAgfFYTOgbc0uKyDL/tsrp6yadwfF/u0IoawGVSaPGEaX74GmAi9kMU4g+6wVHs4jc317WAxG4bGPoAYfiEDu2i77nRWsIKCat53eVURdBHypgCfi0P8IsMWfTyRARHGrz5iVItpK6/ljMtOXCApEd7WJAZnV5cKMKPKuGkkp0YQNWmZwhf3Sw+oUOfSZcn0bso69M0TbSx25czXVzw4QQBOzO/Y0hjyDwpPfhF75kkRMP3gRi7/jICGANtHGNA8piNl8IyEcWGKO7x2NxYtXFso0/jFCOiO0GhvaoJ/jgG4D4WaMK7TxrEPpd2mWjiUlvV38or0MlGRLp+UpJfr6JJ1GlGYclB30KvVDB8tSDLjQKLWixmhNA36qIVYfBG+bZOyrRAHqc53u3bsGVRxAjilAIDN+QA3h66LZn1E3W0J+ljHC8uLTlMGfQHevi+F07lExdIul2YP6Ze/XDZc2F5STq8oLQ4kT5QH62uXZHuZf3BP/SzLiB4Lr4Pb0kGIBGnCYcXoK4snysbm2vl2uplvzIo3hYQp8xRtt8oQ5c5k4eJ5ufgB2P00HMwrz9a1xxBGesy/U/5ffRHJoQ2dMwROU+cWVlRW2KOaOcO6r129WrQkUuITQPsw1PKis0rlwnpt0iXh2qqbzQmDzjhgTZtQC6aYw85OeW0mhMpjZdQWlGKBdSbktoPMQY4wEDnVX+Vw1FIPqEhHWbNjFKiKxDdMKbEixOghQ9EXSTARcRrqBqV0MXMwQdiVAsDJOUzThl/5peNHEKoYDnRPreJOoKORwYyU7vIORZqHdTozREGiuWt1snFaztqewaEop8U4Iew+4CWYOS4lOcLZgx49pzB1xMAjcOky7vp5meWy9kzN1kHQ1c1BtR/pg+6XMyjIYssm7wGntoOooDuRL6eM/gIv+aeOFjRnzL3R+wTNyKCAq7kLK+c9Uny6upa2Vi/olp3hGEpiQKni/QH/GgcmR/qozTjMuj29FkfkS+6V5NaEJpHFbqaRa4DU7MTi2/MWrGaaVjsrBAQg6KtKQQUagf0eXS4d/iilYL0ouDJgXjg4mcYCLxMY0EPY4MylHWq8pgYAtqysVAGUqQBkPIOWrtH2sKpSUqEy48YhSgSk8hLX/HC8u3f9UfK7Eop7/vgu8qv/trbyzve8VvlwQcfVv1xgscliDjFICwnn0sAGKy8ZuLBBx4o73/f+8s993xSlvpGue1RN5dXvvorzPcH3/9RzR2Tfj8ZC+ie2sRExsBEuXnXGKBgbU/IIuRBWo0rjEHBLhbF4n17pPHuqY3NDfEaC0U4BlA4TsU8mBSmDmRKnFM7T6ySgZ9uVH9jbBNHVOiBOWAn5foVg0AD7OQxCDAQ6Wtk6nfUcf+AcCmX0IYB4uDguGeIOKcZAYdevGxgVB1IIDykmzGMNvoJcDnl0e5cPBI368WNAmkakipL2KciyAIevZCzsxV4Mux56EBJ1BFURUuDEVYZ8Jqngi4zChgujk+glqj85GTrOsiHV4wcJlGPSfBMYASCp5ru/qAc+s+CKv7VPxg86LHfqyU9YLLDmImqpTPmhzbAa50gnZLUledT+VhIvDBSl6vVj8rHiWCC4qbpXPVxPaWQq1U5Em0n0pfNcj0QDx7NTc2HS4K0L8u3dXa/lJNLOXt8eM5iroGGpndN7uAgr3QtT9Bq6dCnbKDYEGKYkE4am480WMZB0ojT8hj3Cwu8mDtOrHY1hqBLHWywMCITgu8Y0wD1RZtirmNe85gXDk0nDMDP3m6cFNqAU162IQ2jbBdlbDSpDviBLusD80PMWdSHXMWX8JNO8pJxxo3nO9GBNmHGNqeDCaQHRBt6CH6oJ67ogKv+ckDzqNrQPw2IqzLVn7QEVVEq80foRchZyfKdSRnFbTTSfo87Ux8Dx6SbRIwSG1SMB8LmSUB94XUufiM/OOWcbVqbEk6IMHzijzxxJVqMNckRI8HzADIPfoNGUM0yOOiHgUM/0y4gfseC26E/9XvKvG8T2dGucSQ6fPV515ewSLl0UGBuJcN8B/0oeuhLkjNTvMmA9yDO+orQxuY1G0z0F7QTQtryg0ELOGUQ1dew0ZSj8j4xq7zhWx/1FxuXwMtyAaqFtiuN25dirdz2RkUMqS1qD0a0Kol+wIc24VFZdDIhPTzQ5dX06iEb2tbjXx8mzk7dYZpBjgqCAafAXM3t03ri8Eo8BeC8Dr8qUdOQkQ6uMJoGDco5GI10FrvjCPf4VBTliJPeAmk+wXNYZeR7ty6fHQBPYf7RP/H6ctczHl3e+4H3lN9852+VS5culjnf8K2hoA6DJvgtj3Sqn1rzrinqJYtLoHt7B951n79wvjz96U8vX/b8F5aPvP/e8h+/583l6tVr/kxH8BNdR1mU2oOu0h/6OfEZXz43gmIwMYG7vI1RDFYwQklxlAOHBRPDhvAeC8MexhWTGvlaxFUsXvApx0mDDOU0cKGPsvr9Y6LOIgINJmbqwBenVVaBzwQdMgn+CbfxKBOQeZmfOPjUA5DX+kAbdplaHvmEARLpSRffC0utm3C2oadPHmH4ifJBip8qZ4UkDiXRVvJaULmouqMJqIbuN+gb0382DpkMSHcZ6sZX3VxSVDhOqSHMJC4eYUA7uKTYQuiRHOSgrz9SaQh5jAc2NZzIMUmiE/QXCzqnKzywwUkr+h0PTsROn9KuDg9W4CsqURo1xRLJ6aHZI5bsKS34D+Dya0D6gQg96ullR7k6F4yAyjEhgwatjnQXMGSdsDnMA6IudBfNVlj4HisaW0zq/ZUDXFu+jsemTYAvZWoc5HhFv2JcZJ+KSlOu9TGMwPXLy4XK4gDEmAo/9TVda8BBv9Vp5MZmER8RnTlzoZw/f7PivG9x1Yujv/WouF/mKx3wPZQVog3ZHnikHdBVJv1d64I31wmfWthsUIlWOvLwk2bKYo85ROnR9j6dMRbyjja5PgP5qpoxoUSPA/FhdPDdyWhgAmYQGzluG+FkhG95MsrUBtNVWWhDRvSQkWro5C6O7I9CTz/xRU36HH1AbqQpBEsd3aMQJSRbIcCnn5hlnMtxi4L7XXT8fjgbYZI3tOGdoqJt+gPi5EVShnqehS78ceOph0q9ArKqIQpXyscCemHZUpH+ka302venC/A8n9UqwAVibWY8z5elhQtlZXmlbGuTscbp2/6G2r+rciihq3A5R6mGcOUr5EH9xISgZPCDd8nWtdB+6bX0uTMKxVDodjAWNAhL4sr2SfSZsz7EWb92tazzKhMZlfu+CpL1h/N79CgkgEQNjgG46SHqgxJ1Rv3wdCMwNT+54i8xQLTt8IAhBw1RVeKKR7gkHKoc6aOCaSHT0w/aGRZUdIrholHRuL7MeIh8BqQmFxI82dBhsVhxieE7//y3lcc/7c7y02/9yfIb7/gNv7R1YX5Oxkrw7WJNfWn8mXSQb/giCk684JcTqI997GPl3vs+VZ757KeVF3zZc8sHPvCR8vCDF2OHrwI5WSR9O1a/Ji0naIedL0XUgoMcwuCgXYkXi0eHr3A4TgbiVNOTLo4/+bSBScL32TChapcbuRCJnoQj37NEWgPJI7ww8cZDK5EOtP2dfAFtuYwD0SZo0aaahwO3+omb4WEcSDpDp58uf5yvUPWhR7iPI2vIU0ePPwokq6YRXrrZyvSifACY6Gb/l1SjnhohvQtDDvqSJXVAw7xEnQHQRRMpyW/kW0+sK1oIZKD7gR5OLqwzXGbXMjIzW/zNTOsnY4U+gwqLueIiFzv66GfnwUsyqGqS96g70/q+B4IOTpxCr8bHQbSrzezjtCrqSoCvUT2z3/wir15W+PRnhBkjOMZB3iMWkPgJfRxaOOu3/FY3zB/+SJ19vHVsGJFTGD5xOtYbVinvHnJsUzbzW7oA6d50yOdqwdJSPJXKewG3d7gvU/gwSXnpBXg5ypmGPN9pPmgdOifFicbhUha0Ww6auBzD+NSZYWTrOZWS8Em6XELwH+SiHVE2grQT+viiVdNjOIDQ0wGst3Loq+8bzXqqznX4CMF5qrv+DWkFZBpSqHpGWdUdkiEcdGCKkNMEcJJ/bIW5/D/jryLM+eSJMjSBU3Zpn+dk/rhVIvjHBa2US7ghhIwslxx3OY4VD/ke74Kk6pGAiBLHjz5wZgedPCu4eOIQjmoDiPNDmo3w4I00ynB/7/zMkm8hQE8wkrb319X+asxWuWa/EbMj7vLh26Mefit7UVef5w0+7VPchht/KStB384cV4orjQ0vVxm5BYl30eW9yC0EfwFDeY0D45jR6LejcH0ajQHXN2I0nACxowRDFG16xG2MICAxmZ1NOB3QKwZpUWeb30NfDpflWtdCxDXJOTkUhiG1t3dYlpYXyp/6C99cLty5VN78wz9U7v7kJ3zZYnomFi54NrcNTULU6Xa4LaTIVfoRrDJTlAmZxfDhiw+Vj9/94XLrnbeUL/uSF5SPfPjucuXSVd+r5YVSdUAzJ2PKdmFB6ztM1OGYwFl8U0HJpt4Ii5s6yYOTPhVEOyCjeiQgXkZsYGIGXAfNDAUmaqrQphLRUA2m00PUlzDkG9wMt5A02vQMt2lpSAP445x+nA8fjgucR0DlmRgiGDJInB7ghbxYdHoAF7+nOQ5IV+kuP3zViV8n0QRCwZnqVJYfdSeNPnEYXnqsiIcXqdGGFlq+Oj6gF71XHR7lMFIwFjDiNEFW+SA73yunBd+X6OslHR58gB60RFll+rqTD28wehaM2/LUQi//Pj8n3BaGOAGUjfL5hxBjHPSQdY/8Uqam0ycRj5Mv7pWNjYiM22p4HIWoI+mki/GFrCPPMsk2yu/b20OWi/Q+j6LEU1/bcoRx7dzRuoSMZ1lu31ha4l40Xna97dNWWYnOA9jYht/TsNZYf2o7iXfhoGtbjvGCPjg8Os6GfvKc/lHINOoBr21X1O1VEj8YavKH9OBSrQDPc5nyrWQUIhqbEpPUHz6h8IfQyMq/1u6g7wqqvKAEPZLkjHGo+denPjyIwJ82STLfSAMN4wyjbVd//MYl0p5X/ioxt5+YIzUU4Abpn/YKRy7EUvH4H9+wjtk88clxnM6FKxxHw3xlo4+4IbRpGjeSyNyk9HN5xe+u5Pu/WzsbkgJPGqs/hDHCB3WRUEVkx9gnu+LFX0DwHDGnc+Usc8VzxI+DWoH+Y27UHKFxs6NNEGeiFju0TE4yhF/zl3pb67H+VB7MjwvWcKSH/Ifu+tAZcDGwqqJ3AJFU0iAYDIZzHCGAMhZGcYEM58AjmsrWp0U4JuWoP9Mi/RheujAdTzw7h+N93kw+U77rL357ueOx58p//L43lcuXr5b52bhhmM6kdlvoctSTkxGXODCO0kGXejjhs6HjjnMx0YmTFdJ4S/7G2lb52Mc+VJ78lLvKU5/+tPKRD37Mn7dht08dTMYA9HJC79sR6c5jMq1d4bhx04CjflwYa5nPjgE/Thc4uWOB4tJF0Elc0izXoCTX9wOi8W7cxp7wwaIfaj7Q9gkA3YQ2/ZEANIG2NLTSZR0ZB6LNESat7UOAeLqEKJs40KrBAXT8gOCBT8RJPQzifLsxeevzat32lKj85CZ5HgUKjrrs8xaiGv8Iag+SqH+myZ6PbKNkwynPXtVh1et7LPe0gCiOznDzetzkX08J1G5fMpKuUd6e+cl6o76ALnAU6ngxOrKM1IZOQMTbtGwzvGRO6t64splaf5WGeNUKpyFHjDe/QoSTL+6PJd/ofV30SY758Q7cwAvcqC/DxJJajjnraqPDWTZdC0mvLQuA1xp6WTbxMp1X9bBAKiLjjafVtzVNtadjowYc6bjYIGY7cH09tCj+CMYmYOjgDT/hSL6ce8I0jVFdD+QlJF8ef+BVfmqu3GhZZivPXdSnMW7DCBTK1GIi5TjJMXcgz5rZQU/X6I6Hi3iPTxieeNWIX/sxoQ2RXJ68JW0euNnnfY6+vLsXp03Ojb5I+n0dyR+QKQlRZy+LBPUxw9XJg7xoeIQF4OCQVcRrnr3grKWf9WUav+H6OTjBePxlk+p4wYhFNgsLK35wZ2t7o2xurflLByNGT4YyIEcV6TIx/zLFvhGibockkA7H82hiDkHpKuS5MYaYN7eMib0dTsbjdNRQSeQpaTQyxn6/tkSbQ2Z9fAiRT3rQON5F2WrAMeCJ8oPrJ4gg1kMbJ8TQCLwev8dpcNtyg3DE23Kka4ckPjO/5aXFA4jnpBV5McQUqU2dKGt72+Wb3vC15dnPf2r5wR/6wfLwgw/LeOObkcrnniKEP8ngwaCJyY0F7I477ihf9EVfVF70oheVr/zKryzPe+7zyl1PfpLSb/fl2A0/bSljbi8MI/NNx7tW7ldThwvvIx/9WHnRS7+0zE7Ml49++O4wKCfr03iCdtIFCOdETdhZKBwnao4wUYNDXpRtZeC40jHc4hQudvXIMW4IBr+/HMslEmVUuVEn/elqDL58q0S+7RhlIiP7Jf2E5AHIdiRk2RanpZnpOFJaPKCNj7QZGk6lKf3i0dJOaOl1jewGG0B+4lT6ch0dZY3SEGRU+gCa38EEercxynooK5lUXQmko0BdfR3gBJ1IO1omUPlpynhSUTkzpHRP3HhRnlhc/lb7PO4Ppa971ll/iF1l/EZynqCe4jICDyFI5hU3WJF83Q6qyLrT7yHb06HAi/69OZE/vo8SGSBMvdSPfkefBFC2x8309heIdIynetl4ZsankVw2DRpA+uBGHbgQIeOm1zlkSzOY54FIC8hw4uJyLCQN2pxGWIZ5ktyLh/68m1d20mpP31pI2Sb9zCcNA25xccUbsF0Zb34oQm0GwPP4b/CTVs4rkY6DNvnKC+78qwSJQbzLh/927LVAGn3m2zjG5EdVmU4k6u7SNI56HHiw10BLk3z0hFNj/XEZUu10e4KIgRZ4Y6K/AbEKtWMNxjY9Ul0bRSDJxkY0/DgChtukDDcukeo3pKX65Thh2y8y3PxH3BI0p4EVJ4PBM4T51582EF1ldn1rffolRxsjVzrCH7pjOYs3+iyKVRiJVIBO+PwFTqSlHhwHVjuXDa5iU4PLclCklYSQojZPMt7mptHNZevMxuZq2d7fUi6v3glcU6B9teR4dxSc4yzGC72LLiMHfGXYP+n0DRCedQ6dFv/a6M3Oz/o+Ye4b95O0zqci+itKIfIcK0OZ93JsZRPQ0XGf4U6CKDs1O7XyRgSakEQizG/m1YY3QIy0TO/zaxkjEO7zW9we34gRbCDy+/Rh+YScDDK/m8Q0HEDb2tmR4fVF5ate/cLyq7/xy+W9731vWZhfVAGUhE4IHmMCOvSj+J//jKeVb37DN5cnPvZJ5f67L5b3/NZHyo/+4E+Xt//8O8unPnyf1GKuvOylLysvfemLVWavXLx4qfg7p6JhY8ccxC+LxcbWRvnEJ+4u3/i6ryt3f+z+cv+9D3n377dTp2zhg5MyiikdH1puhOLmt56qxQIQPpDt9gRflTXxqAe/nagzj3hMqAx+/gSgqHJhRJpow4cNQf2pNuEHovluwLg1Db/tG8umwXfdjWvLJhCHzzaPePoZBnKqpT3totg6ADoZD7rQIA/6uMCLcLQ3oOcRVpJeglKNaUc+dDr9b12k9SnR16OLhdIh0sGofHo+ehcA7eQr05RPGJxMSqgTbacD6M2UNjHSaZ4O7owboXHpnyeyZmbmpY7TPmGwrpn5yoPwmiE/ApYz6RXfaWbVP00bMtzjBUScvKjCreogitecpOU+JsCP8rikNcmrijhZ5MEe2hinjsg/iwUQ6RNiIxS62IPCak/qUgLhLl7DuNRZwqk/qYtJw8miGXrZl8UB6bflW8g49RCe9wncWfPP5VNezeAxYta5WV7triTMg+ceZVKNWcCoqHU7EeToA2usdadvAzCMu3QTH0IlLyC/deTVzGRS4A2DkkfpgYeLssjPr6xxe+IqQ2DHL22J9gDQUztUV6YEtPShF3XwGzE2tRoLGG7SK76OwLgImfUG255fXrtn1z8ZioNaDx4agqTN+BrF6KEvG7/MzZaV/qOlgWHdqeHeDcCyrbgp7wptvIr9iBsRUwd9rbHZUtj1iFO+2zo176dOMXt54pQ3OBzymo62fupzWWgpvak/fsaAcNgUUk9ClJZ8vN7qz/nwgoNQyjkd6yFOGDL2vHYe7JdZbWJ5kTKHN7w0OUxwYeuHww1/T1h+atoozYQ2bxwEf+nGASLCTc1OLL8RZQnIRmQFCX1FI51Z/R5IaV1ChEc6ZgSG+C0EL8OGdJ1aXQKDlHhc7uNWj0M/QfL6b/66MjG7V37sLf+5LM4tGDeKSdiqgqdB8R//+MeUP/atf6wszV4o/+5f/nD56R//hfLed39ARtfd5eGHrpTLl1bLfQ88WD76oU+Ut//CO8pvv/P95fnPfX552Ste5I8/P/RwvH6EEy8mhKCPETVZrly94i8wvOAFLygfeM/H/F4m2sWLAt1Zwu66tmlXhsHpF5BII544uTi0eTgugeEPDThwPKnV9PYEK+oIcJ58G5O4SHQ5ANx0bRzIeoCoK2voYVhu6Fy/fCDp4QgDSddGSDXcgOPqS0iaAS0e6cNyg7iLHk8bUO01NATS27qVcl1643g6HrLd0Ua5ql8BfagDGyFRDrnG6TCnczx1rCVoN76ska+T4FRuVuPI31o1bS4bafOA3psefYMEat955kfHlKxopCuosubUafYMHd9dChDx7DfqHMlVeu6qCbstTkusyOfkjVsh/OS1jLeoudflHrI+dK7XuxZnnH6N4FVcwq3uAifpJtDiteUzLV1C5iVkOQw4PnlHeT7e73drMVaEQxHjNaxQJk/cM67f6ELLw7/e8HoOsBvlCZebqATS0s9wC+PSRmCEyeqPhcTDpJEeCteGE3y6HG1RwM1KPSSdaE3vwEheysW1oxgH3LvFzffxLdJZx3lVBfR4+ACjzS/ZxWiT8Yi084TsJIh5IFmIuq8LRlGbuqm5l1P24fXp3EA9guOwrBPHOtaeypzkgMGGEbQwf8bzCF/44NIpJ28YRAmUPRFOyI6yiSAe8g9+/Jf8AC1uQsqQdPqdNVKe2sJGFl3iflLrpFCQORoC/RhZJwH54+rsIdsefXk8vanZyTTghg3KSkgfrSiJI4bIS3ccVPxabjy0jB6PN6QxjiaN5o/xtLm9XV7+5S8pX/j8u8pP/vRPlrW1dU1k2klbqTSgVJ5BQ/hpT3ta+YbXvL685QfeWr7/e3+kfOoT9xU+jxXvoNNebpp3wfH+rOlyqImfe9kuP3yl/Oov/Va5dm2jvPo1r9RkOVM+8tGPBiOia2WBPvwo8MADD5UvFz8PPnC53HfP/ZIu+WFoGUc+4XayT2eClGjSEs8KJJ9TBdda83BxD1zcpJ1tznwm2ZjMJXvFLQtRaJ2EJXzRUhmH5Yzv2SbqTUjaw3CC+8ZKGZA4yX9CpqfLdmabgCGtLl79Ni8BGgB5GQ4Y4mYcnNE2BIxLA/r0o7UngNPnRg3I9HrQY4xr2zho20gJTi5I4y8h4gHoR5BGlzD8o2/8viRu8sfowZDjSU398Zg931udnZnzuIiFDR2kHvqMCVkEVYFImwdHlefECsL0H9DzjN/jZNz8Vp7b3BwbCdYT1UV7fGI4Ca98zYSTN4w3LpuOGhnDupPPTG/pHwfmrTr9dOHU24TUwaO6GJBpbfnEz/Q2nPmtA/iSwvLyWcWnwoDzZ/zUn1UXXL/l1NPSTxc2juURBjFA35OE75RaHtfNKZUecFx4FI5LrwCTCcHGGAiOcMyo/LIQeIMuY4p86yXpBtFMWtV66jYhDdBuzTzy45QtjLaZ2LRAQLxRx169t41HE5Av70yM08Lg/Vi2K8ACrxcKAPt6JSrAAv3UyNb9CNR2/V6hFf8QYuOU/I5zURgjlzlidmbR975xkrW1vSrZ7cjQrXOFYNiWcQDV+DkK0fbe5R99CPT9D1QclelkVvlIHtyHCnO3CRtATlt5cX48za/NgYr5QYRKtqczDqAZdR4Ho+UTFzcqk6mFeg/c8dATgmhMtJna5x0LneUd5W8Mkskhfi/gIS3io047bEl7aX6+fM1rXl4mFvfKW3/mbbL6+dSTylZDhgcROFn4/Kc/q3zFy7+6/Kt/9n3l537mlzTJ7aqjNFhltIHue80YWXIoIa9emJqJSyp7u/vlozLa7v7oPeUlL3lpOXNuvnzoQx+20eT5X8NZpeHSg3xt7Vp5mfB+6x3v94tvY2LvDSTAPEZI4TTKYoJuJ2rCUT7KDA044nEJlfvd+ok1afgVASzajcIOJwHjKskc1XL6iZ0Gq3LFa4F4OiDptngtTuuGednGNi3ptQ5IfxxkuQyPAvG27HHhFo6vy3CkjhNAqHmZ6ngY8tiD5+jG4QUg8xrMTMkgLmXUOCDPIaWHPNm0hPGP7kAD3WEnig5z2wD3yTF2eD0EODMy5PzVh2lO7+S0uDH+2XPDoKSv8lFfyB+9VTr8ECPNup5tJDXwA2pceAzFNgeI/q0RAe0QppzG6hT3u3HPK6/SgO8w3lInUh/CD3c0PB6Gea2uAhnOeOpg+sdB4gNJE2jLtXRbaNO4B45P5tFHOztxAserStTLzueyzwjNbG+lEbRI5beC8L1o6Y/+gxQ0WuNtpH1NfCS9AnOQiZwErQXRMTIEcCKzM+DU/+ieX4Jd9Rs8jxnjhos2k46vkjjpMM+O+qRtYk4mW5y2uajnTU7Y4hLp3oTGghb02CQbIUg7GLpuo05px7neeAOU0BF4ZOC2QPDTLA8g7qQwjgp1pBuPMQo+uUSek/PSyTPi77Bsbq2W3YMtn1IqwXhBL6CnPx6cMya754nyvdnGX4QiJSDxWkLZEQgh5gevkpr7eDiQ20i4d5hbMDA8fd+qaAjDuON0vIfADXccgJN4LSTd0Cf9tg1RkioPFwh9XO4knlpAWdN9huG4SYD4SJqC27vb5Que88xy++eeLz/387/gSz42wiQTBinY+/uHflDhVV/zNeX7/u1byq/94m9qouPJNJ68g64sbC9ammA0IPwZDAFGFTv6qem5Mr84X+a1cL3nd95XfuzNP1We+sSnl2c/65l+G3sMAqYSylDxZHnf+z9Uls/PlzvuvNUTs41DIfK5kaBNnAmbhXPUcBkaMqP4csM+qy7qCJpRZ9BGFn1+Ty9woq6aGM7BUdoJ49KyTzI940kfII28rC/zcBigbTr+cHef0MmY8CA/0z89oOyY8p51acMwL/Dd9zdYL7iWBn0yrq4OyA85tLSHYzMXBIc7WeDnQkkmfuSBIy2PuBc63kNWT6nURk7aZqTrE1rCVLHHA6cNewebZWd3vayvXS2b69fK7vaWL78uL54py8vn5Z8vizMrmrQ19sq8+FSfqo1qgcJa6BhXrpW3zoc+ZBuDx1Fwu2t4CH2Xh2Emjel5n+2Ntzx5S/mN+umAPox8xrnMOw7MR3VtmYRxaUPI8kDity6hDR8B62kAaPEEfU+jpW+EBhwdpAGBSnn5/I3BuTFwBRH8DAAtobWh0aFfjKuYH5Gn8qK5RwBjf/pgsszwIIL0lQ+rT03M24DjE1OapEWRJ0e3yi5ucrvs8rkuNjU0oekrwOMap1J9D9wImNMIPkJw/cc18BgYmT/Mb6+3bXuAo2kntywMWnSMPuBdqdx6weX8Dc0fPLSA8QaQz/oKvVGax/FyBMz7KAznxn4s9Jgt3baKSEe3Y25Ep7Z3N/0QA1cdZiZ5l5/Wd8nbl8iF/umPgxuBUdl0oXHCcZp44b6A8U+CjIFmovj0ALrQaOnDGwbHMTzK5eIeafHDbudRj7mtlOn98qEPfLjMaiKPCYeFIww4UF/3Da8rv/i2d5Rf/5XfLLOzGsBTnGTxFm8GpZyMvLiRkYkvbkIlzGHZtH74qsPc7HxZWlkuv/Bff6W8790fL8965rPL+fPnyu4euOKN8tSoMiwg7/ytd5ZnP+dp2oksySAJsYVRlQoc7Rq2r29jn8bOhk9mkUWbWtyUG7TDkRfhGFByTosy5I+Wr8619pC4h5WmGFB4tEziASH3WChwqeSE2zrx02jDT+c6BEkny48A9OUNaSYQbt3JMMw35QhW6GmM4cWgeujyY+sa0BPulFaBfqydBMhj0L7j2DCQGQiQz/MXirfskdfJl3t59rVA7W16tzml8TM9NedNTLyihjHETfAyimTMbe+slfWNq+Xq2mX5q6Kx7ye5V1bOlTPL58rS/EpZmJYxdzhfJg+0SZLOwTQeq1y32J4A5rm6HoiFfoQ8FFZDbCxy8qaxiX77JZwaez5d1GTb6tBYfXJt49KPh5G+Vri9lyxPp9oTqqx3GB8HmTfS54NwOqCnF7LpQGmcugF54tPW7V/r4ShPouyyAdTBeAu/Tw9o+boeJP3PDLT1MueiU/vmk08aMtGaa1WZji8i8Hoc3s/Gk5EzZVE6uhB6KsONEzzuZduTwbZTNsruofRIf/uTPEkaNXCrAEYaBHk4ZLwTjus73v1ewXL3/HFjkDJow+NKD3VL3DbuZMjLz5zIz84s+BIkL5Pe0bwSr+MY3/DRunro0wOS/3HQ47a8t3Ac/+BWfJWLqyNUFBtbbkXg3vXY1M5C3agA9Vy/L4NW+OOgqX8A0E/XcX/8IBpP5DML1JHKkPX1aUy+QxjfGQE0hYn61nO3lFvuuLnc/+ADNnLYBdDK7PC9vb3yzGc+s6xe2Sq/8vO/7hOzqRkuGSlTRFA6gwbewQHvidJwzTXGb8mOI3lP0jJgeM/cGS1WP/pDP62Si+ULn/NsX2LyfUCuXxTFN0/4vevd7ypPfPKj/V1VJpQWsnOA1hAZ61x2NK01XPp4utF8A/KwTMRJk5/OUP3UE3BwGFcYbtl3LV3C4LNgAePo4ocxGfUiny5c8YHjFr904yDTk0bCMD4ewBniHU0zLazvY2FII4F2hsxGgLbL6ZdIpF0Hbqw9QHY0DjmmLEcnEhtxjBXyhcf9KVwqYOKamuZEa0HczYhEbDZMkaf8pOd8u3D/YNP3taytXynXVq/6u5e8GHh5aUXuQllavFDmZ2XITSyX6bKg4cXlVrW5Z+FYOKmlyIH2IDuWY07euHyIHsUDGGm8oeehW6k/42SYskk59WmNrJpwC9BrKYLX1nFSuRZMp6Zl3Se5HCNDGKHj357epw8Y8CoPiYbH1gcyTP1H6yM+TPtMQMpRHNLf6ASbWf5UnTexE3HPJu9nm57gvrY5n7rxyTnzipl2GCdtvFh2f3K7HEzuaLgHTTVGtDDK8MEXXf2EQYjfc3HjwLi/8bHfgucMBu+nAakbCfTT0b4Ckr9HAhprnGhq88c9qHzGbXtHm0KNRcuxwtH62rpG6xzy6z5NeTdZXdqnCWYJ67uyFnMBn6SMbx3zrldeGeNPoXVIj1Q+Nwa0uW03oZGaju+0RwDXldYQIeOj9Qaz+MSO5iWfw0YlcMT5qM+9o9x864Xy4Q9+xPflsBh1+OrZnZ3d8iUveEH5zV99V/nIRz9e5ufnVBWXTmNREqLivYvJUWbbnuSkTj3UAsb7YfgGGjQZ+FxKvXZtvXzy4w+Wmy/cXM6eO6uO3lN1WjhEgz94v3rtSrn5lgtlZk4GkP7CuFPNAyOnd7DTd1e/+OOIUz+TEj7GDyckuAxDl3CfFzQDP/OI9/QSHweyszrZt/kUg+ahw8Fz6pMf3a50gaO0e1pT6qf2w+CUzxcNZ73jwPVQR62HsG9GrtVm/ekDbfj6MKx7SGfcoK11+hcglC6g56FPC1B7nJb9fDIcbYtKJ8vKG+W+xiQfQhGjfO2vMdUxae3tbWvXvO3NCpck/V44jRcWQfVe4Mn5dTxMcvvaZe+ulvWNyxoTl/0NTu51mVtcKCsr58OYm5cxN71SZiYWfALisXZSe1VB1y5D4lbePcbisukS7z6TTnLT/t7+tvLZSEWLW31CdhmOFoxUIIh4i9/CMN0tUNjxWk8+Ie1w44A2PA6Sv5MckP5RUHqT5zIOOHoETAfWazzb5VIRVDdRL1cyFCGtoZX4bBL+34LgIRjrDHClsdnW7FKmpbfTGG6T83GJdEK6LIMOljHW9jhpm8Bw4/4s6Q4bFNp4yL3EKXPGaJWl62PdiLk0xq3CWsxZ3NP1kPzhAqAUYmx/P13o6R4HOY5SVvBN2HH7Mffwh9/ORfHbA2Mu29y72OCRx1OnczNs/CY0J3DyxkNQkqkwAlqKEQ4ZJ2T9CT2/o2WBYXwctLTaMNDX1cmi1kcWfHPVgVNE1vyZ6Xkla73S3GOecaOT1DFwI3wGgJkO8OZAzlxaBmKr6zxH5d8IDyLJX0++L9TRqtB/LgLAzw6gTLqAGHTpcsD0MMLrGOCNOzffclNZXpkvn7j7bhsGKlBzg5fFpQUtHvPlysOrmuR3pGS9AneYSKl2BjzECRDHqHEjNwPY735hbQBdi+LS8lL51V/6zbKycLY87nGPjsuopqGy4DCQVf/q5mq5SUacv4+q9FSj5AGDJtoYDx34KxD81TT3kfE1VLjMaIXGYfxgEKXhRh737EV+3pieMs2B0PujDhr6CdcA6UGf9OgnlVBYdBFI5VX/Hd/p0kDDZdtIow6Lp8o65B18AoTbeEDIAXA5ZfseH8kc+uMg605wGzt9TGBA4gjzQ5vwwQmX/IhaTdNvpRG/AhUR5fpXSwonyoJA3ZkTwOUrcyRhxOTY540CeQFuk+i5ntqX+lH1OLEBCQdYKBywjEhnc8MvRUK+Nd15ENWvZHqgjdG+dp+An8biARkmLzvpg+sVNRHikhEffvaHgvY3ysbW1bK6eqmsXr2syW9d5Sc1Bpc1Rs+XpYXzZXFupcxOhSEX7c6/2jbrGdwEf26p08AQ72KWRXh2brHML6yI34myubkhw1P8asK1cAzg9172H83O/gz6LSCbKBD5Km6ewrWAkQAkrdaZU/kJmWYKFSd13nmineHWDWGYBw2lBq0DLiFW/uWU4rryEmkLxM0jZcFzGvyw2NKvoo1TGJpuKeT4o2zDL8qTYVzwNAqgdR0xAqRl3wbQR9EE+aKd3Tkqf8LUV+cf0fC9lkrmpI33d05PLirMt0ilZ5oXyfQlUi6NTnCJFMONJww1x3tcBHTtqgB130st2tRnbmubj4PgVZjSW3FFiuOibJlSUhQg5DAQ/VZlRWUVLAfaV50FYqG4V5RWDWxDyKt3QaeXHbQiTJHQAq0bdXPG+Ab8Af5uTkoAQ7qgPPOkCigdJ5G4qTI7PWcjbmdX88Eu9731TwQHv1E2wKVrvJV5yqTm+482gNu7pNc7/dZ2uzwb+w6ynoA2TPsjRsGoWQiKSSvqhnZfhiiHQzPaCIQ+hWQOzcdxUHmEX2QGbVVE1SG/wEogTZhdG/LyLOOQ+qhNSBBLBz39VMRjQeVwoViUwVDg+DkMBwQfAk3GQBwdxNE5UX/40IyKOYmBFukJ4I9zQ0DIy8uLfinpwxcv2jgwXkXlNQhPefKTy0c/+vFyz6fuLbMzvGYD3uRUnYXGRCx54AjzzVTSoYMBl04JUYZJQ25aHfrJT97jhenmm25VXVy2UduiagPlPvWJT5Tbbru1TKlu51e54UJe4cIQQw6Sp5SP++3mZmV8zmsymonj/iiLvKKsDbpKZ0oy8EMKcoTDWKIeDSxOUsSvadSBGTSi7DgHKGSfS2M8eTg3t9TLxzkB8AVd9ZLj8JXGW4b9pC+8y/GOHYyAMJBZOKLccf0MhF6p54TvfprVzpr7tTRh0KVZKvlPWkmva5PzmjbKD2MXXXZSBSKj/EQ44pnuTwXRLiYCaHpgoV/oWV82IMtTNzwwHuqYgCeFMi9cC2PSpIfBRwx+XneAUWSDzakhh77egGC90vPYzmUl+EbW9A2fZPJ9cVPcFzfrxdHtVG2e5FXCxpz+YmliQeSJVS2SKruxvlauXbtS1tauqo/2ZXBxKnfBJ3OLC2c04S9qOuTmcYw5UbNuMnmJF7noo2hzyspvSpfxtrS0pMT9sr655vve4L3tnw4Upaz72Dppriu9oJ0QuhHlUz+I4zKugPUX37UpLwwo5NaXaSHpxqllfFqPD2fzBDxhTvyHZYaQ+fg4+sfjSuMxX3lwUPU6cbIM0MaN4zTH5JAP781Tu5QziuskQ6alb6j1QZMNtL8BzUZa0NOoshsL4PT1xWaKdtA/QLRpHFRpB3vqV+aD2Zl533SOTgZvmoe5NeZgU8abXJFOa8NxHLgu6T/lQ04ioP/JA+kOJ3NR24kA//bBreNJAUlZOqi1kxFks1irs+swn2AHz67wOKi0W+MWINVt7oBwq+c46tAfbMmHE56+hQ6zFXXDpXEqX30/0C5QyI0wIeLxxOZCmebS6cGODDiMN1MEyW0LqGmGZn5UW3hRMiai/5gLxJf5YFybdyDbkXGgD1uW1h21QvN5R78C6bhRcCvMg7NYTNQvvIWCfsLA39nZcB6XUuEN2TPWPF9Vmsc6seBZTeF+vgbwR/nDWGthnyL6cw/QMC6FcI2aJ8gCopITgWyUUFSYBBkkc+x+57WYy8CIQR8C65lrgTQTUb5+VZ/x5M/NY6BAgw6LvPRbvqzccu3ujh3wvAYrN1BPTos5GS68LkMlXRu18hg9xtPVKxvlypWrVjSVVB7WdRhcSRP+V5bPlOUzZ9TGlE9fN9+QBNe81by93YOys7VHvwTAYw1mG7gUFTtF0k7ucIDJ+NyZm8ott9wp3h9dbrn5UeX8uVskq2XhBJ8xMKVkXpAoK6VX23pDgnAoM3117txN/pSJq5BzGf31p3lRd9DqeVFzfAPnghbemy7cIl5uLzfddJs/2cPN7rQKvbB+2Gishpt4TDfJq1iQJzSFPDM359cd8LbrkG0odbqod9RXqPZX8eeelpeXy9mzZ/0AycoK39jjvV9ipOM7y0WY9uBnONLRA/EzM6f2LJnHnKwSt4Us10PInfEwM70gvpYU5pgdPPW5RuMoCSI48qurxrQnL/WZT23b/BHo080LbcGpvxnP+T3G6UO5wtOYjEugly0nDQqZC+fYcJNcawr80ibGdIzJw7gPZG9PXcfYl5wx4iQ7f5oOPXTR0KGc8P1mfPnImFsLtrc2yrXVy2V1lZdcb3oOWl46V86dvcVPsc7NLqs+LnGpHDehI4sqQx6C8PclVR91L2gTwUfbeehoc3NTvGG80QbBSB+JjuqnLbzDjnmGl93OSVdmtCEaQvRvla2g7X+3LYRjw5EHmTzfaT6I9F7GbbkEp6ssZXjh+BnNMejvuXPnyhn5zINZLxA9xG/Qorx5YH6TT9/wJRnKnj1/U7lw000Oz/r2ELcCVs1v8NO3C7DBWXnlW7k8aXfurIxq0QQXSPx4kW+4lkYC6RijyIV24Rifc5oz2nn0ODhKW+2TMcolq3xLQD6MAUaHZf2T7lvvWdMYeyz6MQ+IZOdCJ1WSuvTXLpTUPQR4ibLiSzrEos2lWOiYg1D6YyDyaA6b/SmXx1TigR4ZmIfiVfrtd8sx/hlLxg8/IgQqNFVRLfhT0BMt5JRjjdLiOujYMSZdqneOawNM/ROLKsk9gfCF/mnOqPygq72MomxEkYvmeuTiP8Y4G3ytEVqfAF86PeQ+1DrXuDvAzYZ0hJ2GHGLe4oES3HKZEW8a7fSka+FvPCgnGmmfGsCN+/B4qEkypu4GJ8NAhIOvHgd+1EeF+2q5V5JvKDNODr1WzGiesiHvT2zxOpnQ3/FOBJEpRjtzm2gDkUd9PS8JLlIdBKx/dMy0J2B2WfFW9RsFV4HSTLLTo0GTmgC005YDOJkJo2JUOAHJSpo1TB4aYjI05ucxAuNpFYBGtUD8qLArKMyksSjjZHqGnZcEg0DiPwTkvyK86AAWociFz9H6MAKXNOksamKenhM/nGQJKetkwsOx681TI1EwH7IRXU+eEEUdkZZtQD5BLxQKaNO7fLXhzMoFTew3q2wpuzzFI8fR9LmzF9SWMFSYwPHDheHGdXr8vHRKfHFhSQvlWQ8uTtHo92GdGHFBp+Ur2o5Rc+bMWfcRJzG7e/GQBxM0iyhGghdtGW+KaJGvdCnP6Z/6ZgJDgLiMbF42urJ0RpNzGBfZB21ftOEEJ0mHOf1bpo/E1576k/d8sajBz8LCfEUMsDzl4CvjQPYJbcMwnVPfE0ZmAZRDNjE5ZbkeFFc/qaU+9WDxs34cSr+gTR6Dtv6dBO4PyZCxxe4cbLrhaJ0tRB44MdloTHvhko5j5MqXhmgihAfAwuucP/3DvT6+vFH12E40pTNTPDLPxOX2g7PnXTUPB0DPc4j4VYcqziKKJJSjGd8L1cS86lBZ1VEm4h4Yjw3R2tpej4cerl0q6xvXxO+h5M/7y86pDy+UpQUZM7OavEV/gnZpIp40PxjJc2Vp8Yw3IjwgtLGxVvZ2toO2XJw60o66yKofYrMJDQzJfb/LkXw2EeOMi9S9ofyJc7KEkYKR4xM4QRg3GENykus43U2AIrygq+Chu+jwhMbr8pkV0+zrjzYlG3jdgigc5quOjmSws7Oj7uDe3AXrsckIPwLRrqSNb91RmLG6JHkyxmkXT7knHpDl+DsO0phkPkbG/vyQxsOieOTElbpamkMIPQ4cfE4lWShZONFBWk9pi8Saho4pj3weRrBhxdjVZnp3SzLlG5tRgJM2pVbamhPBVRaUgmB10pURZxTGEeMzFt98LY4QIv8EcP0eW8iZhRtdq3rJrwyA2LRpnFR6/sVAr3IISL+HuETMmFd75IBevseXM0CbumVEYpTSVMYgtfsUvNJzaaW77ymDHIQWdkPIAQcPs9q8zmudYTzt7vJEO7cx1EvxwrGIXcpUKg3qYb6g76Mvucc85iVXZLmbH0X79o1CLyf4JI4twAZNc7rnEOawwEkdOwrkk47DzhE/GpMU8+X1Q05r1S7foiD6mhun4U0COYatDtzuqjchMbXdPAdPLSRv1JuOS6fRz4JcsJ3TQTJ+PLhZKD+TtoDLFduaiHGe1C00TlOEazeenhXBzGPAcXIhISnNlw8CpYPsmCyT8fQpz2TIAwrc/+JUtcvZUgSX0QKWzfMTf5qcghbIQQv60GLymRc9T8je7fX1kZ+QRlzy7QGnDhLVikGoLwsekIZXGkZJF0c4gRMCTrdo08MX7ysPPXxvuXzlobK7v+NLAxi9YaRBg7LQYGKif6TuhPGlgDPqE9rFBAsfHobG7+s1H6R5cgt65seynJABqN2QJlOe3L169Uq5dOnBsrp6WXnx4lAu80qwiku2osnrRg4xLuWo15Oe+yAmQ4xpL0PIRf/UQdB1Gi3klfEW4Jn24K+trZUrV66Ip6s+0Ym8MMRagA6U7Fea6XOvYNKLtOyvCIcD8EMHjIdeKY328jSzvye6t1m2dzbkb9M65aMX4Y9C0gygbuQO/ezPOG0YlhtC6qR89RWGG689iCfpmHA02WAJKh9KTI5J003U4h6mW18PbetkISTnyChxOU2sB1waoX3K81NZ2olyUkabVDL+0IMD7vvhbiPtxOviyYQNDkbjvibE3d21srF5Vf33UFm9dtnfY+X2hiUZ92e1UVlZPm9jDWOOyZgTquUljPRFzznr66ve6R9qB8wdeGqhnFor3t2VqgkfHWTM8jqArS0+5cO9cnwmTJtZ1Rc6H32SuoePIz3z8KGFvngO0ELlS6bg6zdOW0N/0unHZROQLYYX9V+7ds26i9vZ2lbehOefgJ4Ph9V3/Im6w8yb8MGYvHL5stzFclH+tuZCeMQA8jwj9J6fMC6zTTiowxMnkn6dktoDRJujDA103GlHgbycYzY2Ntwe2ra+vm76pFPHSZA8Jl+UYU6hzf40k1wYXizo9Fm4ONFgTpYhfLClccgTj3nfVVz62j9UmvWQjURoqWqRbOCuQhPsgUTarwrgH19JbM68fo4tk6B8149PjcxJE2WPB378ahLeuQhejBekQxSWKBE/8tBNRyLBQ5gwvJAjP/sWCmmoBH6Gh8B8H5vFA3hBPhPbCu+YjzwlombGUudclF/qdcz8Mq5nPUbnPA9y2o7Z5v5EB6HDRrK2t1Ky73mP+UJ9iai5tL07ofFZNtxfmC55QIA7GSLfJ4vS5dgwhj4D1mHBUNcCYA5Zmlulaw0TF7z7cvdwQzq0ofqlY2obt0n5CqY2qT4BxlVaxzpq0E884MRpD/VTZ+sC4K0FHwaYK2X4reoyBPyy2irIG4HYDXLfETSYyNnFMjg1iORQIJ+AGRBASzuElI0BcjfM5Q92jgzUNj9hGAeYDLIDGOjQ8aej1OVMSfwBFoSKg9cKxYKs8VQmgMlndVWLwuYWhfQ/Kp+WF8r7cqo6VJWTUNNrMBc9Ii6HoRCXNnBe+JmkKriLjFe/PakJkRsn6WwMYz6Pgw9PnITFpJiOnYAGQz19w3BCvvGNy0ktWFuS85rl5Hm0NoMy3eTaNU1xlYEXyhLmdBU5eWCqPezwOQEjn3vaZmSQUV/wIENe+pDOAxTjHBnxNmv19bUrV8uaJnjocUSPwQxkn0AnZR189GHyWJxylw8gKxZFytMeHJSyHECYfFyG8fe0kPKZtO1tTnHcC2BHoQpJJ/wM+1fMavBKzl74TBMDWv3ABODmBH4PSaNPR3eZ+Pzai+Dcv4Sz7qMARu84eYoxoLh4EgM1J9qEznuGtKvlKmlGDakA49jG6P62Ji0WvB6gyHkGJ3IYULQZnWOT4PviNJHR31waAjMmKMlHCy4bJzGlsjGm2GXvY3j5VG/bryLhoQeeYEVX2Rihd3zXE7ckt3LmbFlYXna9POXK60JslHiirn1LEH2z8BXXfAVP0KNdtJaT3zitV8slJ6aAtp0uhy4MZA9NvkixKt1l3qLOTI9w6k8DohG8BHjcy/hC79BhgE3ojPg5UBqGWa9nQctU3YHVKRxjjVem1BM8/S0uzGtsIGfmxaQjqNUnH8gvw2DAx+qqjElthqDnTZhlAAZ4Clfc44AxCeTJG2OQdhGGD4/JRg5DYNyABw59xaY8x3fMa70Tg05nvMR7CdM4U1x/fjk1LfAapzqlj2WSEzrV4ZL0PTQUQ66WreJe4xpnwAjTPO8xyvhykv6D0klAWziFNq7ahjF5KJ1nbWBswEKsP4FjjuBFuC5j3kxqAGqp2k2bmVuTf1C7z9lR/higJmlhF/P4cYhbFKLufIo2RKEU15Eu6RvTBh+NYWzw4AJXITCObUxyIi9MoxtqOeU75KqDDv3HIyaWiPrZdTJGza363iWOQtfPAnTWr/7I90DqL8eB+0MuYVQfwSEOvjiQznicwBP9IYOXWrzx1EYdklyl4ARTK2NHOxy0cYwznOwTGYPYJ5Z1dT3f6fp4lKv0lMKPD0FQ8LgkAjIA4+lOADrUnWpybiQ3NMdlNe20NYlEOo0V1kiHp0vm8BmsahaX42iIsnNHNE7g+EE78hL6tFpGfGUZ0mtQ4UpDfFVM/dOmKE8ebWAhZ7CapMD0awkg6uoBnlkYKOM4ne8Soh/a6QWFlLysGfxFe9JYYZFJI6iTHWkqs7JyrvAS4C2fHMjQgLTLQk/Krd0GCxIf0Y+HFqY9YWJcYVzDW/AXfOTk7x266YTvcJcf6WZD6QADk3p82VSYXsQEnGLFqZ/qZXHUIgIfLqy2MxDs1G58vq/JJR8rsLSyku94SGjDCYlDDrtCFgnuf6MuJnyxUvlXQPngdLqjtCHN7Hc+EeXecja848aDu09AX4eIYgJmYeDoHUM79MpYznd2uhFggEo2jEtNvvAD/eAzdWEchA4B1BB1HZZp4c8eqt8Pp0UxJpBAC1yXIk0hak2jkbqZLB2WH/d10WeiIprwkbywSJDusStDDt2dYUeqCc2LoyY/y1qTd1zmYuMieuyoRSLHiHfVCoUxx0K8VbZ313x59epV7pVbc9/MyEBfOXOmLKqfuVk/LllCIejkoleFIM8SoSlypFmrHefWEd7HyMYrLrNRTjyovQkkxRjtAX0CN/UF57jyrF/yiQ3LHYGGNuW57Mjmg9ef7G5r8atsGEW8mz93S7SZmigfNCIfx20A8wtzZWtDdDDCkLFQvAjRX037AMo4DfpCxBje5VNBXd9XGUd21Oc6K80aTl4yDce9hctLS5YZJ4SA21Eh8RIi3pE3OF98Y9CGURvzeugz85kMmEM2Gbz2Q+mMHcop7A1hJeYNBYvsoXRQReNSGLKAn56njr0s67pIYOxCk/mB5Zx0ZTAJM/ivCyYidPVcXQemPT7z3t+Ym8yLwxG8HuRDdPxRh8tJ3rFBwp0A1KuWxPDRHAY/vMRYbdqf0KaItokevCZvOWYDaBOO+Y/5jgOcvbKl9WCPU2l4qqhcc8lQW545JMZLpMRao3Txj2zghzzs0yhLewknEOkT3CcV0EVu9SHJWAq0+teGA4iDGTw4xfOGS2sOm5WYZOd4LtTGS7q3u78ZujlRr0CAXum6bXKUtaFeXVShVoOnMPI9ClFn66K8ZGTG3dC2IPHxxECnTEx+lCWB3bUGhIyEaU2E7Ep48SedpmpqSSDDPd1Gxo3A5SNg047JCaDeoeAzr5uMFI9JSIokg8W8SqkVUx6CIosy4kyRpJWPmuepYoBaqQGAUhoPtjw8VFbJloLzUbbAAS1PkKLt8eviERUPagOF9IORY+OK3T9IJMtnkuFesRgQ1EM7qGcq7l2bW5SxtG4DjgksDBFOOzAYRM+OhTJ3qRhxnNLNWsmiXnbI1Al9pVleuEqrlkN0bhsBQ+zUGPDgLC3lCciGfE4HNbmafhiMM7SPejDcZBS1EzuQfWADkX4TLnWFPI86eOrlrbLQkc8LhdE/TgKhzaLFZoJLqJzcwJfL1fIO1/oz3XmVri/3VjxPJvAluVggLhm+eQhKEVe66Ql3eiZumt3bY6CjV8JBCeWE1f1Ryn+17vir8rH8CUmKNNW6Cv3kw5nVxynPeDKWTJvxGZdTeZ1GYOkP/ZejFhtOCkx6dgwHXjcSFHE56EbI6QFR1uPGl1Q5AYpTGy6h+NKC9I5TQC7RcLnLxhubxiBomp0suvZDEz3BOMRA2ra+hwGgZUDj4xAjWxMzn+dZWTmjsbGiMN871gSrujgBZLAigyCoMpKb92nUoUmY0202XDveQDhVPrLFqVgtF+HQlehf8OCfBhgp5h5A8X4WGQB1VHzALbUA4+QN4402+kEM0etRY8xEnyX9KEd6b1CH8Ybb3tgs6xtrkl9sJsE2rvrZvGdcLnl3Ol0pUlYx6tWvKSsx6iE96AHus4FLYNzxMBAy29Qc4QdflE49PS4V9WUIk5zzEHMVc8m05hL3OzpRT6jRjQNuGpfuhaGhsnCWzOGLlmdutQv9Qw/RrTqbq0g49DcPDQAoIZV05KBN/FEeD/CCGsFM6oD03qmkFogoiikzUWZ8uU1jVIl8VxWOElym4WcIlp0c3c78F91PGmWhrxrdh6G/xwMMUViegpMymIrkFKdEnHqacNDt+DF3DtWiqoU5kzWGq2AyprmiovEJTQB+pQaEVJRAyh4CzK34kg9x5jltOukvrmjsae6Kp4SFX3XQm0zzkH6CypsmeEhaIZPHFgCgTz5oUV+O6R4Iu5La5jjVDv2ZUo3SPYxe9E56yPwEH7NT3As3Jxzh0ga3JWgR9peZTF1xnPJ8WxdrDLJQVdQzHuAjcIBJDyJHgqRDbkSvkC14grDgqZo/BKepEsuT+340cXOa0kHlIwZrVJ7C9s5pACGosNHNheMqURf9EECkZXhk4gGUPjM343s4GAzm1HmBj6Nsba2aozTTismdd1jRTC6l0D4MPiVJTtCCO5x+Kac/0zI9ygVVF0jsahBG6VBaTzSK2+hlYsK4qAYnlePbcPPok6vkuHS0sLhQNjbXvEOPxSQmAHyMpjzVi1O3CEMv8/CzXPpMkGGwBY3Ii/zEt9EAvtvGJZK5cv7sra57azsMyTzhw3AKg0mIaiqD2CdannSjLwF8DJtK0nzG4Iz80JkA51VEy8fEHbF4ZmWkLcl421U9G5sbrp8HEeDTl6R8DxCy7Mviu4aa5jrkE05DzuD8CAde4IQRlX7Frf3Hy265lBynUnEaHYolH0fF1dGCWlptz3oxPkKnQm/RZumSZBKLaBJKiLjz4Ef9giGDzwIXNwKDIjy1BTlHQgDJaqX8kE3QYbSiv7E4ejx4HATjMfmCDa3g0SXUz7Q7dQL585Qw9625f5UfgGHFCTT8KFpPJGKsVB6TvvjinUs8lAIOl9yvXLpcVq9dKTvSP0542UycO3u+nD1zvizM80S0cKXX8Wg/hNQ+6lKQr0rMzdWHcGTso3KuCh8c/rp+1ZyU+hENNmSY305fOt2NeG4McAngG5f8SLLhxulbGm8xr4WcgRwTLl0L4fmeO9dFyqFpYLxBIy7rxvwTfRXtSVJ9HeQHv9Y10thwYegZJSrsx6U9A2luSwOZhszgh/i6jLc9jU3PH00Z+j7HUqTBR8xVOZ90Oqm+Yo3hlJf7kazX/HlsoH+ioT4ONkO2viFeLsYPvIdBcMh9mDKY/HJeMKnfJRSMZgpIUd20vzqyQqTE+aUtZEVZIvlnnBGgJnMhfNUrPjw+RRADxXKniDxjdTIKNwTjV+TgOeRqWcpQDEM9+v9EAN+yY67ndBPDOJ7i9kaoYSqbCd2cn5E7Rg0PGNBnvp1F/WSDWPigBf+BrxQ7eI22KW67ImQJMN/wmSpOu9AfUVSa2gIx35MX+AFBL1yA+73Si/t+FRYdx813lg1I3Q6IcPQVdUKDOZ+n+LknXnp3IDtHZSjnKwbMefs70tdZmXhcSkWmJuP2QR4Xba5OhM1PxZFE1ca6Jp0A4AOxFjtGw6AeDBE34yMgRFUypM4EgnxYpPMehWRUrTS9VMQeMi0c4RaHMv6rZTOvxUlo8827HDfJcwpGqtltyhvXiVjOaiOKE0jyNVzlon8RZ1DQOGDuN/hmcosGWs5VkBMByqHI+nN18B8dBaKTqIh4BSZQXuSb94dxMhY8qvPlmNhwtImmcarGBM9Te6SzIMIH7aAzMbbCcAo/jS8qZ4HjfhjikQ4fIirPp18jxlu0LXjo+bHsNIgwSHyjrWhx4zjGGffxcJrhepUOLnx5F9YtFNQJXWiGI9mXUsEnSlpCDRqvwrgwOjgr3tHBtfU1dw+XbTCK3T6c2zHq4MjyqWB6Nd3c1jjC12+H67J0SMQCzxj0E7WrPyRvX4bajROjwAEoZwWqoDKMO1cTNTNB8Ci6FdGoUca5nCo5ERf4LTCO4/JR5LE7PNTiAD59aDri0ROkeAquwEaTg1by0aWzECjmGqssRtuToHCtn0WW+07of3DneXxfuhUGISAdwUGnbnII5+k1esBptseT/uJJ47PWMW6Gv3rlcllbi3fJcXn12rWrMtzXzR/GEJdYz549VxaXVnwKilEANQTNwoaOCjnutxXb2bfRf9km2kh69jH54q06x6V7yCciNV3O2Phtmmi0dEhLWmwwGNu0jfECP+CyGBq3lmkvBwrBOE4/iPmMchhuPNBDusdiLZsw2hYHDcQzDxjJk1jaeAvw2zoAvpMW7eJWFIP48XiveKLqX/juTto0h0R/QVuLo3SIDYFvGFfcZVWMfiRAPVFXyDL0nLhc01aCZLmP901AabVRRKUbUVZ4NZnSzK3pQGSsCjNqEJ4NfuhTgMzI8Z+1vCkfxgRU5KsuUdOfxrrGadwATxs4LUc+KiO5CCEcKa4vXAzI4C8QGNuctoIAfemGvDgwOA4oy5wX+BHmZCnWcjZZll2l6fUMcl43kzceyIj1Bnky7wnRebAfmxcH5FMHQDszDhHAxFwfNdL2Q05X/TCF1hykWWVmVJdtHUBfIPmADtfqRn2KOskEDNQHtLpvCvSH/pxLu62TzGAcUnEiBy/Ih7M4bjlAZlqHuReOS9BsFKAtmfQ6CeDXsPMdiHDHV+IcdTlPq3YNGlWGg/l4WoNHsLkEEY0NUEErZgR7YIJBwEwUPHnCAh6XrRiEPD6cwhlCGDeiUIUGHmV49JjTCzpvtl5SsBJXnIRhGCVhYvDN53BvZUucqhQ1GksVizt1s5hJYSc1AaK4igdHsv/ZFWtXz6U5dm0Li7xrildvqGM8TqhJ9bDAiThjM9pTKRBH2K43O1AlUEIR4EnJnHTD+KqncYqnIx3DeEe4EJqfXfDTeLwvi/fTgePJUpX7sl89eYtLpkyEqo9jewaYd1fTWiyin5gkOS3jCdf5uUXjR71hnOHDq9vhdokDtZMn9+JFrtM+FeQJQZ4OXBY/e3t7nrCZZD3Zqn1xD02UBZIWiRh+S7xnb3nZ+ueXup47V7jsaflWXLdjEIZHaO74BAX9mTEf3OA+KzpcmkY/d8VTLrJTtWyWz3A65A8vnBoRx+cUIV8RQdpRIC11bN8DmX5lR+sXWYovF6sTKWIIow3nJJetIeHyRBinVUwg6gdODRiTTHjoqhUq3RgQD3mJ0mO63kPCzcWqUVqucUnd/qtFcOaP+nvacWIl3clLkqLn+UE+62iswz2+QW2xIVkvffK0J9Pe7NysXw8yLZnw9PQ0l8N8iUb4db7xIidSOGm/6+OyKN8Z5sQsT5Y4zfHlGcpJLrxWZ239Wrly9VJZXbvmm97p3yWN2bNnNV6Wz1q3uCcz1kbV4zmL+3bjlJB+Qn85QaS/+j6J8LDvSUN/+TyY9UP5nPriwKUai2cALV3qCyNStDR+OT3zO+Xk0qjLurN+l4aGXOZBh1N59I4ndxeWFj13nZERC2/Iw/e9Nu1KeukDOR8xJywvnRFPYVSdOXOuLKjvIGCDvm9Cx1s6gHmYeQlatIMxhGM+Z572aZzyaHM6ysa6EBuA/AYvJBmXHkdohe8rVX/xIIL+2vYEDeI4eCGNXOLSl0nkrLEwKT2cWFRuLMDO8yLbtKdpYw8ekSqlP40LQlxW491pHh/ROw2ocrUJlzlefzQ2wOYBH39Ef4L3HeY8UbVGBdy/+ad4x5ucb7WphsEkpz7wIKrwwXjnvY/c++q7hpSDo1yAKapM/DIrwBPlGd/5mTFeMwYjNtygbUON03Te08oVDtZ6rrrgz3quhWe/zsXrDf0q+WBXqKyNZGo3H7VtHU/RXvtsSDTXYeTx5Qx/r1YOfrkVJD5hCe2Yww3yCUe8Oq19PtDQmocuM+YZn+hh6lxbf4ajyxC45Ct95zYEpETfTx+Kl7KgPtM8Lfy8wrGvuYzP9mEf+P2A6gf3TuUnaVt3kKVlIRzhqURNM6Zwo2/HOR9yCHFqYeLcGxE8DaOYT2FsNYpnD3aE6Za4YqBtLAAuAwBhMMjCeJDRoUlpT505ih8DlLR0CXQchh8TGJMiOQx8LptgwOSObugSMsxp0LbqftoznlQe84Tby6+8/e1+ygzw7kf8YnzcddddZW/7sLz/PR8sO5txokQ7fJM2Boc6LSZjJi0JTnHu50J4m1ubZVcTCzYBEkIN+w7XkrRzUP7QS55fLl29v3z0ox+1YjNxVN10m5781CeXh+69Vu6/7yGlqBurMoXxlIqlzq7pewdxczj3+/DaEBYzZMbOFH4xYJE9dYWvAaQFEknS6RCzjMQDp4VZBydTlo/4RsZujdCifvoLjmOHDyjVeMTpnxUWRl44KuXj+3Dr61zejUtAzItxosLkFWazgg5DFsdbupd56a5PSTQ9iPcZte1gT8NB/Q4vQPIzDkIOe16Ew9iSDqp92zvbZWtzS8YvTyDVk0BoDOiwkCTQJgw4fOpD/oSpoz9htlA6iAUgeCTLpzIKcAoIH9CPyz51YjYPEQSG9PxKBO79sLAqbf0xybLXO04OQq5O+mqfcgprMvVuWaW5ryXeCweMoVNZiTqQOQZkTMTQpYjbaUT1qOcIQeVphDcH1Wr0RW3009TaMHgiFT1fXj7gaV9hMYBEi3Z6YWLiVb28cBrja0b6wT1UGG8hL4hHXehyvCSUeUIS4rRGfRVPpUb/Yjx6g6k+oRi6QDnGCfMNTHDDdRjfjIFoewuRFi4B3UDn8tQZffH8J33znCUc0qFZJeU5xHQI45QHLosKOgxNgLamcTeEoBuOmMcXY064vgdOY5LL1gsy4tiw0QfcNxtfvwi8th3mz/Wgtzwkcta3azA/cE8Tr2pBz7eqkegaG74IQzdp4+ecTXvytSKMQ9oEdPcpy42WR+fTRf/lbRnoIHFYT34NfVMEmd7zBwI6yKZh2g/RsBwDtIMNDX1Ff/dlLB9Fq4gNpLGI+31kcvDjRdjjQ8gaW/RsW6aHmkN6raal5bFkwyV0herBjxO2iFMiCKQfDmMtZnv4oQz8KMcyElT9DOz4o+4MB8SY8FPzGMesieKHPqFyNl0Y9rzWhwfX+N4wG390lv6lv3kYjRro8/5AIJyBvqWdtUrL+IiPdkX/Ixdah1FJmzmN4/I3gPEc2PoVScvSsUh1juhh6PvLJJp3uG0J3tjUoIutDoPbxukHUzF59QtroIytuMc2dIX5GEcp8Gga8jOvXjPbuTY4Cy6j/2yE2qcw5cWD/NCA8QCujb/zU5976I42hyqAb2AgUTFx8jI9CifQ2IzHoAqlgRTlk2SLNw4ij0ZghAQNg9LJQdAJSQe/FTaQeavb6+W1r31l+fJXP6/83b/7D6RovOKCvJh0+PbpV3/NV5bNy6X8p+//L+XK5asa2BOa7ObKYx//mHLn59xZ7rjjlvKoR99ZbrvjNvGAwAX6QRQYpw8+8FC5+NClcvnilfKB93+kPPzApbK2vuHFYGNtu/yNv/U/lA9/4nfKz7ztra6fno33QnGJZ668+jWvLh985/3lt9/5fhP27lK007DKtqH37GTAQT5MZMgIXFDwPYF4MeIyZuwsuIwMhARxql9p0OUSHZOojQrinmzjMkVc349JmAFJevj0JzyFo944yWMyZEfNo9p8OFz46i8WQp96KY+/pGk+NIgjrLaJEAOdvQ3gxUGOd+vATwL4Wab1M4zMaLcnCoUxovyYP7snhfv6exjSgUbSIc6Er4Ad7U8abTn9VtdD5vNePsaSMVwOA4qdPukBiTsKTBzg0F9MZOJFUSYRfsdDLHYAyyvnPwxy9z2ewqIiL/jxKRuLmOqHHVPVj2VQy8BazLXoW4xLJp8eXMq4HiM1mulBG0KUkY7XzeKUNjPoBgYxO9Y4VYSIynmtiAmOk7clGfe81HZzfb1sbVxTOSZMMyWgpWoDQfQGv/5GnfRBLCTxaSnC/fiiP3nAxJfnpLOc6Fn/3D9QDX1owfKp5YFucSLdCHLKgh4YufgCpljjphOBLp68AdCHhgLenAGZZ6B+4ulXAId25oJ5/qZbyx23P1rjdLZcunR/uf/+T/o+5QOfTBilw802YbBxFYSrDjDpeVk48YAa45pxpY5SH1IGl3NEzhPINqGln2MRgOuMJx39q76+rBVCkDSqUN1uPwla+4uyzrYSxliLGoDIQ05xg/mMNjFsHjAEWH6lf66TOiquodKstAGGFFTRO/AZVcSMwcZI9TfoBsoEUEb1wGNNRAusI8TtpN/kk610N0fU8+AjMoZgKs5hHjWaARnF2pmmzVGINJ+YgyO9iPGndP1zBYUTT76whNHGAylpnAExp2ksa0315/HWr5Y9hX1YEswboOerMe4X0pEZ81zkAh02vEiI8OTx7QzJTv4ht5ZwBYG4DbjQj8AnRHpSzT/GKMak5jDNC/BmkioT5QIfIM4fZOHVt6BYPzrupDvgwwdzkf7QnZo/dSjjcIIXGM94PdwtG+aZloCRD6HRpr5W1cWfdVCpfVVjgWz3EAbceOyWNAT7eDY2G94LAGGQn4sCggRgKsI9bjrwSQ+65EdaSzfKMYAznfAwn3DmX9teK1//6q8pX/H1Lyh//+/9Q19KADMHO5cavkoG3PTBmfLB99xdHn/Xo8vTP/8phbe63/fJB2XQbZT1tc2yvbVXHn7oso0AwPMGvpqztLJUluUWl2bKLbdfKDfferYsyjD7+EfvLj/zM79Qvvbrv6r8znt/rbzt599alheWpbwojjp7vxpwr351+cA77y3v+M33ujNYYOKVH7HIuIusyNQXu3pqj/bTVk53OO1M5dT+S5M07+ACPyROe9MgljJaPlJ5TcC8XJbJGHo58fIqBaaznFTDeAsHHryEnKN/u7JcctKfB7McaXssiM3ETBiAhnkRHjBBXUozHtJlolIeaNmfQNLJcOuDB7T1JSSNI+lyPh2safgdj9VPei0fQATB6dMi3gP4okjIlSEf/kkdRzOAeLgoLxl7YoBOtDHyR+sKIF809YuzgWY6wiXM5R3qJ079TGJKDr7AlccGI6sRJI+RTb9XH90UYr8w84MWgxNti3QyAh9gDFAGYyB1HB3kiTUqSbmgs5y8sWCgy9zbtrnBewvZfUOTNplk1KUkaukSK/STP7xyihjGjTdB2uwk/+iqnceAJmsVyr5JGQA9f1UujY+utHksyhheWdZQ8yMYHJMGtHgZhj+3SjjoapYln1sBfJ/goF4g48BNN99aHv3oJ6rNc+Xhi/eWB+77lDZv9R2HFSfLpu++ISwd6U9/JCuFp5TmccHla+HmGOrmEOXluEkH4EMp08DJ9AxHVZR1tAHyKRcxFrrgKtvby7krKpyeDoGIcG8SJ9wyj7UQ87Ja0a31khv+EKI9Ilpx1ZYIKI7cVE7Zyo20vmJDRa1lqpyrXAOXOtFWxoTqIh28jgy4rAcR64GESGTOdCnm/qzQEESqtg1AaeLdp3Sg0Q7VD27UrzwZapy0nTlzoSzUy/rxcJ3QYSiC2hTsa4yul6tXL5b11WseT/3tHkDlk7YP5DMuzW1hTlCzLF7np85iuIOTbWrLkhZ4yC9okwKjbMxJQ5bMCeEPgbrith8qx0hjTohawtinftoWZf2Ut+dTZmz+5svcdLyHdHefl/5qw8SmVQSkqcGTyuG6E1IBMnea/64PUwuTZ99IIBqRDR82KvMCujzhUTcDHEZJtyKbBjihUAGVrY7uUZo9jUjvcVVHnWjbPBxlxsV3NNE/9al3lSc85XPLr/zK2328G/SNrYnmoDz6MY8uX/L8Ly0r8xfKpz7+cHnPb328vPe37i7v+927y4fe/8nysQ/dW+7+6D3lk3ffVx6497Imvkvl/nsvKnzR/oP3XSn33PNQuecTD5ZPfvyB8pH331ve9dsfKxsbO+VZX/D08mUvfm551+/+Tvnwhz9a5ma1W4kbEcRH3M/xlKc8pVy8b7Xcd++DIZ3ahrxvABwbYnYsfOzQpwvv2vNrOjgWVpzJNi9d+3IQxpxrgqZ/O9pczgNQM7pq3I391npwxCgKHDKNusOx+LL74h4oJmwZap48qIyaQw3DQMNBq++34MdRg2JRstafC1/HT4U2nmFcDsLo3zYt2hE6Ge0hrwPa5TYGHouI82scSHqJA7ThHiIt80zHi4z4kAs5G4HcaHHDSgB5SZt+wgiAp0wN2aZMeyAdYkFQ3OpXjnK1vpqlVMlAaUwxkcxPUAfXceupQibBX9Kv6W4I5eRqe51OGzOmPNMzrnON6pMV+RGGVuiS9SPIK22qzM5xH9gZ6/nG2mrZ4qXTXCLlO4Mgmuco70sJlcesL8HRqnupj7m58Ktd3OexOWIMcWtDO9e07WjbMw7CIA2w/skdKVNpRhC+I22IR9hDVe00VsVJGNLEkWIp1PEQcCg58n3gmyznjc1VbUx5YXackiXesG479WetWg6azDnUgBYhd4Wq4QUM+SOeY9PUhWtjiYURZ8woF3X0Y5E60vV8QqvqInKhX03YPx2o5vpLWUI1v851EZRwCcOPdQk3HFctUBaf/qBo1BERhav+dukNVPULML4czVB11lvpJTz2aLRX6aowF/eQ/yhdoE1XSCWrDiqNKkzbMuOkKmj1EMy4f3CUMCnaSN2cBk+X2Rm+rcsn7Va88enqlAwzjKwJe22Qn+MLMC1zB+laDz40KmS4S5Ph6BZhQNLXlFae67JMwFMc4dYiPYDn1ge92mzTEE14JN+Xv6Hd1N3VL6Ae/oBIrXOxHIcOlCUHPIYKY8KZmqN4infyQOvxpOwOlfPrWIwPB5hwNdzUB/jWEfmjqeMBXqsBdxy60i3IPr9tIKGMjjY8GtrDKI0eaEQ6AMHWYIWhUIdxAIUIgeAizwbc055Ynvjkx5ZffvuvlJlZKZvaYlU4kJGzu1IevHu3vPc377HB9rEPfap86pMPlPvvv1RWr62X7S2+nRdWNjcEc6rlb6vOxv1iTPZMRtwzs7mxVa5culYeuv+ynAw7+fd+4uHyy//1t8tHPnC/THZ12RQyYYKgwzWcpifLU5/y1PLwA6syDB8S6yGjHBAs+D51k5HGjfhc0mAy5ElV6mcydr6U0ScK3Pdm482zvv7TiW4N5+dQ3D+SBIoETZQGRYID8OJyTd1li1n4CcMt2k2dvs9on5OTuOfIBpzalX0jKrV8pIVzliHwIj2VOMsCWSYhw61v3s2rqq58JmSY+j0QCTje+63LkpkPZB7Q06MPSevxAno8nMsxYNO1ACm5tq6WJnMAyxu+iPHj9MzHp2zf3iwbU4VynToKgSvugqajWR6fnEG6vKQc7cAHK2RucNwZEa5Fe6gJboxiFDVB2qBfyKpQbFbUnzKCZmcx3vie7qTfYca73/xQhtoW1UAr+Mi6e1mMga4PEifkx2mzT5d9AhgGjceYT+gYYzHmWsi+HfGVPpyIj+OHdLsa1o+F4E1LpgkiHn/QB7qyFQeAB6BLGeSTwyWvc+fCgMMQ5rUr3WYFjDH0aDd1x9wgRxoZzo/TwDA85Dk5ygFJz2lyGGs5l+DyxA68vhxlej76OO0h7lrsHHexijMcX5QBQYjBC+HIAVzK7eK2DUDtUCBPxEahHe8xN9s5HDKKv8iL5gTVBNdXXSzQchoPwVv4Oe+nczolHFe0gzYSeA6Bp2rt6y+0NmgCVUsdGnX6dRmHul+X4wZ8zfncD7zC099z8TBh0ow1qpYRedeJXIXDrQhxi07eAx+u46em9dyO+uSnC3mSbq+jYcjE6pCjQdHuyxHQtbyDfsrFvON39YyDPp1QGvtww28PxOgAwiFtXNzbKHkwBpyfOdcB5suWfAtNW2prbxz6AXc89MKA/COuYgROqg8r1+KQUNweFE6BHCSSmcJgCovOlOF2uH627F+7rZTNm8rapcNy98fvLQ8++JDv7ZiXgi7Mc6MzRtOsb3aM9wWpQyZ5MSnHqDKAgqLb6Qlfiw8nfLNzM37zOZdgHnrgUvnoB+9RHWJi+3zZW721HKzdUiZ2l8xbTolhCDFJoFTQjIkuLkXQPp7Uoh1TMtLiKRoMOp7Q5DKsb+yVkeeX5TY7onTw1zlkI4H4pCTzleaHBmyg1stKSqOB5HOixz11PKTAQxOUjxMM7oOJeys8GSMj+Q5X2rkAEoZgpmda8AXPw7SjbWjj0MW1aYmTAB++/66B5M+DqVlQjnMJw3gPpB1NN66N9aNQ7ZgTIcpn2L/VBTibE4SqQ3m6OZ7HRwY2ko5AS7flRXLRnycmR5FTBG8U2CDtabdOf/CAAaduvJCX/uSj9NtbvBaE+0fYzYs4/yN1EKHe8fLuQOO/1RdUxfoiYiwyuztbqosHJOQ2Ns0TPDCueXKVp+Ex7MbpGbGkm9D2xTCdtjrs39H846ClD410bfpxdI5LB07KM9COWg+g2vixI22cyzbi/GlBuZZn06l4o0B8mHYdOGacJRytowLpzmIMJVxHFoba+BHcGyk3hJZG67fpyXuM8z4d6PGQZfp9arYrYsdBlo2aQpcdstzirRDxLk1O3nparivLWpYxc5DGRoH1iU0Q6xHzEzjHuetBX6/qrOht/UMgPY23mHATN/AJMo4jrIhc0jvOBSgMjQHLgTM6LwC+l/yQh/A4iNHaqrLRi8KFzmcAspevC0cbcxxAMt1xEM0IwE/DI+ppJ8m23taBI/WSn7tkdgua5NXDTBosbyvLC7FT3Fssh2u3lcOrt5WJ7XNlYn9WnTBZpmZ4Mo1TJZQzDDUuH7FY+CicycFsIHJRPEDwpLWu7034Im1iSkoshZ+d5XKndteqa3JPdW4vl4NrF2TI3VT2d3mi5kCL1bI71u/NcWXR7tjZ5EQYEyhtjRMwTgc4JZgrc3Jc9rFF3sgn8OPELe6PwxglHUOO9ODX5dQ68pGD35vm+iUb0eYJI554xZCDl3isH8NNba8wrr+A7JtMwxE/mhb9n+ltfpvWOtIY/Hk5LAzeWCxww3i64eSB08/RNEEbBvrTtxaI97L49AAao3S5iukBr3bSP6kXQPTZEPo0ZPNIIcywG2uHJClZVINq4Pyn6j1vtsBYAerEmv3byVxpbJj8BLH0mYeM8ulL5I4vadjFr8qb0g1ATuYjkDwHQB+d4Qk6jDk+AYTj6WXyWIz8dKgMOlxuTnBA6lcL5vmYviAv/aG7HqTshi4BGsO0Do6hn/g5thIc0s++5jk/RMNDOcYL19ZDvePG2hBa+jcG4I/rw08Pgi/0nbkZ6tCGT/pvWA/xdNeHlMdxLtpyIwA/4/sKGt0cIJq0wXc9dHBcG3qAF48hlfNpYDV0AiIMjp+g5+qPLzv2Rne0JWSZfqbhM14Yx5l2EkR/HO8A6ASt5DWgT49w4idk3o1A0jq2jJItL8leWDUxgbojv4V4Ml72CK8b4a0CfkCEslCAzjFO3TU2Hdd0ZXcPnMETXRBPd2KDRiDLngQtDnTFjOnXJEFb13AySXAZayzGRkiMNCx9bkJeXJkrL3rJl5aXfsVLyvvffU/58LsuSnQLQp3SwoIAkDSXTOAiHAuM1MW80Am+kVmGk20VGXR7e5qUsA+VaXyUiKqhYR7jsmRQCyMoENNLBRfW3kzZ35ori7Mr5atf9bKys7frJ1n5wHxMjCEnPMtA9NIY8kMKnJRhlOmPAdYOZuoIg61fYEzDDVPdZgFOiUcTbOSSpkwGADzkLsqGm4/D44GHNIzyxKMfMBAOiHaapJOJp4v0Pu60dPApvl1G4UgLtQVyQI9bINq8Nt6GWweYahNPOBqH5ujifBx0ZYcjOSGa0gB4Pa7VChwlhWwUNM2WHrxEWvAWegvYy8gjgp6+eqWGTgBQuraiT4oqjbIuT351HT2PHf2B77KRzsYCXcNAIp33h+XDBL5R3nSirqB11I03ahPA0W9Xb0LKLdMCDxwcGydvECovILMotZdXrafCdV8NoE0b5lMWeuZnTFk4MleDvHE02zaRNlpX3gN3wWN6c2O1rK7Ga0QShrwB3dwBPfWPx2aljZOErIZ+wrvOBdBEXim/li8g48P0ANJ6nsbDmHLHjTPgaLMCvJlQO9gicZLN3M8leuPzcwLNZuyNd9eDcWVaN2SaeKbhozfqF6EyL45qPbFh+VGg7ygXWC3tITBWZXLMzkt/lnwC7StbjQ4Yq/YzegL3CQf7u37HaWyArtevJwN8hMr0NdCC/HO6PIf1L+kEElCLxPwALnpNvxMmSaVwEetgVEcJ48JGiJT4ayHufyRQPVVpHCmWZg6n8+BMza3+MeDsY3BMh7oOy9Ti5IU3RpeOdk66IJKNP8kdB33Zo7R7aNM8uQlanMzPNKsXiiyhgc4lUNznPuZR5Q3f8g3lZa94RfmRN/3X8ju/+gHfN4Y0VVo+lyVVHqFOcCN+TKKefPZEQ4YakzM3Uc/Oz5bFpYUyt8B7ypbL4rKMQA96TrO41KgwBkeF7HRUubuZNdvgS174cC7eZUx+6pMPlg9/8J7yFV/9ZeUJT3psuSQj7tpV3p6ufE7MoK+O51UU0zNqqyZglM8ncBholTYyMS81PyffVl4tZHoodfAMmI7K85CEj8zVd5y4Ybxx6iazyW2MdvblVDJ+O7rQiX6nDvCV1KW3/jAcEHXgbKjJtYYZ4XSJl+kJxNNP10JXU5M+xBtX7oYgT5vGwdHuGAXldzVKHlF9S2887RH5UeZ69QxApfUbNUf4+pBYUW+4YVnz1aRFWL+1DPo2zzukZMDRf1zC9MmbwnyhBDzGA7htu7q2VhClGhoHPe6Rcl0cP/giCbmH63ULZwMFPRNSnIYHj3kfzXH0odHmEXZzmjJtOGEYbyF1M/2WTgJZ/rxYvQduoxpwtAMYlkk+uzGJLzeUu+uU8ZYvMMfl+Mu4cR4BXB9/TP6nY8ABylProj3wCp2cs8fV08FJeZ8JaJkmnHHxqnHAihAz6zgYnwq4T6FR4+Nw3d+1fwFq49aa+UWthTLkhvN028ektJLhHYw8kcrbHgCKZNlRlzSPy+/5cS1j+1tpZJmL3g8gnHTC0Y5sS8JoPQG9PuK3DlDbu3BCjbekRMNzA9L3VT7sjxPWhwTTOMqToUmeuDD12FrrSRPgeBjX6CGd8ThH0zOO0BBuO5hb3C7MFsRn+rybaFcZpTzvBc8ur339a8rDD2yVH/vhny/ra+uFE3+MG2xnOj+OmjV5ig6TD4qGMTS3MF8WFufKypnlcvNtN5fP/ZxHleWzC+Wmm27ywwt33HGz6B2Un/zRd5WH7rumXTnvUdr148G7e5tyG1LWjbLPpdAD5R2KJw24QxTFVdJp6ki1S1yoHRidMor2D/wi3C97+bPKFz7vSeVnf+qXyrt+54OFL1hwT1A8OMC9OPNllrfXcwlnet5vx47LrFCVzNUG75SJVxm1crNcq0hbWefC5Pfz5ARm2Ry4Pds73A/Eu7p25IJf7s2zQSccaASd5n64jr6puZ0Y1wlZb5ZVxH0RC0Dm9fnp2jJDl3kJw3A6/YzNSxgX1291QxhN78qdYMDlk0hAX88onSoFyZE09UXFC1ZCvs45pp4Ov+/+3xfom8IEGeNeUyMxp0W6fDGSrKCrsBe74LiXk5O3PU55Ndnz1YbYXPG0WNzrSHv8RRfGS361ARnUdkZD5Y6Te3MJtdV9IOPht/NOpclvrQsfx/ykgHnLxQCHDrYuablsQwfwHOdQrUl5x8JJeQ0kf6NwWG655fbymMfc5fe6PfzQPeWee+72+/faNmW5DHdtI522kV3xAdqnHzlpqtLzZL51aSRSjjj1ZfuBDAcf5Dt6AvT929E5dqypLrHa1tdDpMXrRNAvXgyhOdtXZdS/mnvc3k8LoH1SQ0bXxxsDmFG/iKxXk2N5O552178da8c3MHEZN7Nzi+Xc+fM+wfV7AZWHoz+NUuVLzdkTrB0b66vl4sMP+TOLzOVJ8vcG6tNGBxL8DjaxAV+hS8gq2wC/KZfw45AjD1QCLw9DEqDT6yw+J/DULd0gbk4wxlKg+ODKDdrKnMi7BzXb2VbZndh06ROBjhoSSmjyZMA9Ljk4BloiYXhcD1pBtnBSPMPDcseXCYHtauLnXrNXfMWLy+v+8GvLj/7QL5ff/NX3qI373jnyoXqK+KZGGq3G8+QkCwYLx7nzZ8ttt91SHv/Ex5W7nvL4cuedt5cpGWyal1SeOhgyWkymS7lyaaO85YfDgAs2QpnhOfjhBb/rZWvrctnculK2d3lcH0NvT9WKjzIjFsDnciv0CXNyGDx+/jPvKl/3TS8p7/rt95Sfe9uvis5efJVCkymXMjkVm8OQm1UaN0VisHkHE0+j9rwEDONxY2evOJmPk1qiflpAJVMul8pA292TcbqzFcaalRYnRRZ+PqHrslJ0X26yoRdPHZk26dSvsrvV4MtBkWHyJ+o3CWkngyR57njLMuozFoU9HlFnwVCcdNenpvlEVnJIQMYuV2nwxDC+EgOhgt/MXyHrFEUbnTsacGqJ/0xPblpDkdMMZElf7tmwaHGifxMoQxw9EqteGId9E1gR31f6ruqFHtoXf0wDTDos/PxRpwxj/UafkhZAXdO+P1S4LSMngL8qYjrHF4AXuID3fEl0gPhzHH45I0ga+BH2Aq98y8C/02V+drEsLS+5T/hcVDzRrP6VPKMtnAHEqz3iMr/oi1wYBuLVq1H0P7KMNkQfAOQSVm9prExXui1GSHZK45Lx4xTTinzCwFHaUY6W+HaG6TA0cTEOQs+4F5cx4LbgZ3+LLnTMXw0bFOYBqgRosXmiviyDn0+kjwPXq3Ghyroyt9x6e3n8459S5uYXbMB9/OMflrEc9xeajvAAeMmTxNRRn8BFxXLIWsacyk1Miw/6XDwSd/+qbsYkJ6h+QTOvadH4iJYiu6CLnFrdJ3yyARflW3D5Y403QONBLLf19BBp/tzUBPLWWOfD9h5T4qUWCSPupDp+P4D62r6FCTNivtC5Gh0DbblROqnLCe19ZC2ktHwWwEOBU3PlzJkz5fz5m/w0c+qd59EBkIK8uZ979erVcuXyRelCfAe6hzZ8Y+A1ZyzEnNfPfH07jzPgQrfZPEaYkk5r5EMbcLQxwvgx5/D+Qb/zTSWZL/P2gWi9q+uBDqsJzGMYcbwJY69saxvK1ypOkAXlUhGH4DYFXRlwj6cWRxStPnEWCwZWy9EotHldmAEzKDOkMY5mpiGwY/HlMQlEcNLfv1xYnivf+IdfVb74Oc8t3/fv31o++fF7OYzyYk4bmDYYmJ54ZCjsaXLh8zCcsj3pKU8oX/z8Lyx3fO5tVtjoLKiz8BFQh3HToUJMmpcvrZWf+OF3lwfvvyYlIDUUo+ddP3nMpf7c2VkrmxvahWxIkXfXpBC8PDMOwVG6aGtVLinG9uZeufMxt5U3fMsrysWLF8vPvvXXZDSu+x6EMOL4pBMGHA8uyKLnMqsnWCZ0lFB0VT2qZZLiizjsUZdf7qhIVVs5fFzIEjc3z3dAuVl7quwdatHShMwx+Prapi/vrq2tmx6f4rJ8pMB5f9D8PO+nE3VN6rTHE3od6CxqNnQwuvgTP+mEZC6uXbkqgzG+vNDmM2B2tqXyWnSWlhfLLbfcZN8DTH9c+t5Y3yqXLl4Sj6u+R2lGssqhBQ0mnpWVRT9lCw8J3KexvpqfZgrc8NkYzJaVsytqj9rnZNHRQr+6Sr9uWoL0y9KZpTIrIzD4QRRw1YMlJXpbm9v+BNvm7oaXirky60+7ZH/VSiTcibK0slwW1M/mfYKHYWbK/BzfVGUXR5+saoOwpT6KB0pMo7aTzQmnz/FNYCXz0wCTW6RlW0s5e+6MNjSzIRs6OHKqbyqW/8b6huplAtqS2SNdnJxxri3o6tvIc1Hl1MpNX+3h7f+8S4wnnnd2DiRHtUFjcg8DSXLm02NnJHMmWWRmg0JhDOa1a2vWQzZW/oLIBJ8sCsCAOH/+nG97wPCB39R07sOh3NLSQplf4FKtcjwOou1Xr0iW4mEGA8z9H5N7tH9CxttOOXeO74ByHy2Spk94lcaBeFr3C0whxiXV5TPLqmdR8eAsLjHGOLAxJ5JoR/AGfVCJCV9Cu3ZlzcYP/Ygeo+foHOUY42xCrkrH0YuoQnQcjlMRnkzn5eK+7Fnh5ptvKbfe/GjxW2zAra5fdhl4g0a0FRd0CHuhVhA/5tKGV6Wtb26VTemYx3OltSXd3hbvZ86saKzxgnNuOQkZYNStXlstV65cK6tba5jUZZZbWzq6yMnBMUDGaCZ1fvoGHMB40fhlURUvfsfgBEa6dKo5sfXpzu8LwBeyBtpw1pcyx888a2YTSyAlcYGkQXpgu1sHJccZcVABnKN8vmG6sLBUzl+4yZ87ZMNiaOQaOhMbTzYc3AZx5dJljblrQst7vhKyrVHexpFDATESlB8TiFOOM+Dyakbbx/ASuiFpZD+6nbQlZHk9Aw7weBWdcIThQeNYvMRcqzA6awrhjuqbqetX9JU5rXl88lDzk+at3UOtOSfpFsQ6GQzA/VJ5vzD1hA4rOyIu3UTjh8IBSMswQBjH5IcgMt9pEgSTQKYlNYcrbSh5wqnllYk47PP9UfPil+OBggHEacqBDbFvkPH2rGd9QXnzm95WPvWxh3xS5smAshRVR1HP9taOJvfpcsedt5anPOOu8rwvfV65/fZbzV9M+JwmyTOHteNDRHIHNp4uyZj68R/+3fLw/aueTAPSD4BHykV7GW7cR7Ypw+f+srb5oBbByyZLOvVhfIUS0JkTZUd83nrn+fL6b3uV8nfKW37k58vly2tlRUYci/iUJnVfTp3mbdiaBmXEYbFOaJKfqgqbcuUt6vbNCyFkKJ5UVShzKOmuZLkoo+1Rj72pfN7jby+Pe8Kd5cItyzLi+P7nRFlbXS/33ftQ+diH7ykf/sAnHb7/3gctO4S8KyNoRUbMq1/3inLHo24VWeQffSACjrt2DwraGfIB7IEndv7J3/8X5UPvv9tvsNZSZUOFhZmHO26++abypKc9oTzjmU8uX/JlX1w+7wmPidM+tXFnc6d86u77ym+943fKr739t8rv/Prvysi6VmalHwDfVL3jc+4of+K7Xm9/f4cFV/JX+9/12+8q//qf/oC/4Uqfwhcsbeyuly953nPLn/lLf0x9sqtmCl9tQof+w/e8ufzoT/x4WZAJdtttt5c/8We/pTz+ieKHy3w0R3+MP0L+lce9hA/c+3C5774Hyj2f+mS5+yOfKh/50EfLg1pMl2mvCiJrFpJzZ8+Wb/uT31K+4Dmfr75hAuQJYe5HiZvno892ZHDvqFCdSCxI9HRaxv+V8qbv/cHyq2//VS2SDIjQNXBDDxhfCtBWKcOOjKH/5a//Zcn2ada/QMJF/7LA0W8XL14un7j7U+XiQw+VD7z/w+UjH/5IeeDyg2VRhhz3Z4JJO9AtZMVeZl+bpic9+a7ybd/xRzT27pCxpvlgmvE8Wd73rg+W7/5H3yMjbgMWxcdeedTtt5Vvlzw/73GP9cYAI43TOuaQn/zPbys/8gM/IRlwuTLueaVNewc75U7R/tN/8U+WRz2aOmKyxfDZU/3/9l/8+/Kud7y3vOabXlle+IovpYjKhSG5K2P0p378Z8sP/cBbZIyqDdKB6GvJCv5l7C0uzZe/+Ff/VHniXZ+nDUac0nD6vS6D5V/9k39ffvfdHxCve+Ws+u3r3/Cq8mUvfp7oUweyQI7IWU71MtdEChC/xhMvfKXlb/+Nf1I+/KGPyVic87ec//h3fbMWUBm+wkE/17R5+OE3/UT5+Z/9JRtrJlb7a0vG8Atf8oLyjX/kVb5vifFD/uLCQnnnr364vPM33lcefvje8q3f8Wptgi6IZ+qnck6M0RHmCWhBknlJ5ekqyaM2QxmHNr5/7md+ufzEj721bK5vWo4b69vl/M3L5cni+flf+sXlqRqrj/m8z6l9xeZsVe36aHnf736ovPt33lPe++4Plk/ed496Voac9IEPlrteSzfmf8ZRD+g4+htp1vcxC2Au6tWjBYJoV4yRhDAK/AH4CV62qn493GbWURo1ixNV1ZfJuloa8IRsSEtej/LUgkaFMMHHRZujTMo/0xMHukHbvzGxKFx9yyPpAG39wura3dYX5VJGQTkjWSboyOxQH877FG5F+s294cxFLuO6ozRXmFj/d3a00b9yRZuMq5qftkUVOrQLL/uUjRJjV+XEUtzbzQZYfeBTW8YXGiAErffRz9H30ZaoFwisriHGSYj2KS6ZxXoHaEPSGHCA/RqOPlA9Uto04lyLDTjmI9rJ1QT0NPLCRdl40TgR0fOgDU3DalEr5RaErU2hDLh9adsR6HQpaJ4EjNqJm6Y5gWsVoIcU2IhQmnBClzbA5/cIfubhI5w2X2E4Ic+Ck6+QGxz/gUtH83TMN2mievrTnlH+zf/1Fu3utmTckC9sF6XjuVdLRsDegS+VPvuLn1m+9MXPL7fLyLCiaAGIDup5iPtv6AR4gE7kTU0dalexKQPuveWhB656QTkq5IwnvfD5ZWCyO7l69RNlbeOBsru3rnQGM4OBelWnlJZj/Z3tvbK4Ml9e87oXl9seda786A/9fFm7uh3foKuncLz3zad54oNF3Q9kqPowQqBn5pVUjWJAnmWoqmzkKsylzZtuXimveNUXlS99ydM1cIKf4wCD4nfe+cHy0z/2C+U3fu1dZXVttWxoN45h/Hf/0V8uT3jSYyrmI4fXfe13lF/8uV8vyzJWuaixzSVZ9dOzvuDzyzf+4VdqYXqlL3ufBHzT9nu++03le7/nB2TU3VNmhM8J3VOeflf592/+p37IpYWf/alfLt/6jX+6bMiIYLEJfSjl0u7l8kdf9/ryr9/0jx1v4W/85b9T/tbf+z/Kiv4e/8THl//ww/93earoPxK491P3lTf9P28u3/0vvqfcffcnytLkotqsjYaMkdtvu6P86//wz8qLXvqlFfuRwZXLl8tf+DN/pfyH//j9ZW6SB3hiwqVtPPSDrnmDo1R2lBv7m+Xtv/Tz5Xlf8lyXvxHgpPM/fu/3l+/9t28qv/3Od9uY4n2CpmoDyDWa9t/+399Y/tJf+7OaqEd16+rla+WrXvhaG0DT0rtd7dbPnDtX/upf//Plz/zFP16xeuDWgj/9bX+l/NZv/245s3hGY5u3vW+Vrf2t8lf+2p8vf+V//Qtlbr6eEFS4+2OfLK96+TeVhx+6VP7OP/zfyrf88dfXnB7e8zvvLd/+h/9cecd73lXOTJ+VfEIytGP1YLX86T/5x8rf/Ht/zffHtsBp8R9+zXeWn/nJn5MRuV9uu/WW8v/9B/+L5qVXV4xHDi9+3mvKr/3aO8rK/EJ5xVe+sPyb7/9nI5f4gV/+r79W/vx3/nVtAD4uQ29egmbOlTxXV8uf+I5vKf/nP/kbPj1u4d/9yx8tP/KDP1cuPnxf+f7//E/KnZ9zW8359OA//Ns3l//zb/7zsiGDkhPZ2zX+v+vP/XG3nc3gSYAe/uD3vaX8wPf+SPkNbbiuXdN8GprjOcmLpfUn1iXww7AJiDgIucAGOFyXskTHY6aLUAWMxWr8xX1wMtw1JrSV8elIlh1vwCVkenB9owC53kijLEAcRzzpjcaTj1yPOD0LiWVa4AX0ZRI/6mvzo1y2lXDUkfiECGt9meYho7kyJ53i83bzi/N+0I21xwc2oGmztasxwANva+rPdekFm2+fwEnW5sOI0RsHCi9pDN904daysrIio5Dvhu76O6qXrzxcT+8wUVjnMJaQf/KffEYcsq182na7DfR3LRqGW2wIIy4McKufdBSo/Ee/pwEX99vFpjkun5JOvtpFlUo3DSJVuOi0lmWJgVM4bXZVP++I2zvcMj2wKBoA7/06dDKwST4B8caI9AB+CqR1QPp0OOHEJe60xJGLyxgE1TiMGjWITwrBMI7vKb7uj35deeaznq3d9VukMBs2bAwmFMq6K0NIyOVJT31Ced23fn35hj/ydeWW229WOvfa5P0wUVe0lbrogOCRe+tmZrjRek67YG625iQEvlACs1oFH2Vr5S4LJE2OgDHGeTnwzTc/udx8y1O0K77ZBNqbsikL9qzq2VhbLz/6g79QttYPymu/8cvL0vKyO37OxlvY85Vj/YkfRbzLF5nwlSMF4xSEPKsr7XLboiSXNc7ftCTZvLi88GXPPMZ4q0pa+4RLXM957lPLX/7rf6y84MuepV38Ttnf0b7V97/F5c8AKX8N3ShwWhP1cKrChDpRXvl1X17+8Xf/f8o3//HXuh+SZjegm0qQHYb6X/xr31n+zj/+6+XxT/48X0aEJoONUzDj1bYAO0qLPo+07Dv3RYc36vNqi5ConAYlD8Ik9JRbSN0Fwr/zc+4o/6OMmn/+3f+wPPkJTyo72pTwnqDpwsfe531pahTGUx4HGNlsTlwGfcg+ZDxZN0gLPxeCXRm5AW29wzr7OJc5v/NPf3v592/6V+WrX/Xl0uK4KZ7daexCuZdtt9xx023lS1/4PBtv1Gmo3tLKQnnVa7/KO2JOHjktfPjyQ+Vf//N/V97z7vcHkiF4+vxnPa18wxteVWaXZmUw7mkscsK2V56hTRwn8b3xFvhc8v37f+f/Vz70kY8opi1B10ax0DTtac98avnWb3+D7zfdlQHt+2eVv32wVZ762CeWP/odr2+MNwpGYV/uVz/FpShNuqo2Px/U4gGtzp0IQvMswCLB/ag+gQ1I+X3JC59b/qf/+bs8J+xq3NF/h/uqX39cxtrhku4QxFtczeCdk6mvQS8WqZP4Iy9xAo/TO/jkcv0tt95a/ur/+ufKt33n66rxlvgBoX8JMdd94+tfWd70n767vOFbX1W2NYc4x+RRSuYoxp+TiRqQ4Uly7MdugPHVkX2yKxAi8okwJ29xiQ4pal49nvwYqPQMVHJ9FzyG8dBD0sGR34bTjQLtiqU/AdmM9iPrVF82abZleujF2ufHRiYuoWOY8fTy5UsPl4sP8a3wi1qjrpUdbgnx90+vlKtXLhtvUoskL70OzuMv+w2JE8Jwe+pTnlU+//OfU5705M8vT3jC08qTn/ys8oynP0fpX1Buuvl283/IpW31TyuBoJX0RuGIfijq9U4Egl4kgteqC0HrCwjpd2nSD3wn+N96ksWNUyNZDoQIxTghnXcpysxVmFtDpuv9l5TNnuQX3HasHecAznPxzGS44SAAOqYqJG5Cxjl2VECDW5N4PYIMK7bHj0uWLM1RLuNmqw07D5rpmKT2ysbGZvmKr3lJ+aLnfHH5vn/3M2XtyqYMI+X5EiuTKTxITDtbZW5htnzJS55f3vBtry1f8MXP8H0unLwBVk5fjo1LUrSbXQBGGvfKMHFevHSlfOpTD5T3v/9j5X3v/UT58EfuK9c2rvqJ0x05fwy+3myO0Th5yAkEShIdkIaSTwPBok2yvJdkvN1689PL+TOfJ6NpTgNRE6rYYSHI3T9G3OVLl8uPfN9/UVv2y4tf/sW+h4hPa/EhZl4WzEDh3iDqDKC+0c6Hh+SDBTzSJGeUcnK6PPu5TyrP+MLHV3x+w+8B2uLfatHnUb8nvwPl+yQTB/2E5OnGIXQv+nt3b6/8oRc9t/zN/+Mvlcfd9VjnW4dwgmgzQnPUEM0M/fnyr3pJ+Qf/9H8vj3/8Y8vGzqZZr0UHIHxlcHJJ/a5DwKTjQoamkgaMA0qiuazckYoqryMQOC//iheX/+1v/c/lUXc8uswtni1nz9xUzp09J0M5jJHgJ3Qn+vb6YJ3wJTDK17MN/kXDdNRO/xmBfmx5y/C4+o624XFP+LzyN//23yjPfc5zytYB90cKp/K8ebhZvvbVX1Oe8vSnBLrK19Htf8bb133DV5dbbrtF8aC9ODGncfbR8o//7v+txaAaGs0O+utf98rywi95Xrm0ddEG2eL8YvmTf+ZbyxPuekIgGEL3fuotby0//Kb/rKLcxqGEWgdQVS1/bEi+8hVfWTbVBsYAZSamDsqf/ct/UobjU43jZhmGciAeY2AU2vqGZcYDlyOjx6Jf+jFFrGO6fNXXvqz8ie98g9RdEsWIVGdGq5Vf+UxdBljLJ+oJKIZvQPDULvQuwU9fVEBe4gSeHxaSPNc3NmSEvaa88jVf7nTkFtVmHZToww1Lvg0mNi3QUoba4L5ynE0yyDFntW0hnA4I0TaEycMjXYHAy/zgPyDkS79Bo5tTbhjAx3CGTqRcH1r6DV9mNnq9Y1WBvo3KG+iQo01arDPEkwDhtk0uEMEKVNsMiwDkp/WWtXFqKr4hvq/1kI0qbyZYW71mA+7y5UtlVUbclgw40viA/YbC1MhmiBdeJw/INvpsolw4d7OMtWeUz3n048rM3II365xg8zDfzOxSuePOx5SnPOmZ5cKF21Q8y4Vc4CrkEEwT7+XVQ8rN2aILHkkpQ/Jta1Taid/mA3mrlG+pkD424jbEet1DjKWAIVuqhW2t9vzalCkzHviKPvPGOtBq+Pp/QK0NxuoTVeyUPWlE4xIynI3FcVKWPuX55AaOT8/4UpfSOpw0zoi34XQ1DTp8e3RONLh5cm52ATLKmyhb23vl2V/0jPKqr/2q8ubv/dly76fu99NQIXSEQidxX8tuWVxZKl/5qpeV17zua8rNt95UNte26noU7Uhr3PX5aHi2rK1tlA9/6J7yS7/42+WtP/Pr5Sfe8vbyY//pF8sP/eDbyve/6W3lx9/yS+Xe+z5V1rYfKKubD5XVrYcUvih3qWxsX9UCxge3OdGBJ4mWhceKi9zgEf6Y6He1Q5kr5849vtx07gllempJrNX7p+g86wTfMJwvH//I/eWHv+9t5c47z5dnf/Fdcd8TOCYKlupAPlYw6Ec9OHiwgsuhwiZsXiY1GItpPvMLMN4A8IImCyf3u/32b36ovO93P1buv//hmo8L+Kkf/6Xy0z/xS2VbA5vd1vLSebUjL52ISPU4Cdra2vYN/OFvlU2/5Z633YfblNtWHvwur5zxgwa33X57+XP/47f7YROTEq2Qa8/D/fc9WB56EN4SgsfEuHDhXDl74YyPu1VQ7EROT6PnE/rAkTwD8uY38wDCoikv+osodQhRcU54uSzLTfrc+M9TfxVp4Jfyslf8IRkyr7K+nzl71l8jaI/4wUU2Gh7uG2SFLJEbD1NsVcfmhlMnHrKIU5YpGftcIpI7nCvT2ixMl1nZ8eimqOJEvpcYgA6Fv793qPHwkfLe97yvfFA+pz09uKWGJz3lrvJHvvX1JsilETKYQs4tXyhf+TWvKOfPn4369ENNllcV+GMf97nlpa/4EqVPS2bCmeThk8Py1v/y8+VH3/yTxqGQKDv4qM+9o7zytV9RbrvptnJte638oZe/sHz1q1+huat/ehO49PDF8o/+/neXa2urojynUaJx2DYTMN1IvPNzbi/f9h1vKE+483Ey4nbKVY3lL3/FSzWHvFQ80RfCRGAOBUTf1z4X+BvJMp4DoEu6Jm01jL7aQBfk6DN0gv5yGJ8xoL5j7lxZOleWzvBABnNorbNWio98Vs6slD/1P/xR87e6uSGjbFrtnNGuXvV6oybP7asgOugS8bW1TW0Kd+o43JDuMC55CpNcOVjHCbgFhVs64I37iDeld3vaXPGtaObr8xfOly970Rd3l2zRJerZ390vv/2O95S3/dQvlp/7L79YPvrhj0U+TAm4P+9HfuDHy7/8F98rnrkFJCoNL2QdxlW0oM+Pt/z//3n7CwC/jurvHz+7SdY1Lo03qaWSursLVlooRQp8KVacLy5FixQpFNcCbYFClRot1N0lSZPG3Tfru1nJ//06587nc3ezKeV5fs//fHb23jty5syZM2fOyJ2b2seuwGNneQXoPipMd8x+ZO2iJAY7Hu7R82leCcCDfo03WeNFj/8CVC6q1tPvkNyIluFqo2qx/kt0hMwFDwLwJ+/IvUit7lzAeaGN2a+QwzA6Er6UFn/+Z+Dp8MNoVu5KXy7DqrKq2ipYovcw8HBHnbB1AXlAZjkjNCZp0DndMuB4aQh5rJQeK8OQU1/HHjfi0O9NmbK7jRkzERZ4/wBF9Fu0cbcFdD9S7Xv6tN1lT1T5JMcIP0KLExlUtiQvnsaZuGsgOCs/clNZWeWOcqWTG5ClPD+4T8/Qku5lB7peC4OUiZNkMOfA8wu/kIm8XIjaEnilvt7rn8ELupmZ3yw//6+rHl/ZEVMUVJY2XkoB+GzSCBkxMKQXI0FXCPGMlAAI5qbn4lKnp5fBlhpWchiDqXLBRYMH/D5Lm4AwOu70KR1Gi2yWFBpV+jDfXD1qzEi75GP/Y48+tNBeeHqh0+EH3oJfP/6zDDd6zGg757wz7JhjD/NKQplgycPPlC0CyfIoRwCsW7vZXnh+sT311Ev22CML5F60ZUvX2OZNzf7G1/btvVJwvbqGkmPfkDsZYv1S9pwDt52z4Po7pJh4PT+VE/pVyRhXpJS/12k/fkFDRUWjLy/19LT7MmQpa54AI1D9RlQMtw1rt3iHfejRe1trS7d/cH84b4FK+NnTJGYJr55Vs/CWn2eAy4QXF+fEQQtvnfbaxMlj7JgT97GKKkZZikFauXnPLbM//uoOe+DuZ+2FZxapA19i61Zv9voZM7bBFr60zH76w2v8A/7sy6uoYNQ0wY46/kA1vDrlEbICrpUr1ti1V91s9939qOrtWXvo/ifsofuesAfluH/wvsft4Qeesicee84WL1ih8pf50R3nvfkM3/cWja8oNwAvKvz56pvsr9fc4J3D8hVrlW+jjRrdQCSfmbnj5nvsq5+/3BYtWmojpGBHjmm0177xDDfq8jK8eNEyu/n6O305LI22kF2WMOfO3S+bWQh/71j0+7fyfOCRR/wt0kYZiK8//ywbP2GsCh1RibN86Sr7xZV/sLvvfNAeUfkefuAJW71yvWhslJHGchzdcODj+7krl6+22//xL3kzW1RqJ59+rE2fOUXxhJQWqz++r3vN72+wu9QpPvrg03b3HffbP2+9W3ncY/+Su+uf99g9d9+v53/Z008+Y61N6tjZ7yFFE+oeXspRHJWFtsUsd49k+V0Xvc2mTJvs+SXetLe22wff+3H7299utH/ffr+98Nx8r4qZs6YTwdFECUwDpE57RPW5qWmT+D3MujWQOfX4U+ydF1+o8oZMEJHYkYJnKSDJPm8s3nzDnWpf3ZLnYV5fm9o229a1W+3E047x5VraT0rDPsZFkskVy1fZF776cTvokP0iLAc/+cGv7bprb4w2px+fhDtBhuLcgyKuy0CBDu7Ndpsy0TZu2GT3PPKATRgz3r7+rS/Z/gfu41VABG8j/LJkvEhyw3W32cplq8TLYZLBkXb8SUfZPvvtEREca4m9/NJS++kVv/VN//f96yHJ7IOqJ7m7HpQsPWj33v2A2sFj9siDz9iLzy50A4lBEbPHp8tAY9tCqpOoH+rSjCNY9pmzhz39xHO2fNlK+ZXa/gftbSeeepw6uzgeIyNVxtRCW/zSSmtrb5Icrpb8PKn8H7D7//2o3XXb/TZ//iI76piDIwfXI1HoeS8ssp9d8Ud74tHn7KnH50mWn7YH7ntEbfkpW7VynWRmN8n/GdILoxSfdoqMmT33zAL76Hu/YFdfdZ3K+oA99/QCW7pkhev23WSEP//Mi/aZT31VunetlanN0xZIyjUGoeRPWVMJoj+JL9HwNjP6N814EhdQXKKTJiVz4NkDnHcYbUGnOCZ/ZC6MOHQ7ZQh942QUIOURAK/peDlOx/EpbqKnSPPQgOwNE3L6Ltom7T3qNGTLaVF4vKUY9RDAlbjkzn3OPysHe9M4YsonD9xYyOgWrWmVIX6kKt6neKTHyOIA3xgUQQN2QJpg0bNnx8SE2i+DFjn2wPb1drve5J5VAGbhWDViYqgXo7+n20Y2jpZhtodVVte6bUDbS4xG5rzM/oxNUWEdGmB0d3V6fkE/9SZjULT4W+iDeJ2enI8+gSIa1TahgfJAa1zjiyqUibJ7HUTSAi+4xr3KDZlcnc/YORhwaKXQ4ykx8RNJzlmS+3PgJJBHXmeI1TTKRKjqClxZ2v8E0IPsuAHHbBkVAXDQXOy/SZjIODkgf0/mJb65kVPTWaLEKsfQoXKwcilQ2nNRZIhA6fLP4ElnnsXIkNkEjncwH4l2Sbl/8KPvtJ6u4Xb37Y/7CBIhCTpDqHidv3FMg73xgnPssCMP8s7JLXwqXeHkgaqm46qQsbp5c4s9IaV0/33P6rrAVq3Y6HmXlVHhcTYUQuMNzYUnKgcciebkyAAh7+nvdoOut08jVFnaWOH+pqjCPa7YHgAuFU41VlFWL4FSGbtbfU9P7AkEp8IVZ9jwUhlCG3wmY/8D97B1azb7zJUbccR1IxGF4rl4Sk+tf85d6AsW4Os8JZ/x4xvtoMP2sPLKbPZCEUi9dXOzLVqwylYtW6u8ttiyJatdeS95eYW/BXfrTffZIhlxNIZRjWPFr3I1yAo78rj9MgNOWDyzEntp3mL77td/qY7rUXv26Xn25GMv2OOPPCv3jD3+6DNujD375HyN0NdY2TA2ZKvBjSi1z3zx/TZ2/BjhCHqpQ97yvPvO++2Ln/6WXf/nf6gTX2wvPrfAO6HlonHPvXdXvB32SxlO3/36T23Z4hXWMHKk10F9Q6295tzT3IDzBhkEugH3j+tZpu5x2SO/4XzDtm+EOsN97czXnuTxiB4pZMCp433wkcessqRKg4VR9rrzzrRx42XAEUqdKs6C+Uvs21/5iTrlp2z+8wvtqSdesHv+9bAM8S47WgOLtIyVcD75+DP2t5tvtP5uXtAptbNfe6q/aUvDJnN+HJHzpc9ebrfeeLc6QJX7vgft/ifvtUefuk/uQXv8yYft0ccftKefe9batnZZxTDeeJJi3dHtyi4GFsh0HNERpPJGVJ9dJANuqhtwITPk197WYR/78Kds4dJ5MhDW2QOP3WfznnzZjj7+CBvLsmcWD6DdPPzAI7Z4xTI3wNjO+KFL3mfHnXy0jyHgdxgGHp2E/g9/BlyPPvi4G2QxgPE5Elu/ZaPaRqUde+KRWQLJgoiu1iAP+nefNcNe/8bTrYpjO3Iw/4WF9rmPX2Zbm7b4vro+tcMq6RBeCpl78P4eJ+qflqxr/PkAZfxuE+zp+56xc8461S581/mZIaSYis9PFGTxYy/ZTdfdKoNonb9UVVNb5W+g7rPfno6bPwr8pOT9Mx/5qt375F32yBNPyT0p96jc49n9k/bMo/Ps6cdftPYW6QDh5VBjZifPft0p0kXMXoALdMo5u4efrC5wduX9MgA3tG62Qw86wE48/WjRnfYDBjynelu8aJW1tWyze+99yB6+/zF78gnpvUeesweefNQ2r9tqF3/grcKbySUMUSYP3f+4ffZjX7N5zy/SwG25LXhhsT2svFauWudxGhpr7PSzTpQ8jHbeOD8FW7c0yTiVnli42Jq2ttrLamcM1p598kVbq7R33HKX/fOee6x2WHXoqVINRpPC0gVOA0FHyCxlouOFF/7GYsGAy0Fkn0HgcIBv6EjpYjpK/0ald75qB3SEzMYomk8y+B45pd4VLgHlVC8h3YLOGKa44GS/IvkMSDgAwBmh9ClhqKmFigrRIxyl/fJX+wHS1hp/E5Mbqka4/SIXAEKVS3cj1N5ZBfEyqhxucGVtL355GPQEXgzA4ZXKt1T9t3Lv4ys8XfKXsSI8cVh7Vi+eYxjV9JX0470y0tywVr9L2ejPqTP4zmCHw+BHj55o4yZOVj7IJ8YaeMCJg1hoiXsmV9o7WmzzxrVKzzmRTI6wBQADNUdPjt9eVh7F1yix5CabAcQuwbk9IpqYfAAhtorXWQ5PwU4R4I3uRELIG8Mr6KbOw/Aiq6Itk6GiHNDhEwPIGRhCsqEnVgZUt6qnPurf9w4rhutpbkk3NDDTzsxtKYTxdiQGEYWJqTyyAAmO+yBsINBYVVGKTqPiYFWmTp0ZCqViKZDPpmEx5cCxJQaJEOIxC4URCHMdTy+MUUGlgLu7enyZZOrUaerAH/MN/hgPZBQdHALSJyOiys44+wQ78OB9C7TskFCiWMgOhceLCbwE8eSTC+3Gv99nt9/6qC1ZvMppRthQll45mfWOIEGfV5IAPPiGeEQDTEVxX8qjuD39XdbR3WStnRutY/s2xYEvEZ8YCDW6IpSIOqXKsRqd7C6hVadLBaoxO93sRWAWReX4twzXzu52O/Cw2aoz+JPoEw+UxoXQQekkPNEQwhESeBVfafDgpYPYZ6SHnLDste90u+i9Z9n/XPIae+OFJ9nRx+1v06aN99mBn3z/anvsoeeEQXnK2G9vbbYWdQqO2nNJEExpaKyzI46ZayeeerideMrhdvJpR8gd5e4UdTSnnnGMnXbG0dY4stpa2ppVN/124IFzbPLUiZ4+sIT8bFi70S7/5k/8KILamlrfWF7fUG816tAff/hp+/oXfugd5Q+//QvbsG6jwhpEkcY6wzTqyowzwA16pzXqy+9zfuyZ6NSPxh4gfippqmeWyiqt2qpq6qympl6yjoEuyBV/hOSsvrbe6mqrfXN9VVW5tTW3++xdZzuHW9KYo1wA5+T1KU83ttS5JFoDadxX1VTZIYftZ8edeJgdf/LhdtY5p9qZx51hJx91lp145Fl28tFn2bGHnmLTxs3yQyO9hTJdX0JnRTuhvLr0S+FLnpCwQjYFCB74nS6cQch5b5UamVdZja1ds87uvuNeDw8IBIy60QEopH7hP3Cvg9zQizd7Ix74HnnwCV8u9Dzwl+OttgsvepP1qu6pf2QXJdna2W5/v/YWGRnPFqIH7HCj4WOfep+Mv5H+nEJ3iIbvX/ZT27SuySqGy7DzfamUW/z2Og6ItkBLJJ23SKdz731m2zev+LJd9P4L/Qw2B1fEWUzSRFYC7pn179NgUwPX7hioDgaMrFPOOM5OOvxUO+2ok+2MY3Cnujtd92edcJqdrbocM7pBA9UOOeRAnZMr/gB4BwHkBwQ1eJiM5KPsIx+/2D9JxuHfaTlmIHhiISqVAVxp9fU1ks06q1MbqhtRYzU5I9jzUtkAVZ+M3zIfPCLLXDmHsbIi+JrOwAtQZMjSP45AufzKr9qPfvlt++TnLrFzNcjZZ59Z9sRzT9sXv3mp3XjdbVZfWq+4qgd36GkwFtthtM2oM+rLj85Rm+S+2MHCCf0UNRU7qkt+8uCnG3clyIL0Ot0l884mHrtMeDpd1aliCuEX6aGLfIp5JSDPPhmdfa6noSf0b1EH7wqCLuqB/oC0vpIDPQAGodM9zGlx4piVUkzXGCIh6hdHeMQiDW2Qw9eZJQuDVDh8eY4ZeFI4hgFOaB0oL8uTYVSKRowK9cXeLhxfGJxOu+cPYCSKl542VpvSTBZLqy2tLT6p40dfZd/V5o1q3jj3POSSsebUUe6s3+WsR/DwZaNY1aL/FO6sDXNsFs9C4XgScAf3+AEeS/Xai35VO+VKDOwSAOMz2nTQAwyux6BT+cov9Nz20FPkLR6IaP4CdONoVBa/FgOyK4DRLpuLs+D0g77IzxN6+GA5Ak3eGdtgFKcUBtIwcD76UGInzHNPALKBCAPIPjNBsvhUIDN6zCIFswIGMCddcfl8Mj+WV1k+ZQ0emurqq72zuv9fz9rqFevF9OLoEmwsPdJhnnLG8XbYEYeqkbPGnOUjXGQhtEo3zDZv2GZ33fGY3XzTvTZ/wVL5lxrnKQU94gsL3YWyJgFLNBb9cT4C8PAiOINdbCSkUsDb+zqsjb1yXZutt787k9UQmCSMbsULdV3NOBvZMEX3CCY45CmE4oiMy2E+qv2XjLjxE0eqo5mpjlAjnow2b9gZrWpW+h/++IXCi7oFSmXpM1W+dUu7rVq5wf2ACA0ck6ePs5PPPkId2dl28YfPtUs+eYF94nMX2clnHCmlX63Oii819Nu21q0yvDgYlDzBEFjSdeq03ezDn7jIPveVD9lnvvQB++yll9gXv/YR+/I3P26XfvOT9pXL/tc+//WPqCOut01bNnq6mbOm+OgrAfXCnrLHHn7G5r24SMZQJUMQlxN+nCtWX19nzzz5gl3/tzvcf8y40S5DvTJQ3cAVjkRZ0JkDZUBfWTqMgUTIPzOUOx9CGek4DLa+Sp1ffa3fIztFiDplG8KmTWtt7bq1tmH9Jlu7do219GyxvfaeUTjgNDquSIsiVCruvPboZADkCDlAXsaNH2Uf/8x77bIffMa+8I2P2Ve/8ynvJH/4s2/bFb/4rl3x88vtm9/9qh182Fw/hDlqEnrYE0ObzGZanQPKV3+xlyI6iAT50jDryRumHX3t1mHNvrWB89CAPB/9yxgin31YlOLsc8+wWXsSrxiLHH54+ZVqf/dkukagQAZuRx9/uO295+wYsHjADqsprbJFS1+23/38T9ba3Kq4obQBlg+dj1kbSvDXa26yO28VflHBCgBnlkEVdeqClINog8X8EjBTt+c+aRk0/JN+IA1UOOge/qE7uzmcWbwqguJk+e05Z3f7ync/Yz/8xWX2/Z991b7306/Y5T/5mq5ftcvlvvPjL9tXFT5p8njf2sBsXmVVjS/P5emCUkfp/0SFX3f4/t23vPMNdu7rzhFJkh4/383JKwBjaGYCXOLQBVI4VEGUK+gczEuAPKtEC46ZQR84kgY+SOmsXbvBmrY2Z3EBZZplPGf/Pe0d/3O+fUmyeul3Pm3f+uEX7Sc//Za97Y3vsGHsOe5vU1zlSXz+0FX6+UycA9e4p334J/2yfZgFmgWFYhbSpXBCUigGFsYMbYnyY/iU6ZkBO20OPxkJbjQnPqT0CUdcQ80yJFKf6YYXuAnJxx0ayJ+4mJFedt3zXOJ7ofhSDwZRbGFyOph9UxpflfE+AdrIzBPpSf+yLP3TjrzRq2eMqeABNcgPfZqly7noq3BhgPm2JQXBI/Zz0jZdNzmRKW7ij8qQM+CYqOGeH1uL2tpa5FrdcGKLVUV2EDaDLHIOpgmHA4WQocgdceCTnE/C6JlJDI4zoUyUk0rwEyro+F4JYLHSCIVcnJMZdGRv6xOg8AHy5PknvKEjePKeFR73Y3hBQ0pHKPcZXwakD3yEF0GYpJ/7OEZEUuQTNMghRpnHg958/ORbdB5H/0tTxGIBihm/KiB9hoNKZBYLgvObG3cuTIDf5xgH4OdMrhSTZUxtadpqr3nDabZkwRp7/pnFUmoIiiKqAikCygqjkZcbjjtRI36lDSOMOCFQjO5QcitWrLObbrzPHrj/aT+5nwMyUWwwQznL0RCpcQlVtn8glmFVcTRyXX2tXy46IMIUNas4eJi/hy+xt6LfOnuaraVrvXX3trrgRRz+IyAxkuC+vnaSNdRO03N041FjGGA7rLKmwp5+fL6tXLLWps2cYOUVsYbvDMlw4TAAgw48416U6E5X4cX+HzG8xLZsbrWnH1tiXR0cRRAAHe6Ud/CuRAbjGDvgkL3steedZJd84q320c9cZHPm7ikBpGGL/55X5F2EwMhhy9NnTrXd95huM9Xx7y43a88ZNnvPmX7F7T57htXW1XlyDkidMm2SOrEw0hNdyNOLz7+k+meUTFmo/ygf6VRqf+u4jhm5ujjJv92/GsDodiBlxE0AT1jOHFGu0WFZvDxTJeOgpqzeD0MNoB71PyMGRQUFjFD57FjBGMkBxt0Rxxxkx59wlIzeo+2Ci861b37jc/a/X/ywlaneAgIhh6GuXLZSGLNZCM9oIC/xKtdAY+bsabbXnD1sD+fhDL/fZ989bc6cvWTU72lzD9rfRo3KlrNUf/DIN9x6HUmmXabAL3/k07PJ5wVEeSjn+Enjbbexk2y33SbZkYcfY5/+wsfs+FOOVShpaCNRhs0bNtu6VRtVhgqbNHaiHXrkXKcXEYrylNjzT79gTz76rF1z1d988768MhkzGdwj7fVvPltmV7Q7ZkfY30nHcuMtd9jN199B9AziLqWN5xJbv2aD/fSKP1hTyzZv14T7fhc2dftMYIqv2FllYnxsWLdZqfVMp+C+AfEUuF+a97I1N7e4v3tlV581yNoaOBPePNRInvjqy5z99rS9VVfU2d77zo66436f2TZ7jxlulDIar6rUVfh8VaQA0MdXJXr8aw2Riyj0mzg+58OfeI8df/JR1i2Z3BkSXZQqftyHV77UA8G3R1TW+F4kPoTvnbkMiR10OCorb6H+5U83+mHfDggUPPA6VC4ZbgZyx0g//8/732bf/fGl9pPffMdOPu5Y6+hnNpZBioC43GQzTkU3EJA5R+uFz/E8hNm9I9+snFmw61HFgbe8eIB8++wXgx2WZClbIfJQEGFkx50XVf2DzxpFRbwKQFagTWVEF8vR7lmOBSGdOjQXsaFpWIEpyhgE8Mvm3jzvGOjJR3qP2bKQSYA0qX9JhkHOZfGIwwwcfTjghpzaDCthvhqW+lSApBlgALHcCr9jDzH5Bf3oH/Qj2wHw4wB6/+YxRjhZ6xf0UN+6V7miBjL96i+CYeRTJuwKDcv6xB9WFQo8x70SBN1RPoy3Cu+/kWfqO8lOktN0xZ/75LxMVHiEZj/i88/v5J2FvxqyBAwBfNld5aJfc5n0utQvl76QbR4UTlwZ9ih0iMwUJ8LjxP5nCjyG/wsjKta7S7yzpVOLgkNM0Xls+ec7vcg3ADzx5ktsop41a5rN3mu2Pf/UUmtuavXlq4iufxqtc7vbtMl2+lmn+GZwPrGT8gGouIqK4bZ8+Tq79eaHbMGCZR6e1u0dTwEiHUIJecxSVUl5NdSPsrGjJtiEcZNsgjqz8WMmWWP9aKutafT9bQg4wpB4CH6ErSTbS8Eyjs9I+mzcVinYDh98pXIn4aCN8AZQQ/1Uq6pu1DMNnBEY+zYUKBzD1aj+ccM9VlE73PY9YIafbO8j9VxRKAW4w0UjUQ7ChfKluUQ52UL37FNL7JbrHhKv1aESR3m48x94PGrhOnJUvZ102hH20U+/0/aeM9PzcGZl6QIib79LCf8DMIOjliVUvb73LU1xR2mUhYJZphrmx8WoPJ4lAqzGLkc+LMPHYcdl2ZufWUcmxeJphiAFhcXSe3VNnVyDVdfKAKyp8X1Ww0fEG1ipPCk9b+M1d/KCyzZrb2sTLUVZBhTTZsycZl/+1mfsB7/4mn3nR1+0b1z+OfvE5z5ke6mzJkZAlO35Z1+0W2683SpLeLlBfh4cYUU+4lI+KT0gv9wjeyMZOKEA6Sx8s6z4g8HLDANKI2bdgFRfgyH82Vv2k1/8wP54ze/sqj/90n716yv9JSKfARVBLiOQq/unHnvOVq5b51/5O+3ME+zQI+Y6jqJMmF37x7/b1i3N9sj9j9naVevdL8LD0Dr1jBNs9EjkPhQrcsunujY2bbRrf/93W750pachfrSvYp0Av/nFNTbv+fmq7tAvzGbBC3Dz6TnkJA/k8dyzL4iu6zSIUSdDuYVwsMw+dN/jXj8YKfnyoLipa+dD5jUURL3lcXI/MA8AWayprFJ83lrtGLCCkYCjG26/5W4Z/Gv0RK4h12Cbe/AcO+cNp/qntPApdjh6SpG4eBnDf6jBRx4oHS9QdbS3SdIwgEKve4h0U1V5pd1+8z122Vd/bOvXMZsPj0WX8wn54Jplll3GjR9t57/ltfa9K79hZ5x2srX2tygmui4MDZ8VAYcA3iGz9FGgCrlAPiJKUZYThGwU885D4JX2V7rh1is8fSXMotGGsnovJBmcFoj6lran6gVxhUdOctbmXgmiTkgc9DG44igVvOnMPZQlxkxWfRCmAT8/cieemzfoPfGLdh6za5E3Ms7xUl52nzwI2kL2E22Rf9FleTHqUbrY+x0v6WBEYSM4OsWBjjzEBAd1I0qUiHgRM4C64I1V9hhDA0u8rR3ZIb3Q5IgjPnUZM2IY1n0aHLRqEN7ukzLwureP7SXIX8QnffC9CIQM8nKgTDG5JB3ZJR1Jfz1UTNGCL7Lg9ZM50pEveXq+xPEEQObPXVaW/wTUpswXLyfS6kY6M8KUPSsEde3OU+wM2BRwUJGJAhER8GqBAiiV/7zDFQLfozBIKTg94kBiivtl1+QHLu5RtiTgu3qtPa321ovOtVUrmmzpy6v8bLQ0gqJgnB+DsjpDHQYzBVj34HCqvOTxPcsVy9ZJAd/vRhwfg8fo8mhUiAuvP8hPoyHl3Vg3yiZPnGYzpsy0qZOm2uTxk2W4TbRxo8fpKkNO97tN2M0mT5hsM6bubpMnT/O3a9hrhQESCgR8uqh6KOoOb2S8ldtl7TLitvdoxOo8COHwQisWU7S80NBQN01CVxkjH8oCqMEyU8TbjJzCPmnqWGsYWecjdTc6iQKyKJy71Pjw9/DEd/2Giw/dHd12711P28+vuMX+edvjtmVTk4c7PYqbOoHA4beCfpu1x1S76N3nep1gwGbZZUC67C7d/AdQ+1JyZjp32JJFK3P7zwJ4E5nZNVWxgDLBN3Cj9FRO3fN1Cj6w3SnjjaUWZtaG89FtGf0su6NgAGo9AefZVajTZKaBDeuEsSTf1d1u29XQE+Q7Q/jdsaOt8MJOyFwRaJwc/Dx9xhSbqQHItBlTbdQo9mpFKBQkZm1Yv9GuvOJXtnjVMn9jlLIF8zJavZyRP407IM9T+eUeK6vKTWIIJ72uYzl+hy+p0mH5kSqed3J5XAHkRxr2ix519OF2/EnH2LHHHW1777NXLG17siKNTz32rP392ltVd/3WIKOPNzEbVFd5WLVqrd35j3tsW+96W9m0wm666VbxMTNQwCdglurMc072mV1RLx+UZb/VDquw+x97xK761Z+9I4DmkKuinD1072N2w1/vULvqtBHevhlU8ea4ys15YxKwwl5Fh0jIkSx/veZGu/vO+/zZEcIjlR9ZYNbtR9/5qc1/foG/rDUQqJNMd4XHkBD1lhHqELQPBraeMJDh+BnkylcwkIcckN9dd95r3/76FX5QeWAJiSaM2T6OcnI5ylHl/Cpki0wVw/x+FwVgE3t7OzOPtLIkk+BG16IvaS/b7Zrf/d3e+/ZP2s9/9Ht/aScixiVulEHhOWDPObPsgx9/t/TsNOth/V18gk6n1WmMeKntOZnUi56D/rgOdB6zEFYE8IGbJULaBO9eq+16WRJu3ROHPWOFtjYQnNOZYRTyj1PiQWXbFUBTKl/It4xJ/fpL+OwUszG0rwgnXiydBk0RHwoUnsVxP9drCocuOfpi3mJmQBCzahrEycUeNdoAeMIFDpYnR8jwE2Z5QR7yFy8JAMSJa9BeBOe593kYSRiO7JPzEMdD/4Ucp6Oienu6bPOWtdbcsjXSKBJzh2CF/YG+35qbNtjKVRxdpH5AdUS/GYY7dJMveTJQHUjPrgCekB+DkRi0OJEBlCGILlxTOZEZl5t4yuKSnkEFLskPtZjh8bp5ZUgxCseKyMeNcq8b4ZAjzi4xZW1C8hGCEY4KCmEoVu4rA4Xx08BV4DTrpgcXHowxOjv/Jp/HjUwTc1wYs/t+jTZTZ8hbsCjq2TNnWOPIcbZkwSp/+xGc/aVUGrgQmFI/nZ1ZjV6l9wP7hI+KJZwNkytWrFVn8aCuG0QP0gmTw+BwYSNvWeMwr7F+lE2dIoNMhtmYUWN8ky/LGRh9/h1Sn+aUU4Mpk0HAx63ZqD525BjbbfxuNmPy7jLyJikOr1WTQfDVR5Duwqu3v8M6OmXE9XaEn/gdbItuC/oqK0bKiJuqCkZQxT8XIg/1t3vuuvVR4dluu01uFN/U0EQT8bwOPB54QqBC4HRV5hhIKR6n2Q+TAdPZsd2efHie3XjtffaTy2+0n37vBrvpLw/YM08s1Mi7uBwTipT0UWf7H7SPL41gfaW6DSjer1bH/eufX2NXfOfX9uPv/9Z+8sPf20+vuMqvP7r8N/bD7/zSrrj8V+rg1/meRxYTOFKDWdw80LkdevgB6ohHqK4zeRJPEXMOgWzv6vCNshgY3eIHn9CqlHFfVV3jios9GFwLkJFY31inRi2DjSWitmbraG3x/VawrNaP+wAobygOAKOAjlWcCI9BkEUrgkcbzJ8S8fd5++j7P2233ninVZby/VcZpgphhT3hgK+Rb4ltWLdJvPq5ffFTX7OvfuG7/qbtjy//rX3vsp/b17/0ffl9277y+W/5XkBmV+OLAvCKK3gku8bHu0MmoSIM+pRbQL5dBiTas6vLQYRznARvfL68YImo77YD1R4POHjwsR47fN/kj375Lbvjdg0Ubr/RzjjnVNUlYaLP89rhS4jnv/UNqifJKVOu0K0fbY6lw2uvusHu+/cjJBoAvOT0m19cbUuXLJXxxvI07U40quwoxx4Nilw/OC8GAob2mlUb7Xe//IvP8AU39D8r/nVX32R333W/7piVAG8OoDuTe+Y4nWeJVTlY+vIy+8G3fmZf+8L37Ztf/qFddukV9q2v/Miv3/zyFfYN+X1LBtnqVeu9XTJjQVtDf8UAEwjE6FS+gnDt1derXf3R/SJb5DFfPtpkVogMUhsl/sD63TW4LAgXX5Gpqax13czyU4RF8em4OQKG40Iu//qV9oF3fsbefeGH7fvf+rnd88+HrGnTVmJ7moyEAuyz72w75KCDrBud7GVMdOUi5oyaqNusf5LzuspByC5x4AX1n/DQWiMP95Nc+KLjDgZttAc6UcL1pH4h8Cbc+XvdKTmOpU/3ld4OP1IV4w0F3nRUnhhgJd0ejn4AWadcXpeiMzBGOQmP5WvKh7zBh3ButMkIixfxilcMOfxZnWAmK+KFoaWMHA/LpaxscdxWfGJSuXtfmvbFsbIVAyJ4Fy6Vk7jBV9pHzMKF0QP4s8rMMis6nVWUtm1NanPLZKRtlDzx5ZMoK4D8b9q41l5a+LytXr1U/uKTT0mp/F7fYYh6H+86LNIl4ClfA8RjVQ6gDOQDTfQnlJnzOckTCNmJ1CE38ICwlAdh8B4jOGQEAzTSECfwUOCE5xXBs6DdYriHrvOXToQGWYr8khsI0Mf+uWFVpSP9GBFmH8JCp8IgMjYQBh1DIwHI1JmmiGx4dMHJhAdmeUecVU6eQfkCch8ME1skXElJvft9F9q2rd322APPSQBJC+MUjz8VsmF0g73uvDPUCTe4EAUeR+N08Pr6nXc+ai8vXC2Di4ZBoPJ1OkATwlpXU2/jZYCNGTXOqivrfJmSDMLYURrics2QJ6HBLxqgKlKGRYUMiOqqWnUK1T4q5QPpxfKSBhcCzubXfgkW3zUtlAtuehlUkTQG8bO7m02gHfIXTaBSNBoWe3f23nemL/dtWL/ZGwj0eX5KC0Qj5C5d+YdAY8D1yoDrsU41qNlzJtuc/abb6qUbbO2qzbZm5SZbuXS9vTRvuT3y4Av+ofjxk0b56D7RCCD4855foTrqsPqGOjvquAOs0Y8RibLgFr201K747m/svnsesxeeXSi3yF54ZqE9+/R8e+rx5/17qi88/ZKSlMlg4sgPyldqp551rC+JJyDPUaPrbeOGLfb8c/OdNxSTc+OolhHlw+xt73yjf0YLA2vN6g2SgSp/44k3maj7s19/ip8X5/iyfyizO2/9t61ascoHG3xmDWNh8vSJdsE73qDBwSyPn4Ap/b//+R/2/IvzTVJuIyV7rzv/dBs3ofhtyeBODuThMpMpNcqyTMbCpz/xZbvt1jusVAqKTgNgGaWmptbOev0ZNmP3abl6K/Hzxr4g4+3mf9xqTz/6nAzAl/xYh6cff84evO9he+C+h+zxx560DRs2ROcknCh9+Mm9Wrakjw6gz3pL2IdCB2eSxO32zoveLmN8CpnlIJVk5+vKpatkQPxZRuSP7blnnlXpmNHotos/8C478+zTXH6jTSuNCsG2iKnTJ9vuu8+0mbvPsLFjR3ucAGSeWdVSX7ZlGXTx4iU+UIr2EOf1r2lda/vP2deOOPoQpQE3UGLr1qy33/3sz7ZyzUoboXZIviGj5M1G5X4fhB130hE29+B9I1kGHAHyz3/cY0+/+Iw11tXaMccd6fSS9lkZwt+69Ie2aO1iO3TuQXby6cf5ns4EDDj9GBEZXszO8TH7Y5UHb2DmAVm/7CtX2L13P2RPSd4ff/gpe+yhJ+W4PiUj+El7UvXJJwHZYF1WTgdc6XtGz3ptHCPiZRFwEPCD/37YnnzqeT8Lb/LUCbbHXrMUyi8A/UH5gwcBzz210BYtWGEtrdt8czltN8Xhzf+x48faOy9+cxa7CMuXrrGH7nvKGhoaXL93dvF2NjqdUP71W5faywEH7WdHH3uodO1SW7R0ieRykT2vAcqD9z9hd9/5kM1fsNBmzJyiAfnAmVkGXE898Zw99NgTVkHdCR+dlxswQKY3kV8GYbRXwGcrfM9VhOfLmhEnSDxIzykuBgyD8TK1hjJnrRtwdLyKwSyVv2WY09nB/yJeaR/RwItB3tIcX7wkREsPQ3Ao4JOQyLOXE3zeNlk6gxYZk3qm2fgLVNDj+IH0n2fuo6/2fkKOyY1G1REHgdP3cRg+Z6riz1dt4APxUp17WXTFeAue8kYx+wBjD7obf7rGrFqpD4DoMyJ94Al+BD6MRPIiHsuu5MUEB3j8q0EKA59zR+GskPCCQ3NLky8ZllVo8K44W7aq31nwnG3ZvEFdMG+/UsYwTnkzHX4gu0w+RJ86CKAvbvy/1wf61e2a4TLcKlwXYaMw4YN9UtQX8J0+PY832kmKQz8PLfAfYzoMLepTkKMnQ7cLQM4w1qn30M/IEMuoXJWZk59oKpaFa9H5aiSKM97uiTNfcNwXjbdXBioEhvpykqxZlBqO14c5GyopCmDwNQ/48QmubqXhZHI2ejeOHmWb17f43hMqAKIpJqMX3jw8/MgDbfzE8WouMI4w8gojkKnSJx+fLyOE88pSR4HgETc6F8o+mtmzSdMl/CMl9MpDRg1CnJYLgKjQYKqv0XtYvgz4IVSyiBXUUFtnU3abZmPHTHBBJom/VaqKCiCtFGd/t7V3SYDVgVKhkQHmtwxL0VY2otpqa8bLP8sPEpx3vHlWbg/9+0kpxBrbbcpYCWLMdKIYKFeMmHAx2wYRiJkfIQEtuu/o2G6Tp4238y483i545yl28cde55/VGl5eYi1tbTKCNtn855fYzX97wJ5/enHgcYgrfNne3WGtzdusqWmT+VciHKJ8AN9z3N7Va9s7JRPqfLraO1XHXdbTJWOpq8d6Oruto61Tddxsra1Ntq25yea/MG/Ib2GinP738x+0911ykXco/laSfpMmTbBPfOq9dvElF6oj2dvfenv/h98hg3qEbd2y2eVp+ZJltnXrNscTlAVwOPSl3/iETZk6yTuiDsl/TX2NOrPz7bQzjlcM6hZZ8ei2Zu06W7t2vZpadCRACsvDs08/b2efcL695tQLbeni5cqT+qf+oixjZMAce+zh8g/F4C8gSVZcNslTdRhQRI5McKilOGYdPW2+DNHaioGv+hafeWGD70r2Srn1Kp/eUvG5RO0Zg014+jCydqhNloRBW2REsb4CIm+U25+vvs5+95ur7arfXWM//N6Vdsn7P2bnnv1WO++cd9oPLvuJLVjwgsjusXZrs7322suOOvZIV5SQ7aKqm8A8BJNykNrGaLX51593juiN0X60N4WrE/BOloGKAKwJIwMlBkxIfxgvWXvxWBgFlD46xAR5anibEhy/+8U1dvcd/3Y/lnt+dsVv7LHnn7QK3uCVsQB+IF2THqOtuc4Tv+jABgPthiWkto42f7GG8/U61A7iCwydvieH/b7tbdtkILULF58s6nYd6rKQB8kAs6bl+q1ctdp+9L3f2nMcsOwgeii/35OumDZoVZhkjPrhDcPUoZMg0uwM9AVtbe2iVfLWukXXVvmSByn4RmavTZo8zj7zpff7B/9/9sfv22mnnGBVMkC3tbTbwpdftrvv/bf9+idX2XXX3Ow4k3wBDJbZHuFbIVTXsaRJm9DF78MhvcykxIkJwWefURGELs/SePxU7nyp8MMIQb/DVznpX64c3SPsLmt85sgH0JKhXb3gyLIXX77h58v9Su8Dcu+JyH9X3BQwmyg5pB9yDDuCFoZRyGhsamdwRf8rORYtrv+ls+Melw3KVH8YOMnBE+QGmeqU7GCYwxevb7kwhrJ0mR/OX+bI+gnkmO1LHGvEm/icBeftK5vFCl77rQN9DXqJtIme1C5Iv100IN/s+/Y2onbVJd3PPbK0YcNaW7d+lYzH7UqvAUJ7q3TaFuEVL5UR8Xr7OlU26o1JB9WV6s9lYhf1MxCkJxSRmT/OkmPwAY/YK9ymPg5jkvA8JPoDstUxZz9ymNGAHu3HUX+0+Zzcqp5emTaPJCfZyfCp5sTHMPzdiMsAWlLbHejgvewNDvKlANHZJxeV5IS7MvTomQMCQRGIHxXpszsYD3KDGQMk5kAm6tXX+CHYG6sw9ZVYW2e7nXLa0TZh/CSNghe7wkMwAFKTT1Vtjb3xTa/xT8owre95iVZwDR9RYkuWrLE7bntYldbnyioSRxmIKlmzsaMn+AsJFRw1IE/KEDmkOJQ97pO/PySaeXb/Io88qv6z56qmqka3fAJMFQ2NikrsgMDHSIJlwbJhMkagIeOPZyOBxkLv3t4mAe5wpRJtWOaeaOPtuaNOnCvDqMfWrtrkI3Vo9nKoQQWHncueF1m62uijs++T8dsg4+0km3PADB/182WGOftP9+dRY2v9kM4JExtt7kF72RFHz7Ha+lrhoITwmb1gvfbnP91sy5YvNd7oPeWMo7IT2YMLZFhWUWYzZk22408+wk4+/Rg/Df/4U460E0890k5SHZ90utxpx9hJZxzuh/Iym8JbSp0y+I4/+UgvEyUIbDt8z+PBh+1vJ55ytB1y+AG+aftd73+znXDyUXGshLKurKqw/Q7Yy/aaM9NeeullW7aEPXXdNnv2TJt78H6SJfEDlLBE1ynToe8on9k58zUn2ns++FY74+yTzc8BoyLE9Bjtm911+z129W//bn3dNNod1jCqsfglBm/EEe+l+S/b5d/4sT23eIF1t2y3s15zSib7Ec4oec+9Z9nqVRvsyRefVXfM7JjkQfnVVlerXDED56WWH2lJM2P2dDv9tFPtnNeeJXeq6DzJZytPO+t4O+ucU+y1rz/TTj/7NB/5Pj/vRY3yQBGyjbJg1AY/0w/8Peow3nnRhTZ12lQ9hwwT1tbSZm+/4GK7+eab7d5/PWj3//tBe/rRZ23hwuW2cdMm1X+XeCk1pM6me0eznX/++XbRu94abVWoXYYzeXaPIYFajfzgH51JWXmZPfk6NwwAAP/0SURBVHjvY7Zp46ZYUpIfYte5o8NOO/lkO+KYQ/w56aamrS12419vtbUbNqgdsU8tdEnkKYmXomM24HjJTPoSA+YY/1etWGs3X3+XdbZ02Ja2LdYsXCecdLTdcfO/ZbD+QnKjMsoI3G//vSWrx/kLHIliOsgbrrvdlshAZz9udXWV5PBo21eyFzECKiorbI89Z/lLGhzMe/brT7UzX3uKnfW6uJ79utN8dpjvm7IHdfmSFd5xMWP12vPO8LpM+Oh4+HoDbaVcA5jlq1db+9ZWf+OZJegCDGA3bwAvtsULV1p7S4u1tDQJH7Mk0dn2SDeNHT/aLnrP+R6XvKg8wua9+JJd/5ebffYtDKZMRymczo+Xmj576Uclfyd4+XefNc33QNLGp82YZrNnzbQatctzXnuanf+WN2jAFDPgiUDeHP7LH6/3L6ZE3Sl3FxwPFnATD+h9Zqb6fYCLsYSDWuoycSjvAC+NIHvWJYwv2oLwcM3i0BcRn31p3BELOfOOWzcJY7qiS6GBfaVBCy7J3tCALvY2IQdGn+Xz8qYycJ9aJ7/o05B1+gJ0bxhKuqpOuHfjTC768egL6cepL+6Jkxx5559pq8RJcSMtRoX4jHHj+OhL8gCP4o4r5WBWCjrI349gSrYEtgD4MLjlXA9hX8ixL5UZwMryahs5crT67XJrad7ss2/Qw6DJeerGnPD4NeoCThZpKFKX7uFcEVK5opz0xXn7JJ8+ZEApMl54feD8gkToJzpY8nQ5lCvSJFB6UIBzsNsZwAVGBpfC4+lUp/qBE73qdCgmqUNCQiISZD0ZLpRhEE6lRWMtuv8Mke6V46bwICsn7HSS+tEAZB/7eW4tzd22bOlqKbAw3gDoYtr6gAPnWL0MCvIsQr+P5rZuabNHHpqn0W63C7ozXA3E8fcP0/MO23fuODvm5IlW31AmRUyZxQONjoI+3atCojEEZkZMVAJCB5VuPStrhMLxF3hE2pjmRRjGjx5nY0aNdTryvCnko3Td21t9P1uqA/x8hKYGUF5eI0NwlFc0QAoP9/xQzC9ZVU251TXUSDiD/zQOv2YuBD9Scb9do6qqmjI7+cyD7MDDeSuyCCyBzjlgd3vd+cfbuz/4Wnvfx863C951uk2cwhJh5Bk0mK1csc7Wrdsk7+BXwdb3ckSs0VLYp59zgr3hTWfY68473V77xtPsNeeeIgPlFF1PlfFzpr3hzWfaa889y8aMGe08RhHw6albbvinlwVMqcNVidywmrP/HkojA0a4OYKBTh+IhtTvh+fOPWQ/73AZ/fE5lT9ddZ2tXb024vEvGzQAs/eaKTrOsgvefq4dftTBvpTnQKGycjFTeN/dj9n65vX+wkRAvu4LDHDFyNl05er8b7vpdn8DMyBKA4wcPco+9LGL7bC5B1qXRmGRXrho7AmlIDX+hpH19obzXuNG0tvfdYFdeNF59sYLzvZtBOe95bX2lnecL/cme+tFb7aDDp4rYxABFSpd03JDyB1yQtm5x5Fvop36jXvibt6yyTZt22ibNm9Ux98qPTPcqobXWOXwCok5cw4aO/Z12bRJs+zkU090IzPyCLpbm9vtb9deb1d8/0r7yY9/YT/78S/tp3I/vuIX9vOf/NqeeuKZjBtA5Dtz9+n2+jecJT0gnkiJSdsKJ3wuxozbVH/hnwvNAbQQEm2hCJEXbbS8bJgNV2dWNazG/nXXA3bJxf9rP/3Rr621vcUqS1nGV/7gKSTPeKVnOtZYhir1syiToe85El9u4sSxdu6bz7C3vetce8tFr1cdvU7XN8idqzp8Y+Z3rmTvjTZr1nTnW7SyQobFstHWfJMkL2ZoICBdc+Pfb7VfXfmHCCei13VKkV1JBm1Kx9YJ78jUtgBeZvJBrk8DR4okL8z8MKhAL+MfLAw9jXv/R9/lbThSBYxXeU845Rj76Gcutq9d/im76q9X2me/8hGbvXecH5iPu/jlZfb4Y8/6doToGDPZK9RtHjKagAHyPBTgPzismG+UYecYDqLDDaZCmyhkl0HCMzj1UPmBo4gHr0itGqae3TDDJ+HMxS1AMTxveLmTrvT9bXLozbT0SX1ynxztMt2nePiRd56HkFKkJ/KM/wNhAN+lS5I8QVueb/AEHR6sSWk4O5GZuE5dY1mW/jK1Z++LC0CaISko0LBrGYiyRJl4KsbbVRr8U1jwIQ9D0ZH3i/s8jl0DbYp+PvLhPvrp2ArG1y9YKaP3y9OBD7+AgZwWIExFr0j3nwgZDHQOmeW4i0J4GD8p54Fnqmlc2LvddhszQUI2wrZsaKEtUQRPx39iIqxzD9rHhksAk9ESBpZUrQSJz069ND8+9YRnnE8Dg3jhotf22LvB5h46zsZPKrXdZvVZVZ0sc98YDw4x0285nLDEauoqbOascXbQoVPsqONm2LEnzbYDD5kiHOPVoXLURFAXBlbQ6Z2jiu50ScuOHT3eRjaO8g2PiScIuoMr1E7r7mnPjA9wBB6iUEWV5Q1WUSYDDb7KP/GPPSFPPDpfRleVjR5Xr5EPuGTPy6F0oxgQEnUSBmlMl1M2f6s3o2cw0Lj5NBDf7cQYokDwN9RenEd13TW3W6eMZN7gxKh2FgwC+BkcijI5Dv4NAcxE0ivx1YTOti770fd+Y7feEEtayCaQZAF6Es6MpMwHv1JraWqzSz/zbXvk/ietsqLcDbglC1fZb395re+9iJT8j8Q784Hn5Bex//6XW+z2W+6ySqvI6kqusLSxM9DFjRAtW7Ztth9860pbumhpFiLIeHXgIQfYu9/7dqssq7QeyS44wZbn0WDaoh6yG5ftzLknHXLMgAHennUPjugsYiBBUq6Bm44z4g8AxRkmo4QPLlcMq5LRVq02VS7St1svh1Cyv0xpe6zDjjjiCDvhRJacyRNkUcB/3fVvu/SLX7cvf+Fr9pXP6fq5b9hXvvAN++rnv26f//SX7VvfuNy3XhSh343x40460kbWNKg9x+g0jG34nYSMAmaF3AmytjUAJBkDeBpX9A86hHJVlFVZaf8Iu+vWB+zFZxZYeQkz86ShTuiYUvpIzBOGPLIvZvhsv9AVwPkA3YqYeB8qN3CRPuqySG9hEEwdeYxBgBebhtzQ4c1rGT69Jfabn15rf/zNXz0K/o4iewKinqOjhIUsufdmsyK8QOY6OMsu7LqgCZr9hH7at/x5dtB9ZXV88HzgIBqIZ9od38EdN36cBkS52cGMsvbWDrWnf9mqjasls+KCCyV0yBBI+QwBUZb/lxD0q+QqbzAlzX4FcB3aub5zl9V34TlWUwbXaXGZNuHIwPONtAm4T8bbYKMtb5yFH/sF49Nj+fC8I73jlGNFx40vp5myRv64V8Nv+l3kwHHQceUglYFrGjiCkzPiMOLo85nNjiVfxZMskCNxYmsRUOTDfwPg2BX9ed7+P4Fd9AsB1G1262XDNIOHoQs1LHQXI4egH64Oprk0GVtFSMK2q8yJSyVERewaohHsinkKkMsEVH/xpokqtb/X9ttvL2ve1mHLlq7yb5b6mr/nRYX2+8esx00YGxUtPKFUVNUSyOZt7fb0Uws8NoJJfIwdcPRsL7GJk+ts/4MmWm1NhYRuhzWOKbVpe5VYtYw4n1qV9ho2vMSmTB1tJ52+p13wjoPtlLP3sMOPmW77HzzF9j1gkh2m+xNP3dPeeOFcO/N1c2z3PcaoQZR52jCbUtlxvTZc/Bw/dqLVVGcf9RYU+JIZVF2FWTinXI6ycVHnIuOtXEac45WnKzqFU24+GcTSIYambw7t65HjWBGWBtShKKaPoNVw/ARr+aL02TB93Z/usd//8mZbt2ajGlGu5xkSIk8cRttVv77eHrr/GQ/BOML4is2d/+cAzUzdUwbqjbPCvval79mfrrre9xANBGjJILvlAl9Xr1hjX/jfr9vVv71OHdR20cdGXGgssd/9/Fr72Q+usm1bOT2eFKFsdpZ3nsOP/ZR/+O1f7NLPf9c/4F8xnGW0qCOSxSbzgcBMMDiRBwyghS8ttu9888fRUQKRrce58B1vsne+5622fTh7cpRGfqXDk+IairZXBuKjSJPkkzrpVN9TpvC44kMMXuYo5peAmW+pY6ff317lPEKOX9jRKcmKM5lYLmmoGmsnnHSsf5Q+gMwiw9tvu8PmLZlnHaq/5rYWa5HxvK2l2VrbW62pvdkeefgxmz8vO3bCIdIdeMiBdsGF51uX7w8SoRwcK+A7uUUIvjivh4X/rvQNnEA/JEgsZQajx9sNgxo2Xlf5sq0PyBSnBNlR6eFncSUgEjPjxgIIXyRBb3EKfnzLNQHxoCvL7NUA5WDkrXJA44iygfVCxxsdXOgqrmUVw2zz1ia78ge/s/vvedTjkRbtl4A2GjjDiEOvxH6eOFjV915l0X1MkIHYo7Sha+CBl8Z5I4O1q9e+982f2de/8ANbvZLvVcY+qVSHuwbefO+yq35zjQZUf7JK38ytMmM5YvCqX9i5GsMj9YmUZee6ztqWw04I/iOk9gJPnX/eD6ru5bkruRoM9Lcc7hyO+4EuweDngbTnoFDOqAPqDwOJukgGXHKl0r+lHJfkTs/u4lmC7vGR92Ecl0R7F448Pr+n4OSW9akp3wQpfCCIRpZcJUvxYkWkc/+Mb/l06I30didGnBt/+rFtgHbntLgMRTsYEoYiQ0B8foNhV3igy9PsKp//Z5DjUeE/2oQhcZ9C4IDqC/tAQUGdJJQZrRxooEOjjsQDoViBcZ/cLjg3BCSBSAwayCThYclS2VLxqdGwFXSvOXtabzcd8TrvdIN8DB1KMsxm7zXDzzqishG+wCunxrZ+41ZbtHCFK+NgimjWhbTlFSbcjTZxt1opG8KgwaxxdL9N3bPfKmpkyNVU2iFHTrXTX7uP7bXfeKuprbCKSvYY0FFI0IV3eAWuxOrqym3mrDF26tl72/En724NjdUyAqGTxhCOPOgsyzTCHztqnL8NC13QnISaK5tge/i0TA7cXxU2YniFDDiMv6wOvKrgLTj6bfnyNVYtI66sfJh1dfMSijokRtfeMPg+ZQBsciXJmruATf233fiAfeMLv7Zrr7rNXn5puTU3t2ZT291qXLyRqdHR9i75dVlLc5s98+Q8+8rnf2Z/u/ZOhXVLcTCSY89In4xCNqC2W2sLTvd+bctd24RDnbicPxPX40cYefSrE+D7inQo9Lfr1m60b3zxB/bxD3zJHr7vcdvW1Oybv320pjKwzMzGWDZab1i7wc+jett5l9hfrr4Z4VaHL36LTzQLGkRXZ6f98Ds/s/9568fstpvuti2bt/rGcl4CCRcnh/OlgCbx56V5i+xTH/yyfeqSr9nmDVt8LxD1mWSOGRzicV5Yc5PctnAtuo8N9+r+pTSh4I5b7rbf/+qaiIvb1uxx2ej7mtedbgfsOce3D7CE0CoDG97A8xbVCeXm4OBIE+kKV3ha4G+rf3Kto61D5aWjD1rDcGSJI9qjt0v5AEhhnqZtWR5bNm1TJyPDXMYbX0BhxrzXN32TMuRaUmv77L237b/fvkqfaJPT/YP3P2JPPomRP8zln4OxaZcYvLx9WKZf67ZW+8NVf1L5srJRTl2R34MP2c/KZUyxn4a3SWklba0dXsbEZ3dbml1WU3mGAvbyIJ8FvlFXlLepSUa+2kwfm5w1cJA+LK8q8y9ycJAzsj2ipNzPktuyZWA9b97UZN2dHcIdZ3gxQGLf4ADa/hsn3F2dxeNzmOWmDiIMnrZIXslzu7dlADVPPfAW7IvzXrSf/fC3LrPOoyY5pUEuwBXqRnWv3w6WSyVnjkf/+np6rUV1QTp3ypN0ba2dSofeSx2+WlHW2aNLtm7abL/9xbX2pte+xy7/+k/s6cefsaYtalOSP15s61Kb6uKFDLmOjna1lSZ78J7H7EMX/6997tNf9fJiMEd5Qi5dbe6iNqPdvRL8p3CAODADHcozGYYuFkv47/lAi5irZ3hFa0qadNdA24VE0g/lXhmiD6Z+isdIhBEZ/Qn0hksGXHIYTukeYy4fhov4oavT3kfKSV6ADxqzeo2w/w4oGzqGpINnT1+p3IShQ90AVf6wG3oTHf8ntATfBuY5GE963hVt+L8S3a8aQqBeFcA29luGPSRd7b+BA7jBUNI4bLLqTpn4qI+CRSPVnZ5D6f+fAoKXIDGjyEjy5J5MaSwRp6W33b76pc9aT/cI++uf7rLamipVapzi7EsHEr73f/Qdtsfes3zGiX4JnCwJtrd32r/ufsIeefAlKd+EM/LY3t0ng2yMHXvSVKuQ8dXXF6JLnuCmg+1sLrOZ0/eyiZMblJ5ROAYCe9kIT5ZvGIYuov56snu60C1futke+PdS27CuVWRKmOUfb5+SB7zYYUtXLrZtLdtUWU6cp3Xeq3MsG15pDZUTvTzuTTBl0wi1rX29bdw83/p7uz3cw9TZ9GoEc/gxc+2wo+baQw8862eFMUpPDZxpdM7GooxuTigfvkXXow6pp6dTo2/eNOrxciA8o0fX277772EN9TUFIwloaWmxl+Yvt9Wr16sDyToZHy3DI2b1htuUGeP8w+RkhHGNPwYW/EqjazfCBQUFJNqYMeTtMpatmBnDSKZefKVItLKZlmkBDtydMWOq7bPvLNtt6kSbvvs0P7Nt6cJlomutPfXEi7Zx/WbhCh7xar/LsMrMMy9vQC8KA/+KyjKbPG2yzT1wXxs/YZzzFP8RMi62bWuzxx97xpYvW2FtMipEhisZF1tFdHlWWSqqK2z23jOsvqFWhgAlQ4mVqgNstgUvviTjTLSUKp3i8vZU48hG2++gOS5bsI8N0MjHDtXD4oXLbe26dVZT2WhzDznIps7YzWf/Wpq3qhPsEA/gN9xUWjoK0koSR8gwqqlp9GVv3m5sbW+2lasW29LFfHVEcWk7AqfZ+RL0Ox45Zp75BBcvZPgstEK8TWgQ9fRjL6pcKrxQ9PrbdvHGNKlpMxw8O3bsKGOT/vAyZumQTaXnU20bN6tMS6xT8kJ9Q79XB+Qonn+CSDBqbKPtvfceisPeUUhUmOLD9wUvLJFxxos+MhZ7+23m7jNt6swpQRPFURoObn5p3hI3npAd6qAIoRBpz9OVbtzEMaLPS+g6o2lzswYuS2VsbNezjFW1Hc4T5DR7PtPH8iLfAB0tGidP282Pq8GepO1x4PPCF1+WwbLNcywvG+GHNo+bOD544Pk7mV4m539WB/DDnwHVBwxmMLbkpRW2fu0mD+PImz323d3bCdqKesMQW75ktdr5Rtch/JADZuV907jScazIxMnjNBhSORXWKDwjSkbJGOu2NasX27JlC8PgRZbht7Ln6Jr9D9nbcVJBfL1jeNkwf6liycKV4guzNMxGSncqkbdrX7FQ21VdYOAyi4thPm36bjZb8jBhwhjhoqqp9x3iU7O9+Pw8e+GFeX4Ica/8mAhSCZw/eSjwxiHund4B/nnI1/nQQEpqPg8p34SXZ2bGhnNEiMrL6f9sMkeLDY47FMDLgSUZCIPLuTNkRhRtgzbCPfuhJOe+bCq5ZBCJLkrLoD7zRhj3kitvazBLQFuDXhztAOdvrbNSI7lGvtHzvodNrlfPbkB4GnhKWZMLyJc/lYf+raKy2s8oZSDe2dGWpQeXR/G4KW26J8qEiVOk0w+y8vIqW71mua1aucjaW1tFFw2NGkszu5E2K9oAOgaAcFOHuvFHAD0Zz/C3aCAmSM9R7qIjTy8Hz0gBsoys0QZU2f7TfWypARHPcR95ZpDzLwI6Qv6er2I7PqIO80Ejxpt/LQS9qzDiwg/XzSm7xtKpbsAVMlVgKPxUuPDfOfP/DIMNuDzDEuTz5lqpDvGSj73XNq/fbnff+rA/l0jx99Obi28NoxrsQ594l40dP87fLIx0vKE33Nav32pX/e4WjTy7lCYYizAjmCOkXI85cYrtO3eMRn0xUghQdShe2YhymzZ1dxvVMN4Zz/JqGF5S9GrIfh4OjQE2ik7OcMMgwBjAQIizaobZssUb7Z47X7bNG1ulAMVon42DFmFVepaRVqxa4culkFAUGilAdSANlRPkx5ICeZNewqay9PS02+YtC2WkbvQRqwLFjmiQ48aNtnd+8HX2wD1P28sLVvieNcoNzXx/jre7yMdHRnLb+7o0ImamjtfxeU1bDRrlj5Wie3gTjR3hIYyGGAKOPyNwzz+bNscSoePGOPNZP3Dpnj1dbJjeIcuGJfLYpAmuAGbvytXpY1fR6PtEj59KrTjMYtJU4vNfulc+LK8CvudIYSg1rwtfvhLNysc7NQwmlylXu7Qdj4cA9YtOGiKyhMFFXsOGU0eRhDIS6KzQP2hmT1nkFXWZyuFRie10UY9cyFPx9Z8IdKyRN8/ghSI9yd/p8lIKl3hK3vww5EeOHGscQswxIVu3bLBuP/QZQ1T5gQoawa/yjCgtt7ra0VZTV+8zjE3bNon3HL3jJfEy0y+TG3IY8ignP2gg3ziCBn4Tj/jqHGyEcJepfrZbX6nq2stM/XoU4dYzSkq4PLXqGO6CxOtOP3U1US6nWwkVnShA5IUyAhMyFPrC60A4+TKFv4mtOP6GNtgV19uSMDsRxNUfZQ28eihAyJrzX7x3A0eR4Jnj4r/aA8uLsQdI7YYZN3WMzBKiv/xD9du7ZHDw+R3hQx5J6cSrpjFqIBcaVTHk6E0iK4PToHvoJT8nRXnCG/48it/GA220RMYqeLDX4TDYKYPLEj7eoeMH7jDuCI8SKTY6B2OZJ5V1zPgJtueec/1Q8jWrl9rSJQwsWJqmzJ5AaWWYylDBECBHb+PIPTqE5QcZu7QB38frgiVKWE6XvsDQ7c0MAa5en3Kl0l1eXy73lAjesMbS5zrMjVgvj+Kg3wHunSfOkQzw8KJ4OYeGwP9KQEq4ksDrKIM8XmqHM9mYMUanaLirDhS6kJfg9f8pZDW/C1BoRpPPwKk9ICthlDFrHQ4DLmRUbVRhJRhw7g920iiPzAFOL21SgomjjjiWg2854xiEoevw97dFdU8al68CvwbyN/Eg5QHtnLGGzqLN+KfX6BvhONnnaMnf009MnDTV5ux7sIy/Wlsl+Vy1crF/BYdZWwbj/7UBJ4DLES39R9C5h8ehZ9zQzSDxK8pddOTpfOBZkvD/nQFHfpGW+3AJVIuika0rJWpDPdZpvXzAYED6AOmErIBZAYAgHubjHwIxGIbyCyKK+PIwNA7ygiGRN4I0bfpkNf5SW79uiwwQMUAMozMHGF2OmzDa+NZlCAcMBw+dgFlLc7tta2qTR5F2Ov+enhKlq9aotNpHipFvYobnbmPHTLGGurHyjzdIYa4bQWoYza3bbOnyRbZw0XxbJLdkySLbsnWTuMdxISyP8aZWv5Rin02dOdr2mzvJyirK1fgREjKDFl31V1ddZ5V86kb54xd8Jj8MHOHQiA9FSWSvXFccfM+xQq5avvg5Sl0kjGrYHFrLJmD27iUlGrOT0WBDSJSGPPSMsUZ4jMSUO0pYeWAowurt8uxRnB41LvajMVpjtmGHruQTxmWa6paSFnrqhs7EOwDKrD+Wv33/DIpaz57IXUaLvLwWFYf9RIz6YYfP0oGOCJlihz+8LedxnH5O9mbmLs3CssStTkF5Qh/p3KCAuMhcZSQv6pu9esInNjNjEPJOvvADRRY8QzkyuwX9rsBLpcjhk5cfRQBl3KvcekZcqe/UbCE9yVmQwChZylhx/UPtosVlDCPFR9zEV8Olrn3vJ4Y755uFfPjyJ7zNrkIT98ST8etLaVXlUqQseVJGhSDH4onn76TwDx6h7DMvAVT7rIs6VkZ/ZTIKh7vxJjkpUf2jRClP1hZJmUoqbG4UYVRAoz9nPAlehaJyuaBuM9hBXcBXioSxoPDYQxZ4PI7S8qq+IjpejBc3tuAHzmMBtJni0wBwQSItZcRwUGdXqg5wuPg8vEp1zMsZFW6sIMx0Hu0aaHV28gkpZpZipsONbGUBaWHwyU8/Nz5UruBsFga9XmcZH7xspOGqML/Pnr38JNaNHAMF9BbGK3goFnHDyKfNKViZhczi4KMiZWVjthLOBE/RTkEX6SCSTgieeDsBPAI4kMOg2/kJDcrEj+5QHulICJ99kz+7I5lBhzb2IXIYPC808eFx+IJBKLNOg1UMZ9Iw0OUlJfbxkTH1klwRPPv/j4GSUkMDUYfvQBAtXmau8D10RaKx2G8MDfDuFd2QMoofdZunLqWJMJcVPbvjXk6BqibVsVzSxaRJ4bh8vvnn0Ffy83SRr4dncaK8UdYo81B0D+RHkgsmDoRM94SLTAm4N5EB+DKZFWU8u5cAHMwOQ5frMV2J838KFCWVL0GiOU87kH8enAZ6B8BO4f8tgA8cOHiBy3CiL2kvtGvxHZ3lsYbIsjSYF25gJVGBdK/hH8JRZObgwuPvnUImcANxDQ2BAmHigZ1ZPTZh0jiN3EqsaWOTRhXCJ39Orw4azMM5syzS8g+B5QP6PbZmzWaPk2gEoJMubtSYSmtsrJKAhGAmZhFeU91go0aOlVJX+TxcYbrnfKxnnn/GfvfHX9mXv/Fp+8TnLrGPf/aDfu7Rb/7wC3vsycf8zDpGQq4LKUNfie19wASbPrPBjUVmC0Jb6R4pFu7amlqnOYwreTm9qgMJ7/beTojSc+KhR1B8XhLgG4c0DCo4wM0gKWny4UsCGFwoWX+ZwUdaLFUwWsAMyH4YbsrLjThGxCho3dNw3FCToqUhgSdmbCiDyiY8bPimkdNIUcZuZCuQPUa+3CBcVGh0HigIKXm5EYwexYeIjVhSTNGidPAidZBegeo4CHMlqmcvb1ZmahN+gpsZT+8MC3UpJx77cm1pGAx0X5TZU1MPCodnpNc/zy4ptvzV75U+KpaL0tGxUlb3KtZd8CccI2DvlJVe/WiEeSw9UB7Aixm4Iq3u6XSzWwYFnBTO59h8BKp0Qufhws4YO2gspFdz75WhJ2OPzrGsvEpVICVKDGgWj12DZuUJXkAPGOAPUSkM5S6TARfpd2C4lQovBpQn4Z+XXD/dZCDWOG4vk+hx44SrHGEeX1fqkHC/CkqoK90qleNOSizqAVz4O1XCgCyID/jx7AGqYzVZN3IctWNy3HmgTsLYKHNHOxpexvdvK33vGM2eJdnt2/nKQIeMYbkevt3Y6TOaKomVVxA/0numAvJNdIWRqIv8ohwK93LwTEhWZn9Ofuk56EZuHB9xkf/sx2iceCl+8I9n+Ew++CGP4RLvHI3KzmApQFfo9Mqg7iNaWsr2PDyuwoQzZA6adCMZoo0jShJM1xfJARjstHP0AUvTYfTS5jGW45r4AfA/yqor+VOfOIVAP/EYkOATsSNdESJtAGUOvu4KCKHE7oS3FD5RmIxnUBPOC+3tMHipe+THhbyYp+PL8HB10gG1WWZOaU7J7QxC7m4gUK+eD23V84vEXi6nifYZLqpQ966HkYOQH+rNxUmQ2lkYQQIlggMeX3eJz8kRu3DvMgEN+BHiof4M5NNRFvJyI188DXpoc/pBq5J6E+FaSIOLduIR8BE9bJlhDzIvNAxTv1rGS0WlTHjQBqJgISoJT+BMULjXxXmkuNCWnJ4UJ+W3c/oEiXdJNlI796iDog9Oz/Ngv4QvwdDhOPnrQhfWz9dyZIPxtRBWQ2IGTvR77YVTveczS8KMC0URRgaFTvGGFj4gEZnwDSYaSGFcqeiUjzcY5TtyZCOBfkoyipUwN3ygSwwcN06Glgy4WLYiKrSxn2u7bdrICc4hlAHCKIOitr5CBlxt5OENI4XH8+hRY9za9yUeAaMT8N/3wD32vR983e65705raW0RXpTTMBeuhx6616740bftH7fdIIXP5mcUJbzqs+qacps6fYyuHHMCndAOnY7eqqtrJZSx9EKjgx6MY2iPk7nhG/5RYdxDp7/tqXQEOaqMvTRH3irlW6/gi9k3li+5stcF5UtdYtixbNotmjH25LIpc95C9SXDrL4B6EvCjlyAk2Xrzs4OxWVfYhheKGqnVHkUcGTC7o0Z40yK3d980r1jJA/FxZGfx3ODLGQL3LihZGhX4HKUpSmWYefGBKS4CV4p/sBnZOTV0US6hNc7TFdAgX9APgUem3d2zGIgD77MIT4jUwQGrmIZA6AnDGuW+oAYuaaZA4C8dCENdOAvefL8RZLPBOp+OMumJWUKkkywbKoBDHmnvLxDy/L/v4FXSh95RTtM5LuX0jgVkit6xeABgyAPJKRAZwB+FC7ajA8iRvDJwDhegdkHDBIMZIy23v4u5ar2Iocecqey0144SBvZ50UMjDiflVGHks/OeSoYSAP3+ecA4gyMNxBSGFfaw1Bx83HSvXfgzpd4Tlz2Gk8PQIYu9FWk3zmHnSHhTo52jkOHJD2CPzrBN9KzrCdHGQbWOXiy2yEg6JGseXMhop51xX8ghOwDiaad4xSBELqScJIdylMISS4b7jmukIOA0EsBCtP/wMHsvPB48RKOAPy86xpAU6I58MKXvCN93JNf5KmnLKwI+TTJkaFvL+GKPs3cAFA0MHl8QZ5n6ACA5+zWYQD5uwDwkc634Qhi9Sx4mPIcGoQ8q1uy4YosMQvOS3Jlkh+Oy3LjLqNDpXW8QeeuMeeBeMGLoDPRC6QrkL932jLwfPTntSbviBcuycjAtK8MHld/GGFRz0Fb4OQ28KpX9ns34DQIJQ4S6u1CzmfgPH7GiIEMCYShxKNiUBLBCBqlexUgpd1VQfJMA7jHLwqBrbnDxo0f4wbblq3NCss6PW8dka6islKCxub0fKH5VtsOa2piySNPFALVb1XVw6y+Mc6MS/448mfdvrq6TmUCJ/TIX27Bwhftmmuvstb2bf4qPwofxUTZucevs7vVbr3jZjf0RqhjcEUpHJw1N2V6g40ZW6eRfcZshfl/ldc7WBkrvh/LiwUtxPM7X7aK2HrOwnEl6jhYMk3Cy8/5Jx5x5ArGb0VVub+U4AacrnwKpUcNgb0OGF8ssfqmVdFI5+d45AJPdIiBP83ChZJ2h5+c73HoaHcDA34wA0mnSHroTfHBCyTcxGWPkRuhlFDh0Mgo3sMzAw6XpytBwpeHFA+I/HdOk083OIzn5BLk8eX9/69B9c1vME1AmuFjHyT7FsmXkSiDAyWEXQJG0tFW4hr3DDwwztnXSCfKkTZ8qBkjA4isyFMX4Ym8IAeZ65NNJEN8B9+CkKJUFEZ+GG9+7iBymYPEs/8vYCj+pmdR67QGZLQn8HvSZvqBpwwXz8gXM0DMYpaXV/rs2Qi1c4w40rHvs7s7Ztt6ezHcYpCDeiZfzzvdiQds9qYzQU79vLiKSpd3jOEEaaa6WJ5EcKqnV+ZZXh7yePKymCCF5+NxTXJV8M/5QU66H8rlYXBYwpePlw+nrccgMIy4NIijHfNSSGG/lvMfAN9QPEn4i/T6lWi6epleAYgfcV45Xso/aBjsCANXyIKefOAcOEmDHy588o7ZNtKyy8ANN/z1L83E4QYCPM3Vmxc0Dxlm/oR4KLczJB4EcF/kCyWKvJIbDMQajHXIbAZA4PEZ2syAKy7NpsQ75xUAHfof//yZdsgKEkYcfQzba2hzvqrAwEkxwJ3KloehygTkyxt07QwD/YeKk/mBS7f6z0P4Ad7Pv3qAnMHkFmiQPzPQvRpMw4/hKvew7CglkqTy+AzczpCwetS48wTs/wnGsUSmasq5nfEMjTsg8HCX8PtFRLNsJ4xUlnDSVBhUeDxxbey4UergwoiJPIMeNod3dWWzXZkfQAMpr5QAVDK7RSbFBgPOqsraTBmDX6FKxwbf2++4xT/8PGwYJ7GPUNYZPn6ORjaxDLGNG9fZww/fZ1u2bFZDj0/e8IZr/chKq5ThyDKYK3rIUkJR6gqBDkZUhiA4QgDcMl78mnidRuCMbDmGIfY2KamnV6sBgXda8SICBhFKFKUay6IYAXTyGMrgQ5Eyy5gg+BFKmHyTEk58GmyMqZk6Tr6PiDGHomZmImaOgr9Jqe9syMkMUXyMYe5TPMoMXe6f5ZtwJQcMfg6c+ToNGPwMvJJf8k/4gMFh/y2QbiA+1dVOjbz4zHIDh1Ozlw+eYHBzvlJKE3gCVxGQIYXLAGFmlaMbfJ8RgwRdi9lBS1zx5IfslPShGCplGpa7jKsb9lFfzKAWEoesJSh6/1/DK/E2wga6VB/5dPAFmfI389xoK/dRe3kZhlYMzHplXHCcBZ/G6utjWXq7EqbZtsirgFNFpV0WQTLav116gQ5F8i4ZLa+scuOQD5HH8s7gehkIA+kNmvNAG0qQ4g6Ok8cxGAaH8YwLrArL5Rkxd8Y1GAfxcQlXek5hCfJxUnvGpbcbwRqzcgz0ijNyqjVlWix34A86ghLw6iLHFf8ArsX8EwRNyRUB1esGVc67iAvIp+GqMG8joQNZLeFUfFGdBYlmrooJ9fjjfItRdFYDIM+rSJWuOX4WiAv/CIvBrPPLw+TrPMpc7jkCow4A5+Fgp5/H9PjEG1inqa4IV/QCRHjEBxK+IkQYfv4ylK75ZX9HlssnQcITuJQnbVH3EQ1carN+0C8DJ74kUSFepEFAwEDacAGBcyCEX/hHPjvTg1+4wD0wToYz508a983pShe0gQpkaCBNLp3jchrDG8zIIJMm8vH9yWxDymMu7IEjOpFwGD1FSGGRAbMyRId+OopigaMRA/n7POTDgZRviBVXci/SUBzthFHmoWofw4erMCMY3eHYPMsmv34/v8g7SeEN3OBRHCmPsjLR6s2tSANROE8Ow8hzhy65rVs328LFC3yZkRlHDxM94PROzdMqrlxFZbmtWbfSZ+zoeKNoJX7eW00tyzUstYhuXyqFLoWKJhosH/Dt3c7yA0s58RYX+9jYlwYe38/leTpSF940e4UP3j6b4pUqA5W3YtUI46UEHGmyvKUEooFQf8ymRV0ycxOzdRjOERYueIhzI8wNUdFDVegWtYih29bO6958soxNpxX+VinUJcONKy6B06x/oZyok1AcGJy+RCwFX4IRl5UZiPjF5wSJPiB1Cgm4T2G7gpQ+Hy9P639K/2oAHOB02jQE3yVOr0fJqZ+gLgNOBjL8jcab0kBbVAAljfJGmd3wlmMWjj05lTIuMPbB6bzwWNQM9/x4Gi6lUCHHIEWYd3RbrwybqLuoP8BnDrJ7z1P3g3RPAXblDyT/FCfPiyhLusY95RzoyDvCiReDERmrzDhisGG4yYBj7wyAscUsJkYtZxny0Wjfo+kzj6oXoXR0DuCXd0ZHLiAD5JhZ7E6fjUOTMCtQUcELEOyLS+n4NzhtDq9DKk8R4EXiR4qb/PJhwFB+QHoeENf5tDM9xIjl54Ch0r4SvFK8NBPDLD86jS0nXEnjR7VIvjHmWIoOHYAhR7rA63XrdSxkqid+IYTwJpP/CHS/nSHi8t9jKxp4k/O01L+3dZ7DRYosLWmUGgeNhT1dSq/xucIVItcnevwFp+z330FGj+6KxYmy+xU+5FzB8JUbDF428oeWrIy4dO/6m3j8vH1H3nnn4dmVLIp+fvkPoEjwQ/0IcsUKU7xBzi+PS1duie7lyBnw2RXdk/QcfQPtl36Kth0TH8zCFWJn8TOk7gaC5yMX+e3cL4R/AGF5F57hPwD8uZguwU7xXgGCrKArT0MCZDD2rquf1o9yl+5g8qUYtzADhyxH3iArMnUwwKy0tAYkoUqEDyj4qwFRCQVeCB7dE8jw4fTPcaow2zZ32sYN7bZFbuP6Ntu0odU2rZPbyEGwnP8l2gOhp3dQHqIqcMgRlOj0zfUSNKcjS7O1aaueY6YIQWJegvYN45wM+YYhF6OztlYOzNwqXgQfiN8vo6y2rsYqK9mv57k7bkm15zNyZI1NmDTSJkwcYxPlJk0aaxMnjbLxE+utqoKXNDyXjCZopY6C584pJxWs0Mi1KMSxpJZrpMqfOmM6utg5U4cxUvb61NXB40fahMP5leGN5+AD9xgMnBHHFX86NAw5DMqEA+ezg7pCom+QxoCTUkwzgeRPfN+UKxd5RF6DYbAf8ZJLYek+H5YgPQ+FeyAU0+XT/8dkGQyOF8Z28szhy26ZgYzl02Ex28MXNWTE55dWgg5qPcoGBE7qJ9uIL8OPmTxGrHw9IQYM1EfgQX7gfRzQi/FGOTEWOSAWOQg5K0CuIJElzxmuYjFeEVK8KAt8oN6LeBO4jCTchThOsa44ltmHqYOIGV83oiorXLkzg0l6DCzkERcvgchoU7lol75RQ7QUigFuXVMR4anz1QnOiE6gOLQdXnDwY28ksxxPVFlZpY4FPnIUR7SNDPmQEOED8efrkjLw7PWa4z2Q4iUo0JsBaZKfG1IFXBH2SnQNBaSNOtk5rwR5v53CoUF86pUxF4acBqiZrvFz42jv0qG8XQz/fEYO5xA8cKcndK6jlwxFNkOVxSPEnSLxyyIXQc/+0kwWN/Rhpj8zHed+qs3YF62uE53kKcgz0vmFQTaOW/3HRfpwO8MgPz166fCmbXg7pay4rOzxENETXv6y+0I+IpWVqFh9iZlQwlwGKIuu+Oe3ziT5AEPiM5BQDobIK1zwLEH4pb6HtogeI3rgKtLpey/l8PNiZTiVDCqJwmP8Ez4fzGoABl4Ga0y4uC5wOQic/y1Q1kLZE11D4HK/rC4gJ6/HgluZrPKc1dGrBdhH30wWeVZGfWcPCmNNhL25eMbLDKl9KHcIJIHvGcmmt6NQWYwCpjxQ8KgowknjhpyeYkTMyH/XhQF/MC/zcK5E/CAua1x0XroyivSOXkx68uHl9q/b5tm9dy6UW2D3yN19+0v22MN8ZzKMAmetI2fmg2S6p3Fwdbo8hucDeHmze8DfflL58OFYB+90EDj5F4xbVyYIkDBxNITKnQV4PHD7W1p0HCl/hcEyng86eG87+7XH2Wtee6yd85pj7OxzjrHXveF4O/nUw23UyEalI0/wBI8h23nhtEGtwsgK5/dZnm4oZbNsyiz4zDUacxhsyT++eYpyChT6h38WTkP3BikH/lBmiprRAE7qG4eBRsfK6Lqystqq1KkBjMg8zx7l7zODTm2mp1Ui5E35sOkVGcT4o0OMA1kHAzwsAuQGQEuUBwUFxEZ+1R2yg2zKAYl2InMdSk4pP2kwEII/UbfkAZD8PwP4wyiDJ8iNL4/DyizPfNaSIFdO5eVlLjOcgYQtxXEgnMkW8pog6GFAkfz9vzJk/2WXlB2zmGXCx55J4rmxrDJx3AfnrWG4+QsLrhq6radEHSuyhpyDNxGnq/NLOUBH4e3WyJB//yWAm7pI153B64WfaI070ctsYWnsD6ysZGBU5bPnI/QMefCLkXrMtnW70o8ORoEqU8ywoKOEE9oLZaSe8B84so2i5Z4Fzgc6H3GK5equrg51LHHkAS8mVVbVWIXkF8OE9MG3oIH7eA5Iz8kPWnA8Jx0K8Jz8gVQv6Qrkw5OMInO+jCx5Al8WnIEeiCYUKR3/032CxD/aUqIHSDQBKb8EeR4SB13KFRq8HQlnbzYzF7P+SiMZ5QUTHDN0yBj15HpX4eRHNl5PCuNN6Xz5AeIU6M8u/kYm8ZJLILzSNsIjejJZTOCy4aA8qWs1QvCGAUc/B2VIJW1IMmllcrz8wzOJg2c7A2EJeXbvmdFnQUuF8Yaz05TFg3Z3mU8qo+tm/cjF7+XQsRhMVWobVZJD9CipCvpXfPe4Of0/wMG7HH6Kwtvw6AznK+3HncpXuC86YYDCLL3qVTqddoAcwjvvYxyytijneHEF4Dm79QLzF3iZfGBfnAiSXNPGMOKy+n0lUHDKhyvxoSkBz/insCK+QXjBETdyCvP+hPiSyaLQKBh82f0uwQummpdOdodcQ2gK1U+PYHXM4jkvldEeXU/JBa1KCSN8o6+YwjIEH5Iuryg3Np+mWaAMzSCg0EUB984hUxoVviyZVfwgKDJIIPxUvOPIfiGWAs9W/3jEiV90wuvWNNvyxVtt+bImW7V8i61ausWWL91k61c3qyGIESxTuXAE3VExzJSpwHSgrpTknwkRI0KUCio8uFZiY0aNkTEb++IcnzM4yCAZ4IabPDEYaqprrKGuUUZMZjAqnLO3Otq3q0PBsAlaAkKAx44babvPmmy7z55kM2dNlJtks2ZP8Zm4QiaCYCGF13/Kxw1/yh9ugRXFBu2UlcZHGUM5ZiMu8TdvuOGAqnLRXTtSnU6V892XVeXvzvlEWuKLBxhGnpbZDN0rbn3dSBvZONYaG0datW/sLrXysiqrrKi16ppaKZJql4tkPPrJ7b1BG3idTwqvrWkQrkarluKpEi3VtbVWV9/oDTVAMcWT6ITTc6YIwMuj8wbDa4c60iqrEQ6URnx9IeYpXeiVH1cwOU044eHZ0aquRlRWWoVwcKp4la58XcLbBA2fzPhL1VkAxyAgAKOR2bRKGRh0TLHpXVk7kGfEy9K43IUBx5t7GMM7+tRF0EHQ8XH8RUmlyhB7DEnr8kc1kJwyiG6+5kH9YMCIyX5EBkYPjd4NwR10fHGPQeT128/bplIOzgOkS79C4eSjekJhDC/F4KOjkmPpC3z+ZlTE85Lon0sQfHY6o5zsHyo+hRyjuLwc+k98rpTDjU2FQUepDE1mCcuG8SKCjDbJU8x2YUyQByUIY5fPqRWNgmgDkSOXoA+c8Rdh5EduXjaVyQOHgERbpAkfdBadCjN8eFbw4fa6Wqutq5fM1PpLE0UDlUTkmZwjcfrTPeDll5Agd7ys5fIKbyLTAbArP2QUmS26aqupqfOBCOUjjusI0ZHq2fWB/POlJx70M6NeX9/g/YOny/Llmu7zgE8Kw5Ev5cHYZrsJ52MyMMJQiU453oZPOsmXWDHkMNIyGYk6KvMDq4eVYOgojhs8bNdInXFGlwoRpUs+wqCbgtMz0hcHVQuf0ufLHZUSPi4v4BJtbsC5ceWpPR2zIY7H24LaN04yG2WPvqAItM/kEXnQFstGYIwwg4yxHYMS37Av/VGAgYgCvDzBY3Q8hzQ3NI5SXY2ULpU+VZ01No4WLr5kJL0gfeADaHSw7ukPknPey+Xrl72kDMSRJ2/LmX/wJA9wGvlBtjL5ks4lncuxyoIeRw/6F058u1IRi0rgaXBkUwjBD7z4KYCXu5ADdBtxRgzP2iwVPoA/4IGmBBnd9A8ycBkAQlNqW4PB6XdZjHQBWd0pLPJT/UuXUt8RL4tLGICgDQEpO9enLjdMMGDASZ7diA+9B57iLBt5iiaVCeepd4gXkjOCSllmwZM9WCy9MILHeGMJppDjEEBZwEDnzJuEjK5QGIzWirNRxBu6MDClALoNpsHUeA4DiaYYHkkhD1MHzXEZI0aoEkeoGcnx6SOfPRQzyM4xZ4VFh/aqbN1dvOnoAU4T9yjLzs7O2OvmeSIy/TZuzFibOX224mDw9YFG12KFu/FHLsoCA3DKpKm2x+y9/G01/MiUb63y6Rq+60laAsCfHF9LYFaKT+M47zWSx/H5ELUpcnEXeUKcjEVGNm7s8kwFF8viIygyF23+03NxJi6uPhrL9tdV08mo7vl26/buXv++KJ8ia9e1Qzzp6uzyK98E5UPyfLMQB7+6FG9HL/yvcgXQ2tJiTduabMuWjc4P/16sOtlKGYgmYePD1c0tzf4R85bWZu9smeXi5Hr2zNXW13v9d3Z0eANFyVRX18tVe/mDf+xp6vXvljY3841QuZZW/zh6a1ubfwuVMtfV1Vkl6ejkSet8Z9mLN2c7VL52X/7q3r7dupQX9aNIcFRXPu0jta664ViVrVuaVaat/jUEker5d/Rz5ARn83hTywH8B5CTKD97IlnOa+7YZm1dzdbR26H07dbZJ97KtfeKt9z3i7+8fCLbGHnoaOtUeVS27m3W1dMRdUaH4R0W9R6y4Uas5IG3jtuEu6V3m23r22hrW9baho2bVUYhZBa7PzqY4SgLKY4SdYakZ08YLy2AB/539avuRU+n6GnvE23QxeZ95d/VC72tcpSjzbbzdnU/HZZw76AzQxEFH+EM4kjdJT7RZuiwhpdI7pUl5W3ra1XZtyqvzXLbrF35dyH8ord8eI06fA0CqhvcaKN980F7vvXbKhnqEH84asi/s9vRFrztbRf9uma0c+W5PfGbMPE8ZnZEG/WkDiVmFfP7agQehZYUV/137wIkPxWUNsBb2RiQ6BQ64eqaGh/MggheAIM7DOQVHFxxbuxIh6J/Q+7l73px15DSJqDjZbYMWlze29vlywyYyukGSBG8nvwmq6MMF7JA/nxeq07GQCzrU7sBKT/ipDKla54W9ID3B1KuGLr+RQvpIGaHY0aGsqHTMORoiyyvxsxpieR0uAx3jm4ZMUydvwZByI9/qUXy2N8b8lTYE6zsnWf8Qpm7o5rYE8oWupiJjnr3mQ/vCOEz/UzQ7aWkrPQl2c8HrfCQvFxuouNlENq7o1NtiNkR8mIWLurOGboTkEeEQZefj6c6QT/7YED9EHlXVofsgCLK5Dd+n/js4qd6whijPMy6UV628mxr2izduM1lka8bwAr2gzIrzaez+rkqT+o5ubTqAn4MLxxbWcg35EL5uivKAQBuXFCleFKU3IfhF3YFssgh/cOkEzk8O47gof4oj9LgPI/khEB+cbyRdEbq26Ua+HQky6mUGVwlGFEMEDO+JOAZPL6aph+yH5NU6L8oQ8ovpeU+QYEO5eAYYDj0Umdex+g85CELyyDKVMTl11w4+DDgkD9xXPTFgJMyMCAgNNEuT93juNOYvERtQ+3FZ3/Jm7Ap9QfsiDc9GAWpoGpclVWVnpjvAyIgAXki9KQcouBRwSgOlmyoJDeM6IxVcSleMX4R4pFpdhpyiTqgVvvcpz5q5SMa7Orf3K5RhIRSQM7MLtDYxo7ZT8pxDAR4GhVL/4cbR2+0dKyzHnVKBVolKCjXkaMr7JgTJ9u0GQ2iybHJwZUo7+zd97OG+lHeaUPUMHVoL85/0X78s+/bpk0bZMzSOdGgoZPGHYLeJeOmvr7R3n3RB+zkE0+3bhk6kDWsrMQ2rmmxu29fYGtXt2TCHAJBZZVXjLCTzpyjcoxw+nwGTdj5GD3fUb3p2qfUOW33PBKPUHitrWtt8+YFKmOvlI+UCJ/LEU7eCL3wnWdZU9Mmu/++x41Djcu8E2ApJmZEGen5aMsFxjRKq7Mp0yZ4XdMBtrZsFX+DxqgPAIKze/GeTfIquSvDGikMjPwFCxbaimUrhbvf8xk1arQbhhhG02ZOsrkH7m3bmpvU6DokG6W2bVurPfLg07Zx3SYZeBVWP5K3iitF+3ql6fUlqGGSI0Z/Pd0dMqA2udHGx7FHjx1lhx15kO02ebxoQelg0Jf6Xqe16zfa0kWrbM1K1Zf4XVNXpU5eHXpnu8rVZ2PGjLbJM6Yqr2h0yChKbNXydbZm1TrnC0q7sqJcxokMJtXJAXP38hkxXpZh5oAjYVAElHfJwqXijhhREGndO1BX8D3qtqa20mbtNdMNQ9/voPiqVfFR7YHoMFwyxewbs44sPWMkN6s+mBlbvmSZrRV9xmyB8u6TISIT39N26Z7fvjP3tb323sOmTtvNJk4a7wZEV/cO27h+ky15aak98tATtr5lvTUMr/e8SL9DnQ573rjjAOkqGb17z5ltNbr6ETPInv+YAZSyYWYLqhkYSfbamrttxdJVtkl0VqmjZRDFG9C9xOMcOQ7/TWVEgemvp6/EP9Y/a8LuNme/vW3a9Ek2ccoEn21qb+209Ws22vq1m+25ZxbYutXrvQ5LJPe9vNgjmujkamurbdaeu1vjyHrxQqhFp7/soXA4WagOv4PL3EYISzpNTVvt+adfJKHauTpyZijpHBSlj7Pg6CUUFxsgcHBRIBWXQUGfoUaHM6s5zI/roa1VanTPQJY4bkDJ0ITu0H+eOsORVX2msAEMOPQR8oMfxpcPdLLwPAzWq1yRVQY96F30r3fKCttj1l42e/b+xjczly3lazJ83zaO7tE/x4dhw7Pj0jO0YMDF6kyZvw3Y2tri7Ya8Bjtk3fVLzhgYXkaHzQAO4zYzcpS+vLIiOmMNToLfGXjjCF57vYi/GIGxJUcDTT/2Jb44AtkspcJPjD8/Dsd1bKalvb6EKysf/sT1ZVXwyrE/tE8S2bujC2SodTf+GHQEKB+MMhkJzEQyeO7qVp2AB+NE6WhHvj3BZ9+YIWeBXUYdIz5oJK7jynBKr/iKjIIxSuFTL7Kb8YbZ21SHHap/+I1MeP3oPsmGGzV6lqfrjbq6eh8ks6yPwcqMV0PjaO83tqpf6Gjf5jwnH/JLdYVLdcchuo4bfoNb4EcZ9cT5koDzEUYNAZQUQ6+qqk56r871MoP7PrUNcJZrIABHuqXXeROcvLA5Ro+ZYHP2PUy6p86WSj5fXviC2hNv09M2VH7qUPWAfu6VPzxkxpJBMnR3uxxx3JJkz+s50vFMHsgTM7occj5MMgleJiN42Q9wPmZA+sDBfSonphb2Bwonm5EUfuS8Z4fy9qM+svoFkEMldRKQw+yZK3QN3xFbV3pKxAPiiV5/oUcDCgYzfnh6iI/ik5C8QuZiyT622fSUaDA6uW5/GXBs9GU/E9YuhkoUipmKdNJ2QCpQgkCaCkyOVFK5lBgzD8mAS84LPhRk/m09bfbWC8+1GdPn2B03PernwHhFeHDk0dg4S8bHJKcvZmZQALrXr61rk3X2cBYcSYjP6CbeWj3yuAl24CETJTxUajKaWALdbtOm7m3jxk72bFAOPk6V4rj/wXvsD3/8tRsRzMowjcoPrne2d1pdbb1d8KZ32Cknn2HlLkzgZgQ13B66d4k9dM9SF1AXENcO8MFkiNTboUdPV6eZDDgFUzni/fIlm+36a55SXQR9IYQ04GEaXa2wjVsWZDTIgU8xtovP//uFd9qD9z9sjz/6rBsDKAmWI7hnypgpZx91qZ6ZUZs+czf7wEffZOMmjJWyidk5yVdwOcObr64YpQLkG/sjUAR//P3f7bqr/yHa+R5nncKZ7TKra6y2Sz7yVjvzNSf4rC7Gi+wAn+X73mU/tat+9RdfMh09ZqJ3PE1NG70TrmsY7Q3TBVf1u2H9Wl367Pw3v86OPvEQGRl72Nhx7BFEFkOZcVTK1qZttnLZGlvw/EL71z8fsuefmecvlzCj2dPbZWe/5lT70Cffaw0j67zhocgZHf72l9fYn379Nzceh/Gmsoisq62xd178Znv9eaeLNqRBBVb9MNpvaWqxr33xcrv9zrut0o+Y2RlQsnSAzPIdedyh9s3Lv+CdYMySCpy/0Zid03rGMKT9ISs+Uyq5oPP65ZW/tat++Wd1HL0a2PB5No1A5Tr123f2PnbB28+zI485XMbbZBs3Xsaz8k3AW9l89PylBS/brTfebbdcf4dta2u2cslFvzouFA97LVFks2fNsMt/dJkGOVMkD6GQINfbH+APcMIpt862Tlu3dr3Ne3aR3XXHQ7Z08Qq1Qr5pK6O5S0aLjCFXgKpHujRm9KaNn24XvO1NdtIpx9p0GdPjJ2oAoc48ATOPW7Y22eKFy+zfd9xnf/7j9bZm01qrLFVHB8X97Xbw3IPsM5d+wmbvOdM7H+ScNuZ1BIFDAmHUS6nLxdvedLGNUF3SMZA09l3RFqUHfbMwMBBXXne5vtMf7ZLZKfLHiIxViBrvgOlgidfa2mad4gmzHxkZ7g9fvf7BlUHKAwOc9BiAijAgzmBIaYhD3WOI8/UIDDgGN2wFmDx5uk2fvpcGiJWqJxlwL7+otovhgV7KjD90lICOGxmkLFzpKBsaGrytt8hAID8caXDJCEiGANdkwDGLBJ72Ng5C1qBT+GjbyA9U98owcFlD8RQgMYl/8Agex3EwGMLoMCUQLml+JUUaOeJlB0fCuE4AdsUvcg1+eaepjtC/NqKBDD6EkDJiJFBMdazl5dUqy3Dxtk35SCcMk6RIHknBp/moS0w9dBZGYdp07j/qz+sJHkc+xK8QTvpI173iAUuo7OmkrPCYGWaubrxhuCldMuDSFdc4cozqvda/gUxfUCk9gQzKYhcu+o1m1YEMOMlpqqfod8Lw9uVVaOQ5qzs3tFV/8BzDeQBL3ajIQOUFEKXAwaxfjW8lYGsDdY9tQX8R9cmsXLfypa2pt+jbYWPGTrR95hxi1TV1tmzJfFvs8ilDTWUDmOHyWSsZYf39nSoH+Uku2JoyrEz4tvu3omm7GEYZRaT0K3XNgBzDfYQG4ujiznZoCIPVY2dXwMsRd3L0mQpTmUs0yPcZPT36y1+6376j/T8acD6kyPhEmxPlwtNjPcO6bRjfOtezhzmN6s9LsHskV542dEXCM0yyN9y308iYlZwNqx4+5lIqCYHwfQ5UohQ6DS2mWXMjpAKRXJPT/1zhh42g4bO/AeaIKFqaoMiUgfG5T0/MBIwZM9KmTJ5mWze3W/O2ZnViCvUI/CuxirIqGSQNLmAB+IdKQFC6e9v0nFnt8sdt7+q3xtGVNmV6LNWRJsiBORrBq/wYYygr/GlwrE9PmzbTdps0ydo62mzjpvWK7zXiZdlz9t520dvfa0cdeaxVqtEhDOAdLnq3NbXbU4+tss0b2332JujQf7+U2uTpI9XZ1nrenh+VpfxQcitXNNmyl+OTYF4ESqYbXHvHRin1zR4QaaIDIOuTTj/Ynn/+RVuzaoPKgUIhTlEZM/0fBhxn62y3CZPG2uvfdLKNVafPTGdDY13Rjaz3GY6GxqJrHNmQuQirb6j164IXF9n85xap0VbJkOpyo59lkj33nm7v/+hb3fD1zaxqwBhqdNjMZD39+AtSLNu8g4EHzJQx+1at0Rt0MsNGx8is5Ic/9R77wEfeaXvus7vni2ximKIUUHY0yIaGOp+BOuiw/e2gQ/azcePG2MsvLbbNW6S49DvsqANl7LxBBusYGyUZGzm6UYpjlD339Dx7+MHHZTwqP/GGjzG/9aI32ic//34bP2m84hFXblSj+FRl1/7hb3bd9f+wfg0E6AKGAniOQxnus++e9t4PX+T5jRIed8p/9JhRfj8a5/eNzk/4P3JUg4eR54svLLSH7ntCSqrLOxDa1Y7SPrvoogvti1/9tJ1/4ettytTdNApnz58PPULQJDvs2wPPHnvtbkcdd5jNnDXVVixdYcvWL7MyyYa3GYRMfN5tt4n2wY9eLANuqmgaLTfK6XL6MhrdT26M3ISJ42z2HjOF91Db94A9ra29w1av2uj7F9m7t4O9jrQ1KZ7W/g4786RT7evf/pK9++J3iI7pKmtjptS9RUGuOq8R4nGtBhdT7IijD7bpu0+11cvX2MtrFluFdEq3lN4es2bb29/9Ztt99vQCj5ynr8IRl3b6y5//XupP5c90CO0EJY/+YAAS4I3P6VcE/hSOH1zjGUfbYtSMTohv57LsRMcFYMQj++Tjip/2n+FI+FPbTsA9Mo389PrAhwFcyq/oUty8XiV/Zjp8mUzpmNkkf/Rx48ixrt+btm7SYGej4026matTBG7uc3mQlgEgbZJzCT0NWdJJkTd/GQ3BB/fwK+0dmWRrCLyivuFTDHShHV6jxyJ95Jnh0m08ho7GP/oU8DDThaxzz8y22gR4Mr4m2gkv3OZBnpTcl+XcQ3hTWn8eCK5HPV8Z+Vj8LiOSFckL5wBiXBT8XI4UR4gS3Y5ZeYHdOa3CcUd7ztjldYNOw6DzTl71xlu79GOpnlK5iuUDpCPVzpmlY+aeWWVmgUnb1tHqeTATxmQIsp+c15VkADlJ9ca994+QryxIq9pSvDT4yPKlvgbIsVyhDsNID/tBMiZEyACy7M8qi7/clw0ScRifY8dOkkFWLvnc6DLKRAPlxFG38AgeMkPFKgDDQvoHwn1/nK7IKBiBkKlIH1f3Fl9HiJ4RPmDPQ8QLSPdRj1F/wQAnwq8Yg1x3FA4BL6b32xQ1e4Av/iRP6jdkX1gkP5ESWaKsSBLtA0nhKcPryJTGeY/2Qp7ogUQk8sHoFKuXyoZw4tN4XfBApufEjKILiPjxHAKBIMRoDKDSXEkoToo3APDXjxHMpg1bxZA+4yDcMIoACgLhMsY0GojCB0PS/ij+s78mCkaFB043dDRK37i+yzZubM0MqlQm3DAZRc0y0NYYHwRHCeLPqAiaDzzwUN9XhQIGL/nQONgkv/8BB8joKPdGR358AxDBeuHZDbZmZbNxssBAnilf1fv4SfVOh1B6XpSFaNu399rm9a0eN9gU9cAz+6BYPohyERRCTVp4zYOPqBWK8LvwCbjSMaV6wVEOnskv4vh/j/ufoRjHZ63UWdfUNvj+lubWVt9Pxxchjjj6II0CeROVPEmDsAccrs55vwP30QhToynRw74XlGOZFA910a1Rbl9v7BP8n/e/1d75njdZZfXQs10J8p3vDBkqb33XG2QITJVBL8OHEHUazDQHBCXQ37cd3hEe11NPP9Y+9Ml3+9JyojfBVb++zr71rR9b8+YWK9NoMOQ5eD6UU63KsfTD9D40Zhh1GYx7V7xnX6Ufg6HxFjJIp/iZz3/MvnH5l+3QIw/yONEeMgAN2Q/KAePwzW8/16789XfthGOO8j1ijJaH+Ux01FFngT8JwJFcDvRIfB9ZCuYeNMc+84X32vEnHSVlP1xtd7RkotHKhlcon247+5Sz7Ls/vMxOPeNk0U9+QBFnKCoAxHFXWV2pAcbZdtkPv2THHHWEdYle9AMjdvZn5mFXvBsK2BZSyE/pvKb0mLWqIaEQQjJPKgy6Rra00ei06Bh4C5YZMAYyOOqGDrVGnZRvTldnhtz4MloG0D9YN3Kf/AdDKm+6FtLisjRsZ/BZvE7elI0jfiKu/kWyAZDCwZnwJkiPKQzns55D4BkMzJTHICsMXXSnt1PviBJO6JZcuC5HPmg1tFo9iy7ioI9p4/AzvlmL7khfguEFB/G2hK/hKJ3ryGh94A09D97gEz9Ip/Yhw/MpuAT5+9CXRE2zY55HCTO3GG+0BelY8GV5FeJAB0o/V74UJ/rEmOlihaS7Cx2vtq6oTmfm9A8iHIL3YWjh4tiQPp+FQv9XlJVL/jps27Ytvl8UfH0Ky382EZfSY8QFf6PPID/adbRtOa+j4J2D1xv3yUGern5iBPGCRvBRPuSQZ+o94XfIrvila7p3UB4FPznKRgpiwG1kgZnXnp5OyViv+Mdgidl8eE2SqItEI1BgI+Fc8vkJCrTlICYbkZREe1DAChElHohhIMSgrVjmPH7fv2nqQ5yWmDmUr/wJo4S0kXy6yMn3CzLbrPx96R7ZovPECOjujr0k0pKFwlEJYcghuFxDAeWJccgxI4UlQQEXVngIbDHtQBxxJtvyJasUb4dNnDhW6SlEhIbQs1zIlCwdGgEw1kPjnreThsWSDKx1xaA76VbbuK5Vo/l2GWhsbvda8TCARrhp81oJ/SblwSgBGuMtqRdefF7uuULxoIHR0aKFC+2ee+525UFFqmjKZ5i9vGCjPf/0ymwkpRGWfg4ZgnET6q22NjaRB3AlPevyvbZm1VblEWHwJ5LxtizngqGI5e+eQTu8nTJtnG1ravYN3S6zmX/wnoYKL3TFkFODZyqdxolhC0Q1FOsl6j7Scg2XIOIAzLYOk8JgqYfpfvLrFp27TRlvZ55zXBariF8IHXdtXbUdedzBNnrcaDVsTtmOt7Ha2luspaXJBxEs8bC8+8YLznLeBIQsDQWuJF2BRPhN199tLzy3wKqYVSVvKZgipHvKFfxA/R502AH26S9/yEaPGVngQYIbrrvVvnfZL62zdbtVSlGkfZuDXVFpqE7FH5Y+EnjDBK+uxMjDwLZQhOIma4y5PrvgbW+wD3384vhmsAMKIvFH4Gj4l/PLwYGH7G+f+9Inbc9Ze1hHf6f7oXjzFKW+WdTqP/6DaNMjMs8v8XvSlN3s9eedZhMnjVEbG2bVdfVqG+V27BHH2Fe+/nnbe86eWdzAOhBnkWeu0XJwxFGH2tvedoG/KUqr99FugVeBL7WXVwP+iTHlV6Q/L9uDoNBRFWGwzgJCrzEAjk344GSP2XbpU16uQRcwG8eyFvvjuM+3tWjnmWxkfgAx0n0eiJ93gMeT4xn86FufDZcOk6fH4eLR/CkgjwMo3qWw4j3g+ehWIf6coEDzIHzIAp9CQjdgZKTcB6YOyFB4lLjlf7jodxisshdSxogM+p6++KazGx/6MWNEJ46sxFvSSoMB5wZI9D1efv8nOr1+wT8UNfglf+omDB5mOP2sylL1h8IfRiXGCR160OjFF1p4FEYNPCEMXVDMi9mgOLFhuAbALOkh4aLUceT4KHqhOfE43UMPUXz1ANpU552d7b6ywSwwn09ML4aEK86+MWAlTXJFvNw7k7J+IgfeznBBV55Gyq0kKan7wytm4ZH/iBPxfeY7IsmRRPRkeUcZo3wJlCK7SflxRSbUzmSrMDNMeUYM42191Q281g+8gSbScZ/wOhbHtTPk41BmT+d1Hfn6thD0coqzCwgsAyFhhk6oFHfUNYGPfMM5bZkSDrqzAELUj9FbudGnR9kqTCMz44ThwobtEYV9NMkAA0kYcmoSbohhzEnIvFGEc2xewIxxrhhDyHAQMdiI0587AMawXNrcxb6CPqus4g1JSCaSMAkdOBhJ+Ee7aTDkC0O9gYJfI2Hfl5Tl7/gjn56eflu5rNm2bGJamfjgQ5ijfMR/5sll9uwTMr6kfFmWY9Rw8y3X+cZnZI54IEVQmlu22EMP32erVq+ysgpeZzab9+w6e/jepdaqTp4ROX7BeG7hYZ9Nnznayvxj/PiCz29cgLdt7bSmLZ2FfLKkEkg26nb5qDNmCAmnwTDS6bVZe0z2tw63bWOTMemC37g0E5rqAAfvmClYtWK9rVmz0VYuX2tLl6ywl19eZhs3bFEcco06ChpLbMvmbb7PacnLy/26TIb20sVrbfPGTdbe2qy64u2YHVZTU6POencbP3EcSDxtdIQ0OD05TrPjTjjc9tx7trU2M+PIixjd1t7Op7k0mlSnwwzlfnP3srqGag8PQBp22GMPPWXvfcf/2tvf8EH7ymcut5v/focMv7ZCnEcfetp++8u/+PKp10NkrHIFrwsAXfpjhmzGjCn23Su/ZjNnTXMekRM/4J+33Wuf/8S3bMPaDX5ciifKygFQpuQSj3Esw/eqXTnPgax9MDBYs2adLZz/sr00f7G9vHBZxttltuilJbZwwVK/Ll+6wjZt2KQSQ/cwp+19H3mX1TbUw84MinSsXrna/vyn6+wvf7rBHnngCevpjg4hRU5kHHvC0Xb+BW+wyrIqdYTgRpby5aEzUhkU9MJz8+26a2+yv/zxBvvHjf/UwGWpj+wjW8rrSRwOOHhv2/+gvdRx9PpMQMPI0TI232cHHrpfFgMaElfNZ6pu/8ddTu+jDz/lyj5fHuCh+x61a//4Vyv1Eb7AdU3KFJ9wzz31gl13jej8043216tvGuiukZ/c3//2D7vt1rvEyeFKQglJiy7QFcPwP0C+frkH0j2GReqAnSLpJfQHb1zzAg7GFPqP9sE+NWZdfKmU8nj8wAfk74eCgjzlIGhgRoa9k8O802SGGX8GmYzV0DFRzoHpEz7i5l3y96UdkmZkDY6XXIL0XHwBrkS8YDk4eBVxM/y65dG9nC78iBd58xztNtL46oI6PffXM283hhHX5XWACLEhnDcU+Qxisa/SL5O9LPtwPljXNYMiff7k/6EzdGp8BjGOf2DQQ1fKEhrpUl0ykw/tKT9w5PEVHQNrZtR7WV0R7eDxbSEy6HrVB3m+isk10RS0RL+antlv7t/r1eCZF03YB4c/1Pjbv10Yb6p/pXGnsGTMpX4hro6yAFEHcJmHneVmMCQa00twzO6lcqT+Ez76ihH3/iOiXEbbYB0daYp0xD13GFS6L2EmjrKzOsVBvxWqByZVVEcKJ5eUDvKKdTsQCA/cGXi+ulKHpCvg0X+5ePM0F39IyOVVkGdwxD8monrF12glMEgDFD17Hn6f4mZ4nBbJnXD50q2MuJKpjQfuSEziGoYaB7P2yprvsB19A4kkPEGaIoTxKKfk2HzNCJQwNpincJ65elqvLO7AEcYNzx3b++zDH3uXOpeRdsvfHwj1qn+QHCMms9r6KTaycYbTSaOi8VB5MHp7b4c1d653f2cKTBRiOkEKf9jRE+ygw3aTcpGPRk5e0SrTlrVmyxYqj/7hNmuvsXbIkVPsqecftt/+/ufWtb3dZ90if3CqAdDg+kvt3Ne/yc597YX2xAPLbd4La2SEMK0vRvOqZmK8gM5p6vRRtt/Bk43vsvb1EhbCAUtpZA/c/bLNe35dxuPgLXXCvoat21bapi3z3YCDhlAg/ba9a7td/NHzZYC9bP++6yHlEwcoEs6+NwyY6CzYAEqjxdAaZvX19cZerKqqSlf2vBm0afNGO/HUI+ziD14gGouby4Hf/PRau+X6f3rcEhnajEI5YqC5qUVG8VZvtNu3U8aJ9rmvfNAOOZxOO8lO8CHqKMpN2S7/5s/tNz+52s+MYy8Whg2Auq2pq7V3Xvwmu+jiczPZUSol7VBn+P1v/8K+/62f+yilppYNszW2x94z7IJ3nGtzD9nPfnz57+zmv93ur4zTiXW0tdkb33K2feXbn7KRo0Z6HgAvMXzr0h/ZdX++2b77gy/Yaa85OQtBicBnc2PwMx/9quploZWXMVKGf5QhFB+Qrnmgc2aG8uTTj7df/vF7PiAgFim3bN5q3/vGlXarjInK8iqrra23SvFgu9ob+z7ppPybd2oqGzdtsiYZzz3bd9iXv/FJ++in3+vtKw/bZSRc+YNfyXi5XnXRJFkt80HY3AP3tU987gMyrOZERCcgqFj88lJ794WX2INPPGJVViajey+75vrfykicQYGc2XQKP/rer+wXP7rKvdhHNnrsRNtjr5n27veeZ3vtOwspddTgpGw//9Gf7Kc/+JOX/9iTD7QvfO0jvm8ueBpqkHj33f2A437h+QWq924rryqzgw4+0D76qffbwYfM9bz/+Nu/2vcu+7EtX7HcRpSW+TLqMUceYz/4+WW2z76zhSXKAnznqz+23/7iGp/1ov1EnaTOIPJm4zMDoeYmGfviQwyGYmWBRbvCMT2S03ydhn7kWqzrpDPTi0Lce5DiMBAlvKc7Zj2QX9okL3exV5RnjDsMWF50SZvI3aDzuLF3jLaGnoQXXIeCaE9BF/fse2QvL2nCIDabPGWazZw5R3jLbdnSear7+eI5R1agJyI9Rppf4Z3uWQ2pEK3llZzlxWA6OmMGV7HNRrjV/vJLcNCYHP6AL6HpSgeL/nFTSvi5Z2nXGZaHrGMkDnhTpxVvC5NlqpuQI+LGG4iAfDSYjxWjmHBIeEgXBqVwo5/1c/RQ5zhFf2bEF/JO4DTwMgVvGdeqLbIcCX/BR5qQavJkOS/2d+ENhfinMobuBvBj5YvjOqgnopAeP+qeVQ3XtVnaIo4AnonHFVKra6qVkzldsJ4+CDmiXlpbOAZJnopIuZwf1FF2n4B78DGTlw6n9/oUDl72872GRM/4FBMnA2kDB+n4xjgvsfDMZEEc9M5Lg3FOZcoLORg1arwG8wf5/uPlS1+y5cv4jGW3ZDImfNTKPC4TRn6MjEweX03yPh48okO0sLrGiw3QyIoVb8Vr5Od0Yci7YT+Cczk5Jir25NFOoCXRkyD8SIvTfaZLoEIR5aU+SbKKDSEOKVz4MlMMIH3E45rDLZlgZphBgOcRvl53/O9jRk75Et9Z7f47A/68jTpsdO3kS+ngOfDP31ZU4djLRSPwI0EyZYIwuIIRQwvPErbkD440dZ+PE6M+8KkxZQ2KCnaXPbufj4SUTgq1Th3y7upIWrd12uZN20SDejIopqE5K3utunqsBI3lkOAREYgCDt4q6u3HOMO3KGR9PbwV1u3Hiowaxdtjyn9Yv21eW2qrXi617k6WQfqsaVOHvbRwpT3w2A3W3LrVFb8besIRAK3x1hrGy/qVpbZuVY8MXt5EU5jKEq/9RhXQoOrqym2/A6dYXT17+7IGi3BRfvFh4/pme+S+5RRRflGtLpiC3v5ua21bKyXY6kKtBMELOZbVTjn7CHWE823J4hWqg9jQCQRfQ6HBXxoLQhv7dYZb01ZmJLeKx022dcs2W7l8tU2aPNaOPuEQr8s83PmPe+3uOx7wGbotW5ps40aVe90GdULdbuwlo3+ffWfI6Drf8xUF7jCU4CvykADaML7mvbDYli5doQ6DozeQL5VPQt4rhX/gQXv77E3ISaTjftyE0So+ddlhLc0t1tLaZsuWrLAnH3/R/iUaeROVcmLo0EnTSPfaZ5adcMrR2RE5ASjieS/Mt1PPPNFef96ZEOVNMeOezZ+3yD7/ya/bc0/NE33CQwfgVaNKcqUedFGWPM9x5M+xK7P32N1ec+6pzm8Pl2ttafMZrX89cq81b2y1tuZO25bxf/naFbZ201pbv3GDeL3VtnewF7PE6mXQfu7Sj9qE3ZjZdCEBnW97uOK7P5ehc6UtXbvK+jr7raO92zZv22IvvDTPNq7eZPvLkPNlYaVLMsWG/nkvvmRPPfaMMImn48bYuW96nfsrksehY7lHhtYdt/0rlsj7SnyZf+mild43HXfS4RLVKG8m6vbc0wvs0QefdVl427veYAcfur+HB+PEL/1//KGn7BOXfNHufeQha1fd8Wby5m2bbf78hbZo3mJrqK+zP1/9d/vOt66w9RvWW3lJpbcRvtM6bcoUO/3sk23MOIzChLdENN5n92oA09ze7J0f5/3x8hHX9uy5tb1dbbzTOyhG8CjSOJwVDHSE0S4TpDpN+RSfi2HoHhRxtDP0njoZySYyHwZDpKXt8c1jAN1I+6KzdlD6aJfStXLg9g5FQeCkEx4MxBlMD2lc7pB9pyV0Fi8K1TdwOPlw29a0yb/1DD3okYQj4UuOtPQHHA0lJe5+zjd0jtoNfl74HHiHlHfQ4p0/M1cYBOitWNmJpeadyyGfzGXAbSEb6Ah9hp8b2r6wngMJInKuQKeBWa7Ei9Qn+VvH6tADSdBAKlESOetfoitoi7rA2I+vm3B0jYxYcCs8jafgvXf6dNjIeoG/uOJ9XAWir08OmtDJ3l8KB/LLNaJE4QfwVY4ygYd7jDZfMhVfwUEY/rzUELhkeAmf05c575czvAFcwZsZhvRhhMl5CPQU4qYyFSGVyWlC1kUL/MIuAGKmNJZ1wZtoxxjjJYZRo8dLPss0gN3ix2FhnKVlcz9/TxC0kg/1rnvPM0dHFo6uLeD3+lBtCBfn7qmAHifxj4mmoSDyiqtnwzP1qgdoItRnwDISoMflLgcRF5d5CIJE6Eq4ItxpFS/AwR04FRKJdgGEllLpdK5ce8R4kqv5O9Ngvo/oOEG7nG8PciQFx4RUuHXNM3EYReSNN0eeEVcIB5ccSgsXX3yIK2+fDVfD4OwaNrs+8ejTVlrWZ5NnTFTFY3EL6DEkVODk/KCe7ng1nYYRAFOicVeMqHPlDLNgCiMG7rH3tm7usmef2GibdeVA4M1rMN52qNNjhMBoGd20w9auXW+bNq2TMErR6Bnh99GfW9l61kiAWbnmliaNapdLEFDMIRxKJFIlLKKHxsOblHvtP8EaR1fpWY3EaUPQiV1q27t6beH8zcbboSEEXmK/+v6I7lbr7GrydOFNuPIRrumzJlt7W7uMsW0RJkjCF8B9CEwCptVbW7ep42z2peCW1s3q3Lb5UgSbzIcSm1LxqrwqzpTjRPUK1R17Fbd3d6rBbbZNMjiGjyixk049SkoEOov5PfXY8/aPG+7OnsCO22Fz9tvDDjz4AKtVA+7u6rDmpm0y2tnL1+Kvny9ZLIOWfZAOcYXne+0z2y697H/tb7f92q7/5+/sa9/9lJ392tOMSc8Xn3vRNm3YYBxAzMwbZylhwMV+v4ElQ2bPe8vr5M5x2QKi0ZTIIFxpX/385fbI/U+KVBo65Qm6/ao/Vw6DAPlMbYDDRvvVtgqQsYQGW11XaaNGjPavfjATWldXLYO22hqrGmxU+Uhr4BBb0YdJub2n0w4+fF8bN3F0IKAtZMgWL1pmP/vRH1R/XdZYMcpnTXz2RMqQE4Nuv/MeXz4EwnjLiBDst9/eNn7kOOVAOUJJ5oGy0GGFwaOU0hH+RRNlz2DFwS23UD6AtxPFY7Zu0m4THUdA1k7Fs598/1f24ryFVqVfpTquCrmaYdUmrWJPPPy0feyDn7FfXPkba5VxXllSpTz4y/gOikwWoizh98Y3n2W/+uP37bd/vNJ+c/WP5a60317904K75m+/sa9/+7M+8vV9oJRabZiZBZbfeno73aiIZTj0RZFPhSIIKE8qU+qgic9sCXtxWCpldo0ZK8ocskAcZphZ1eCw7JhdobONJdU4uBUdzGwFR4C4U1zwJXqKvAzI08h96riRdzr01IGjH8BBesKTS+kG+wHQ0tHepgFSkzXjtm111yV8wCvRQlgKJ186SQZLlA3exCwR/CniyKfZCdwoo15iBcFng7IlpKGB+HSG9B3MgrLZPQwcz5N24Pllcg3p2WySh6t9+cBEDm2YNCK6m3D0BnXHSgRvy0f/GfQR7qfkZ2nimu51l5XRDQg5eEMdu1xIV1FfQWdA0iX5OgJH8kemvO9WnYOD71Jv27bNr+ksVq8DxXGn+2S8wScmGdJSKbiJQ/34+W/S7ej3PpYnVbZ8HQ8FhIecRb/H/jsGmMgi238w3siHWTFvw2kmL2vPRfzBowI9fR3h+jszJ16L76F/szQuI9QF8sXb0hpwyJ7AWKdumTShf+NtXM4lhM/MgENvyjfJ4EDnQRmEXPXtYPZVekMDShwzwL4SmGMPaQsgOcKl7sL5BB7JZ6/S4vo40gk7hWodoq/aCZQZRm4phWCp1L/r19WpRtbpU5woI58qVgX0bldGGlH6ng6vDDEicwhIcjA7FRwBwyHoyWgruGy0MWwERmKFb+xlaQHjgBkSPj/FlwGqajD41FDENnfC6+vDakitHRv8GhCciWVLjWhKq9Tx1DjzC+v4VDBhMjKWL91mTz+2zpa81GVrlw2XUpJppMZI9bhSFhMbasbY2MY5VlHeIKXPyxESCH/LNdbXWeIqH15nY0fuZ6Map6p+UBYILzjUSTDVqxrDmNljzgSbNJlN50FDojr4ZDJ+2u2lF9ZkaQmNxgnA0+6uZgklLyiEYnDhF3Rv77eDj5gjQ2eJH0YLbx3/Ti4TmkxYETY2FCPsLtS8INGrjkI0w7MhQThQYLEEG/g0PvKGzYicBjp58gRfMgzIpFXw7FMv2G9+/id7WcYGkAwfDN7jTj7UZu89W3VPfZXGKE0dKYcRP/zgk7ZxY5PHpdyOM6rTl02nTNvNDj38QHv3+y60H/3qG3bjXb+3r3znszZjz5nZVxZCJkkS6QcCMwIchwHfHBSRWKS5+/b77Lab75YsIcfylGMU6uqc6XOPLMdFTEsOSHz2qoT5GRCM/8jRDfat73/Znn75Xrv/6Vvstvuutpv//Ue754nr7fH5d9oTC++2Jxf82z708f9x+d8uFOPGjfdOPhCBU52H6HzgnoesrblVxl6l+MmyGwovBh0jJLM9UjRPPPKcLVu2MtLm6Bk/fozV19V7TcVG7xRWrDtmV+F1VTlvUA53BcM+t9e/8ZQsRpSZumvv6LJ1a7c4H2rr+GZpNnL2/wErVqyxhS+tlOFW5Qd3jtCVJd/SYbyJV2EjNPDZtHGbdbZvl2HHcRHgp92TGvkvto1cUWy/uXvYuRecZW9662vt/Le8Zif3mnNPt1NOP0EyTkWqTgOt6lRI9Ey9pA4lX5eDrwHQQJp4AqJdFdtb4Aj/fNrUYbeps+aKjqyWAccyOgPjGGhAlzrazAGBb6CcDb5PccHp6SUfSRYhKmiR/JIu1Zt0ZsKDyxXJ5Ss5DAV3DKjBJ0hp8pB/Tvdc0R3Oa88B/2I95mEonAlcv3OGp7q+MJYi/s4Q+aBncGlZE/qjz2I5MGY8WXmiD2J5lLdY/Uw3yQM6PuQCfLR69lfHAd18xWbkyLF++Dv3w0bQLmO2aCBAW+IBfI8JDlyi22e7dE11neSFe648JweQljQAs1rUTeglkaur6zzqSVcAf+IAeVyJN3ncQRN5hzGawgoylAHxBjvCB9wrHsumUY6gw8OoG/0pJj7+jEGZ8oitT8TJ5DTDF4kyx70geJrFA5/+OMHCv+ohI5RZX15qidnWxGPkF55RxmLbSnWSr5vI15H6xWlx2kQjW76kJ5FF9GWWJMjLQZQpXAKnlwSKHDjC8QyatHfvPwFkldJZUiAI5/R+vp/IlZkOMqWQSSB4QzXu1Qi2azQlYw4llEYQaRSR/PKGHo0HI88bEVYySwzMUGQVjFCSJ7KJEffcU/OtrrHcJk2d6HtJvJAUzBsJp5xvsu6e+HySM1bXWB9HyNUwy+p9OVbeAjUSdbo0yqjwHbZw/iaN9tdbc5OsdXV0ANOsHl//+GzRtHHH2n4z32ZzZpxne0w+x2btdrbtMeUsmz35TNt72rm2/+5vs2ljj5IhVy/cdArZzJrT0m9lFcNtn7mTbeasUSpXjALMD/2LctAhtrd125MPL/IN58weRvkA4mCktVl752bhlj94k7C4Iuu3PfaaZlu38hmrJvmnvId2jhWF5oIbz6TxJQnRHw2JkKAhpQkABwa6RNbrLPIinVD6G3ZHH3ew8eWBgFAy61ZvsKcee07uWRkbj7pfqkPgkMP3sanTJ8mIr7XGxgYpSIyjoG/Dhi320yt+53s4Ir7S0UI8KXkHfSw/1DfW2czZ0+ziD77Nrvrrlfa688/08qC8KG/QGvEHQzEs8mV5/9Aj59oBc/eRQRmGeLisbtR4IYI6hxbSJ5cA/uAGA6nYpDxqzCibMnWS7TZlgk3cbbwM/PE2ecpEmyy/cLvZ6HFjslL22uRpk/xojYCgg5mkLTJwyypkAKnjp21CZ5RDdaT/DH+2btrqX2VwEO8TlT5j7M9SdCwNFWQvrswwnP360+03V//U/nDdz+ynv/+u/fiXX7XLr/y86m1/jyM1rfTkV+IvYixasFjy0SuDc7RxbiCQ5wKfJ2MQwKw7s/t8Mq2musHlp7Kqzipk1FVX8fmsBvFJylc6AeOOz3+JygGy40o7A3HV/78SoBdQjdDsTFBbdTnGF+9Ch80/PMgrOSD5BQxZv+4X/kkGkIsBHYNkEt3JsjQzAeTHILa2ttYHsvGmI7qgiAcYLF+DYXA8nt1Pf14i8a6QbIj0wFB5QHue/gJeAfHz+eUhHwcgf255jrBiXe4E9E60N29zA/EABdy+0zuL53EBwpIDlM71BrpA/Y76PIw49uDRZuA1BzLDe748kc6Zc0efITdC/uz5rauvt6oadNUoGzNmnI0dO8FGjRyjgQ4H56K7oCG54FPS69xTAt9KlDmenb/Ek/M4GX+44jw8k4dUD+g0//qI6/Iw0lL85DxOpqvTFef8cLczeLBoj9nJiB9pCCveD4Yh4zgd8R1ZP5GBKvBf9LPoT/po31tO3Ez/JkjlIKZP3OjqGDL8+bImiBBmHLFT4iiw+FrK0CsMrwqIRr/uskYdpnRci/WdeJbARS7jR94VQLjgQXKRR/jn8QwJHke5cvZWjUZ/dY0jB7lRVlsvRSrFgnFFZ9irDjw2+iZjKssGJkpA3LiTSzNyyXArdqBZgRJxGaFJ0MDrmy1VAbxFN3JUtTrl3bwTdSa5rOqfRmL9/T3W3LpW+VKB8lJFeRyYIY8yKf+KskY9UXESbo2u0f3kT1w6402bNtmKNYutrbNFAZkQiCRIKJGhheBVDK+zuko10tqZNrpuuo2snaH72dZYPdUqR2j0VcpmfwRMlHk5woisa6iyuYdNsd33HOPLkgoSTioJGmlM0ejmP7fOVi1vViD+lCXjTQZdnVt9Bo4NxwhOdGCmDqDXDjx0L9u8eaOtXr7OjYJIn5VDQINIAl508ucf4f7gEYPvmX+CvLBxr9QuB0lpAJS5e3uPHwlyzrmnZr5FeP75BXbfvY9LDvrtSRly27bGlzI8XwFK8+BD97HGUY1Wpc6bD+PT4JgN6ZP83HDd7fbZj33HFs1fqsEBn0yJdIqQOZcIpw1gxnPm7lPsa5d9UgblodbR1ZHF2jXErKeceAse5HP/A+fYp7/4YRslungRx6VWNPnmWRGRcCZeDgbiFDaj5usU/hVSJ8jyHwRxcCl85wsHvCo/MA5YmJUjDudB8Y3DGMTo53RxECd0hMGZoHAnWXQZL+HzT3HSfALS06HM3H2qnXLGMXbaOSfa6Wcfb0cff6iNUV3HTBF4UT6x2fm+fz5q819caL3beZt6sy+fOC7/HyBVYu0drd7mOjrbfPYfY4aP9w9XR8fLF+WSicrqKn+5BZmoqmJmXu1ZbY0ZEJEV4PVG7Rfl8ZXAPy9XiIuypSOhg446SvI+4NyrAuzsl+Kna0AYO8BQslHIQ/xCN2LA+ZuDMiZYgeDlIr6jCh+YIUq4SJcckMdNnOSfrglI7S/E6Eoa6ikP3illkOo8jw8I3Yy+jzCA50TDUDQFRN0UcUF/4N457s6Q0kUHF4YUT+5HWMFg2xmKeQKJd9wGTQxGmbxg9YFz01hZQrfBdz7jh2N2bsSIShlnNdZQP9JGjhztXwtABhk00ndycPXIkaPcsWcwn2/oalyx7oaqT/LVTbgsLAH3aZYt1Qv1QV/r12yAin++PtJzcoDPPLkuGIr3+MGbfBh0RBnA958hlTegIDe6D5pSOPfUZWbQ65lcY/AZcROksrjLkZb80j1AXv1uNfmTr0TQxrBf/E1sDeCKhinXgXjyMNhfT3HjhOpJsodcpvLkwUnAKT2xdgUpXmACZ/H+1UJpPcZaQ6NPBZeXcUYRG1cltBpxsDeDT2IgpMzMQTiVwtEIfWr4LhcUVILF5tv0UgN7BJILYY8XHXhmH1zaQ8CsAZ0cn6Hp6uYD6t2+dMayHuv4C154yUaPqVbn3iCBRYEE0TRcGNjZucm298bnXVwQ+mEm3ZcEQc+VI/gQM8dQ6FncCUHORt+A8m/taLHlq5bahi1brFt0EJcZV0ZSjtOFnshZebO0TDHHNDONC8O1x3nB/rDpMxrtiGOn2+Rpozy+WCbIEqKIJMjM+q1avtWee5LviCZhwUUmCBt731ra10VnKd7jz48RS58692NPOsTWrlnrx00Uv76QmFSEZHDnXQJ/1jWlIvnOGASKxAqGErigYTAA8IBjUQ47cq7NmDnV/ZzfBdhhx5xwsJ37lrNs/KSxMji3hjdIMjj2pENt5NhayUCPZI4vHjD7wnIwhmqP3X3HvXbRBR+zL37yO/b3a2+15UtW+pucfBIMyFSC0+aECviKwrEnHm6NwsXMZ77MAwFaU0MET9Q7cNqZJ9p7Pvg26xmmuvY9TWF4h7wN5GfeARFPfBJ/Up14PZA2o7EIhKc4uTDdUy5Ji61evd739bm3/5ckjSi1PefsrvbSpwETspi1EccRXNmu35jxI/37sUAef6/aFEZbdUWtt8VCGAaqEAVFgyGoj7jRJpqbW+2a391gV191nbU2N1lLW7MteGmBbd602VNgNCXc02dM04Cxynp2dHvddtPuu9pVl7xswAsNLdbe0mRd7a2uFygQ5yvyjdpytS30UDp6A0jGcXNTs61etc5Wr1zrblVyK9YUHO3EqXcmUZ+qGwk1b5NhxBdZQ1jhYZeQysS12CGBJ+Of3MA4xTp2hy7VQJeVi9bWVr+WSC9W19b53jj0Kbp1QBq5PPCMTgZSfimOhyFzCieMOi7GkV8uTR4SPiCPa3A80uLykOKEf7SrYrrIF4hw/AfiTLArvAnyhmcBckvgO8XXc/Lz/qFE/YDio79jeRV5pA9qV3vq8f6MJW2MafRRrfpIBhbUM/h9Bs2N0Zi9ZrBRg3HH4DMrtzKIuLmy5J+hZ3C4PKNesvsBzwLSYLT1ZgYcafNlwy8Zdcgxck35Qqb/eyjiTmUKSPkFFMOK/tHPeXrKCL+yEIBohKXy+xI7cTMHJL4UZlmFIe1NLLhB+eKDSMXSJnyKPYBhhzATV2ynA/guGPwMhBf/IszjZPF2jh/9A0BY0k2UnO4O5/cZrgSDywuk+Lt2wqRrKR/B5RNGabSXDhFk2pcNgOUy6Opq6n2WDuPLrWgSogww3GTdhoUbr0QPdv7Sg9IRB7wIV3K9EkIYjItZO/nJwfDKyjK7/q+3WuPoapu910zr7aZCKKAyhwWivg9Dr3mV4mfr/Rg6CodBzig9s5Q6YnhNJgQIh65KS3qxWPHjlf6161bZilVLbEvTJuvs4rMjKDgMKZU1jHWlURU57RIKhff2qHHoypllNfXlNkkG2xHHzrIDD5vhH+Lmk1GuKLPKDOVFp8lbpy32wL9fluLm8ydgTw0M2kp9tqW1baNt75KB6iNPao046pS7+32Wqaev015euEQdHcsAMfKPuotrcqTJZETPRcH1+haPwql+snT65+GDgWlwpqIdLx7eQPv9lP+zCkdwAFmjkjvltOPsl7//nv3sd9+yz136IaebAMJUGx5vt8kT5D9B5ZCBsoO3kGXENTQ4n3gbtXH0SOfHLdffaZ+65Mt2xnFvtndf+FH7zteu9DPaNm7grTrxRkQF3oB995tjEyaOt14ZUZTVI+wEpdbW3GZLXl6RPRMLylSvZcPs/Le/zk45+Xjr7MV4iiUSP0zWZS14nSDxNTVIB4Wnp8Ravgbw2MNP2Q1/vc3+ccM/7aa/3W5///Mt9tdrbrLrrr3FrrvmZrvlhjvthWfmS2532HDlu2jBIutojw3kAchVqR113BF2wIH7yExjky+DiZAfaqizr8Pqy2rt1NOP9xcKKBXGVOLQokVLZHy1+dYFjMM4FkGgsuX5OBCi7qOsGJZr7VMf+ap97pPf9M90NW/jIOZOf3uUI1EAzxdtI2A/3QVvfYNVSpl29jEbq7a0o9f6dnRa+/Y4T/CAuXvb3vvM8g3zzU1brb2NrRldzjc+0+YEOCT5LrWfXPF7O/HQN9ixB77G3TEHnGNH73+WHbnfmXb4nNPtsH1Otbee+z5fluWIBNKgBL2u0Am+8TzaRuCEXngVbTie8xA4dgXgTZ1E4Cv6JeDeO1zpQTb4Y8TxwgH+ldXV4lWd9CCzQLwwVMxrMB7w55+B4nM+73hO6cl7cDogjy/lmy8HkC/TUIA/Wy24JlcE7ofiaaJziDSSn+iUB6WhLSbHY0b7YHrzEKfZZ3i4Km0YcvRF3RpIdlhHR7vXCW2pvKpa/WD0fYE3jBNPjh8zxzLi/AUijG5lm/If7BJAI31iKmPR6Cre53kQujpeeqDfTGF5R5poZ3FN/snvlQHakowRN1z0F0FDAnDmr3mIMhblh/6Se5cjhXGPI5rHJRpxM/9IBZ+L8l6sX49ccOhorz+BuOvejoFbv48JFl5gYTaOwSqGeSxpQ2dAohXI34OIR4+bopOf36sMCiz1+Mnl0yf6k5zk6l/6BuMzD172LK0HZfH/kytl43CcsRMZ5QugKC6cvM3BRtsajTJ8n4CMMn8bMTPO0jXNtIEYSEZafkk13eNPuHc46qB465U69oKoXjjThVm4NWvX2BQZRtX1FUqjjpglUfZ/eSF3qOPZbG1t65WnZ+l5R9WqHKq8stIKqykfY+XD+TQSYZ6wUN54osPbYRw1sHrdClu64mVbt3GtNTU3yY+3wXqMw4OhmTdna0VLbX2Vv1U6fkqD7bHvBBluu9uhh0+zkWOrRBtLqcWKjEYQU+DDh5fapo0tds8dL9nWjR0uTIxQAqBCwqUfS6etrXyVIguSn888Ci/L2MeecpDPKDz/3MIwrMWztLQJD50P+Ok+zRaGg7aiSxwgPps+vQF4h6XGx63fqT4IzxoAswS+XxHFpbz3nbuPHXX8IVlMUoSjNH6UB19sUP36N+u8IUctRLzI6/XnnylDsFadPvv9OGKkwSqqa23GzGn21W9+zD74sXfZ7L1n2XDlx964h+573H7y/d/a+Wf9j33sfV+wdWs3CItLbIZbnFefXDJcT8KXZHIwdLZ32g8u+7m964IP2cq00Z/4GRbyv/gDb7OJ4ydYlxSB71OhjkR6mtFILkHc4ziqIpW1CBxe/PtfXmsfee8X7dMf/oZ9/H1fsg++89P2/rd/Uu4T9v53fNIuOu8SDWBuk1G2w0aUVNiC5xfbutV8jzcwp+WjkTKeL/veF+zA/fd3brb1t1m7DLf2/nbxsEa0v8Pe9d63etwoE+lKZGRtt/kvLLYtW7a54YyScwQClx+/Md87x2G+C19akgVTX1FnADNfC+cvsvXb1qrDkxHZ26Uc+q11e4vNn7fQ23gMQAro7X8+eJGdevaJViud0trXbi19Mlx6O/z4kNedd6b95bbf2i/+9EN7g2SiqmaEtXW1Crc6Vg1YeLkqyXkRo8otw4cjcdgL2rS1RXLUGq6lzZrbdOWNyk7eZlMdWhyjs0Oy6HXnOiVfh4lP4UJXpLAEMTArxgvIy8FQQHgyirjyHG2035eSO0Vnh+jluUKGQzVGXFUYBmkQDOSvpAfSNQ8ejz93+bTZfeEuuOkuh2conAD+u8rP/eW8rRTyJP7Aeks48q4ANLCs4x7ScEtAO0iOxwzHTvhykGZvBgD0qU7dKNCAgg/tMxDhzDvPGkNNF/4jD1GWkAGe0eNl9H+8dJf6lgHlL+aX/KEv+SeZSH5OP89y6Ez2wNGWos8sGneJDgyVuKbyx3O4BOl5KJd4FaXc2aV4RfoT7fmwAMKgIehxQwf+ueGbZDilyejVfcRPeBM9ecA/5em5uJhkD+KT+0RKkRw2Av0c9cnbov3qt6LtF2kvQuLdQEjynD068CB/4eh3PMnpv55T+XZlOIc9kO4j/gBHMuUZ9Tu0S3iHTZu476Up4VBQ8BdzEDIaJUsaSaEkwUvCxX61OOiw+NICjrCi0RDMyueZaPA85AgaplHNqqWr7dRzjrau9j5bs2pjNhsGUyUILH9IUHkDsqqiXsYRBweCExccpzFhaAwfViYayF8dlWcbeQcJiuvKItJgILV3dNq2FnUITVt032pbmzYzIWsHHLy77b3fJJs8vcF233OsTZsxxkaPqZWyZepcOJR/lI0yUiauKouEBvwb1m2zf92uDm/1NqctZg2ByBtDqbuH/BaLf+1K4ypDoRzuYtahjoy3APfZf6o98vCTtnrZWn+r1w+hTKgyYAaLtPCT+6h46IkrIA5KsMOQ3t7VY3P239P3jrHJHNoTykceeMqee3ah00G9c5wEo6uqmhp7z/ve4h+ajzLgoJSUgwgqQITxS3HGjR1rjz38rC1Zskx5U7cjbPzE8XbJx99uZ7zmJNv/wD3t2OMP9z0qLB/X1FRbpQYOVZXVNo2Pnx9zYJxhVmgwJbZk6Uq7958P2ZbNm23ugXPs+JOP0gAkHVCM7Jjdc9eD9vWvfN/3Eba2dNopZxzrypL0SUZ332OGOn6z+x58KMQEJYTsUdYiKz1uco5cMHOP6fa6N57u9S9sXlpm0u751yP+BYYRyotvkPbIoPJ9iBkkGYpO0Kynb7vvUztahrIfHBut3DFOmDTeDjniIF9yHNY/3EY1jrS999rD3n/J/9glH3uPVdfyTdqIv8PlSeX+14P2x99dZ02bt4ifPTZmzCj/9igf0g/Fw3E9ffaj7/7M3nHhe+2mv9xqhx52oE2eNtnDvHy6jB031urrqu2ef95n7V3tvhfT0/eXWGtTmx11zKE2emwcf0K+AIcan3H2qV6HvR09NmniBP+01wc++h775Oc+Yg0NdcbH/THyGhrrbcWS1dYqY4yDfKdNnmynnnWC8h1dqB/KtXTpKp9F5EUQPoY/dcZuNn3GFHczZkyzmXIzpk+1iRPHKV6Pj1HYxhCH+eKoP9oI+JIbDMmPa+i9BEFH8QoMdc81uTykZ9eRma6EPt9u4roDliOz1I1yz/QukMcZunMgfgbfY8ZOFK4Ka2raKCN3U+BX3BRf/zxuSvtKLkGiBcjTBvhe2QF+pBvqfhdQzGYXMESETH//34KX0fV4vCAF/xgkx0swQFHu4ipdqMi0UfbTsSw+mFfJmE1++TAg9YuONcc34qWZurTvbSBf8wAO/IcK+08Q5dg1vBqcO6eP1R2GsVHGMDjzuHZYRWWlv9XLyyMtzVv92Br69SKP/kPer0C2l0pNBXbRtoerH2SftPMwh3dwfRSBODknGSukUpI8joiT4BWIGgT5vIeu111DQQsMTgjSImIUXbbHTR073MA4S2cN4eI4kjiGJL15OmC2LTPiBrskkIWclKcrFgkthsmmjVts3vML7IDDZtvI0bVuIIoyxYFev/NR/5ZtS4SPhoOFH7iANAoYXlph9VWjrLJMHZR+MULJlxtW0HHzwoYQqKKoeGb7OrrarE1GXNf2Nhs1tsoaR1b7gbz+xmSGX/8UORpWjMDiGcAgwehYumiz/fOm+WG8if6S0l5FgViEGqo4o6pXArzSOjo3C486Q9FF41epfOQFX4467gAZJ0vt2Sefk1IeZnyKhSVGDNTE07jioM3JcNoISzwv3CsOS8GcbcNyViFBDlBQvtQl+ryD6d0hvvfb+Amj7YRTj8hihdIDqP9Nm7b4njfclo1y3G/aqkba6vQVWSReiPWvPe9UGcOjrV2GVLUM4gveerad9bp0XIXJeJhgn/7SB+yvt/zSvvuTS+0Ll33cvnPlF+1L3/y4H/wc+IpzXmtXbbC21i4ZbTU+c1gEIpb4J5+eeeJFySz7JHbYXbfdZ/+4/s6IIvBRelag895ytr3unNOtq6eTUsqHzg9Zi3YysL0IdI9tXmhggkL/ohtmqjkixNWIZAhD3g1jOeQfReNviQrIB6PnxutvtwfuecL9PCeXnYB999/LfvLr79rt911n1936e7vj/r/a+z58kdXIuIJcssaRAv7/7ZpbbNH8RV48f8khVZxDRjVtQLJcIWN63eb19q2v/di2NWUvoThEGoyx97znHdbHbInkCLrKS8vt6Weet5v+dmvUtecc6o7/1TVV9pFPvt/ufPBGu/fR2+zWe66zd7/vbb4/znmiH53mxZe807582Sekd+CVeK76paUA0c4C33ved6HdfPcf7dZ7r7Gb7v6D3XTXH+zGu64a4G5S+G+uvUKDrwkaivG5Ow525WijdI1T2nE8x4GvUR9h5JFfut+53vP3CfJxBoclwJ/2mNrkduk4zvDqaG2zbl15G5jPb7ECwpEXLsu7wPVqYSh6kl8+DJqAwXGBfLx8/JRmZxjQGgrph3Iu24WZtZ3z/n8J0R6RfYymOHZEIjaoXIPuFdffcGWkl4tXKE+6DgHIb4LB/EMfkC627oROLxpBeWOomGYwJJyv7MD1Su7VAPGgI9EWgxGeouyDy1/0SzREKbL/8tsVuHjIkWJgOQamUa3IL1zsdYzlZ5+AGp6XxyLsjEcZef2B79UC5Qp9MbQjPCDlNzDPVweyDYqI8hDIwqU4PGGQcUabvwIvg41pf/YK4B8fz0WIw/lUb3IQmH+WQyCTS2fawGCuMJwvFXDUwK03/svqGipsztxZooA3OpUeajTKx8ABOjuarGnbchkh7IdLggTElf/s4aqqaLDKikYZpJwwHgGYR85QJMLjgVfgz0lZY0Jx1EYYRcwA8rZa4nn4RSNNfsOHy+KXkDQ3ddizTyy3f98237Zs6shG/eQp2tlMK4h0PdbSstpaW9fqOT9jJkJFSltHlx193FyR1W0PPfCo84mtfXBDDHUBTcJK2qBJ/h6W/PLXcLFXRbjAp3tnikO6Uj7Vj5RZfw+nacfxMfRnp55xnHfGCaCbb4veceu/7dLPfte+/sUfhvvSD+0bX/yRfe3zP7DvX/ZLW750lZcprJrI57gTDrOJu41xuRo5us7Oeu1xwudBgmI8jJIjjz7Yzj3/LDv79afYtOnMCgkUF7kgCUuETz/2nC+B19bX2gh1fPml6gTsc+PtMZYbOQz5p1f83je8OzDLJvr4sU/v4g++w3afubt1CTezIiwLJIPLl4YFvo/QnT96nCQPmXgJMNbCoETe4XshksDrR494gWeYlA1vm7bIePrO16+0xx95SrFC1iJBXIDa+hqbNmOK7oIAD8IQ4yK/LrXXX/z4D3bHzfcEbX7YqdpbRm9AIMRQJY9S5U/6hx951H7y/V96GBUDVmJWVFfYm9/xRjvykMOsbUdbIZwW87Of/E5G3G3hR1tKqXLlHQiExw/oaO+0+//1qDV3bPPUPrPjuQK68+cCY/8jIBfIJ5+gizMtkWthEr1gwajDsA6DTnwvw6hje0jxZaww6OC/F7MATotcqhfuE6T7Qp0J8vcDQHEZ8DIoZl9c7H2UUVxVFUuqlVVBxxDpEw35vBPAqQS7ivNKkI+f0uf9gidFl/eLe7/8P4L/riz/CaJcoSe7mJTIXnArAuWiD5BMKg5nam7vjMOCEyWDeeE4M37l+Rb7Vgcyh2fXLRrEoR/oX9HB0FR0wOBn3Ql33v3/CyK/gf0HfvEC2EBZSHETfXrK7sOl+xQ+FAwVNpiPQDEaNkesDtLeWZVLBjK4dsYXNBTdfyPAeVnZNdAnDHb/DbgBN1ShgShPhHFPAXtVeJ9Vk1DttKHSYype5vJQiCOHwLsBgbDLIaDJgAsjjmeMQYQ2Pj30t6tvtLmH7mnTd5/k4W65ZJ0rIyXwtrSskVumNBxIW9yLENREZ8Meuuqy0VZXNd4qyqrFAI5ACIORvWscBDiQevgT9Pu9rsGuiJd4F3ykQwzDjbdCu7p6bPHCDXbPHQvtoXuXW3u7Ov4RxEnpcLr3znaHtbavt6YW3pRLeyuyQ3Pl2ju22+Rp4+3I4+fYS/Pn26J5S31jLakdT9ZJO0fys4sZj4L+IkRY3HOhY+RU8ejJE9+yCALnj3jO7CRvITMTWl1XYSedfrTPUpBzgg1rN9nPr/iD3fjn2+RutRvk/vbnf/gbpDf85Vb7xZW/t4fvf8LpdKo9T6bSK+yIo+ZaybBee2nBS3b1H26wNdm+r0SLK4gBReGh6OAbsvWXP91sTz72ggz2aisbXmbDMcCz1lHghR7pjGnEGNpVMkQWvbTcrvjur/3oECLEL+Co4w61d773LVZRw/f2eHlFnXpydO7p6i4MgHh1PeNnlq3PqEoxgzcpfDf65F80DnQvIy9mhIY77xn0PPbok/bJD33JHrz/Mcfl4ATCl6Q0hNHLCHcdu7sN6zfZjy//jf3hN9f5sSQqtvJRvRLuNGYEZkDn5EavrmUlIySD2+yqX11tD/z7IQ+XaHl7APbedw/7+Kc/YJPGTLV2KUlyBP+mzZvsq5//ll13zQ1Rdy5b0U6Ggrz/po2b7ZuXXu77BYerPYdSFLVZnlxo+8HJXWEcCHzb2QeYrmvQXxqA9rBqwHdJY88T++x8ptk7TPIIgzvkJNWvnDqA6AQiLHUGyQHIGvIIuM7Tc5K/wdeURh7uh27FyOSLIu0y5NjHUyFDvkZGHOfGjSjnAGTaXhES/oQTXO7Eowz7TlCIKxiQNoPkB335+xSWYPB9oTw7wUD8uwbFQ8iGjJ/8M+fxXi28urgUhzrj+7pdnBmX+gkFRFnlpMPYgtDZHm9RU2eUm3Y8FBAGV5wz4IBPufuEm3i+J1nGHTij7QyGaA/hSJ7oykMKByf579q9EiTcu3aJlgQZTfp5/6p7VhmGiiuvwmOxnPIYsu6VXrSCpwhDxctABXM5FK5Ud7RtbBf8acep3QID8eaBkrCfNzEq5Zl3g2GoOOH8twue78p/KHAp2xXRLmxZwXxfizpupoi905FTzXgYEBUzEE/y26UjThZP/wr+PtvTI8HlrVSNbDBoHn7gCZv/4jw7+cxDra6xNmsopFda3dAp8lWApqaV1tyyWvd0wIEvypGjTX7lwyqtRkZcTcUYN+T8A74ID7NWjjPSpoqP9HR2GnVRjc4W/MKhR8vLh0nBDrP2ti57ecEme/ieZXbXrQtsycItXvH+tQdQKm10DnTW6uTVeWJ8btm6WP4sA8vfZxeVl/JlqZK9MOe8/jhbt2613XbLv62igrPS1MDZlAVdqnUoiTKna/gQkHg72Hkw97ryIXw6harCgbFFID83cPXjPMDSESV21mtO8W+MBhSljs3rzz0935fAhvksJHsQS610OEbPMJWnz/ee8R1MT1X8Z++8+M02ZdokW7FkpV36mW/b5z/xTbvxujtt5fJ1HseNoWJWAh6KbumSFfbTK66yH13+a1u7ep0UaYltl4ItlYHW2FhHAuEIBBhcfLqN/Wd0lBzHwT6q2278p7/xGpBwB7z/I++wi/7nTUocM8EA+JIhmBwda4mM9bIqTnmPLz1k2Vp9Y73zkxrGi/h5w4B9ftQ3R9LwwpCbVjI8yKdCRvtzTy2wT37gy/aHX/7NP/kVAF9SpyGsnlm4rs7t9uC9j9tnP/oN+97Xfmpbt3D4b8gdFS/qPd+GhlpPHelY+h/hx3fQSWEcVpZU2uoNa+27l/1Y7Wxb5JEKJTj7DafbF770MWsY2RBvxAp/uQycl5e8bJ+45LP+Yfp5LyzwuKkOBgMc2a6B2333PGif+uiX7AeX/8yV7QgfJPRaaVmp2n++HnNlfhXQMKreSoajimWgebth+o09cbwNK73TzwidZTNm59JGdsmGnnlbHuWf2g2yGPU+0LjDLzloxA1oa3LJmMtfk0tx3F96lu0IfBIOI44tKgw2av2okVqLb3NKDxA3l86fwRWEDqBjsMvTNfg5wa7Cow7iOV2HcgoZwr0CoG9d5+4iXgovxPv/FqJlBs+oR85Y7JKBtt1f1OFrB2wPYiWiw9paW6yludlXoihr4nXiTf4eCH5wLdZ3vv6T7ABMYngfSN80iH8JT9EvD5nfYD7tyjk+aBnaFfPYhcvhoT/yzcLZve/tLfBFXvm4WTz/FfiSwgVZvPTm8K6NtyxegdZdQfCa+nMjDl5nOjtfR/n7BJFDlIW7AfSiS7L7otuZj8npn6fdFXg5X4UrOe6gCwZgSkSlAnD1TKW42ttaZWTw1iffIZVR4zFSnIHpdgWFcOLrPp8PrMc/hJeRNVMEBEoI9MT3Nz+rDmLj+g677e/3SZnKcJJxACTzxemSsm9omGqNcqUlZa6YwReQ8vOLvNU49eNIjp6eNv/0UJ+UOgaWp5PQIEN07mPHNNiFbz/TJk0a7digGaOM40+at3VYy7YudY7ttmblNlu+eIsUbreMBBQA5UTJeobuuPfTqdWVtLSuVoco4w2jWPF8RtGn1TmIlaWUbjvt7GNs7/13s9/9+mrhXv3/a+5dnzRbsvK+3XXprq7q6q7uPqfPmfuFGZiL54AAMSMESAOMjEAIi5scNraJsMJ2OBx2OMIf/PH8D/7iL45wGCJkLCwZBBIgYKxhhAQWkpkLzJxz5gJnzr3v3XXrru7y83ueXHvn+9Zb1T1nBturKt/MnZeVK1euXLkyd+69Pbl7E1J/yx4EwsW1WDfd2mtGwXIeOKEfx3ei0SiBdzzlOHu3c3dn+Mt/5TuGH/2JH/TukXc6QCgq/umvfXL4l5/+o+Ehr3kRzewg/fTP/NjwzHd+WNeigryK49bqb/y68n7yD20gMb8ysSwhQ1QoIum3i5fODz/7c3+73e5LPP2MIf0//g+/MDz3Jy+o/dy+uDdsXjg//NDf+PjwV//ax4a3v/Pp4fITvNZmw3ziYYq727vDi199ybt1v/2b/3z4tOoGeGv60uqKB+ozz3xAxv/3DxvrZ0UtTFIr1Jbf/s1PDb/7W78vJcnZP1ZYvF9wZ/jQRz44/Ocy1ti188rLfBCXRR8vJP7lX/rVYW97z7tkBSVSyqz+U5+I/g8/8+HhP/z5n3Q+kWo8uzIYf/effspfqODdg9CHQNAvVihyNgQkW8jzwX6MCzjIThw0YVSgeD7+ie8dvv+HPjZ84IPf6g+8c4YMmaCfOa/GLtYf/avPDP/oH/yGz01u8IFyjSOe8s5u0476/nB497vfNfy9/+rnfc703j3kX04Lh9/69d8Z/tlvftK7D4wZvkN4bn1j+Mmf/YnhL3/su1qDRbd+l2WsvfrKq8Mv/cKvymj7kjjZlJhkmHLcrP3ej3338MP/7seHZ77jw8M73vkOv6AXQEZuyLDkHW7/5o8+I/7+o+ErL31lOL/Ex/UlOWoz3wx837e8f/iZ/+Anhre8jY/6I5+umRbLJ4wLlE5yvgZX33jDn3V75aXXrCcil+AhT8rCv1yh1/RLfzZc0VeTYTY5JgBn8fVUd4B+LJjCFJjyzdYRsEy0Ojj7hmHPVyt4oIXdUX8zdfuub40zjoV8LFf+laeeHp759o+q3NbwwvOfGZ577vPSWfesJ8pQgPiqh7ia0Po4XNED0A6ucYS9sFcY32ktHai7AirVfMq14CJwf5yU4SSg3MTDo/CodIHmBb9GS+MFXgN+s790HN/v5ggFbeTWan3jFZ1d/CkeARWuNPyJL/GLl2xEoDfhPzoJ4612ggHPDY0tVTa76ES0vuTK/Pv/ARyymF31QgOe37/PTia3o0Mf+mFr68rwnm/50MDLk1/62pelA76kPGxkkEP8cpsXtafhwNe/csIMx3niERTvc/eFfIxdbAbmbvFZvEanI6vcWaQe+gKwoWV5pX75S5hv6otGC3YDdSef/Fb147K+8huqTB/3GCAD7t9vTUvJ0DYNUgucG7cvI+X6cP36NZ97g8gZAgQUragS1PlBP3ZEu65zHGOe5hDKOuOGAYSyYlLh6bL/7r//b4bf++3PDv/i9/6NH3RIOZU3aqlyKQtu61248I7hwuY7pfQ2pFTSOdlJC6Uup6BiXQ+h+xKcB4e8B04TmAw5dvXoqHtq/8WL54Yf+dHvkyF3XoYFB405T/NQhtuuDbc3Xr8zXL+67cmTD4rnyU8MA9oYBU9XY6pinD442Btuyni7eftrSthTQow8BNG7b/q7fWd7+Cvf/+3DT/zUXx3+l//5l4bf+z//9XDxwqbEiG1pqIZ2gY3EKNraGcBowBDg5ZIoBM7EeWJm0mr9gHLw56JQEvrnHXjbmhCQ4RJ62rC2sT6cPZNvcUbZDDLob2viAF+j2bskD3ymbJ0zZ/ydEv+UTnut0PUHbQeqk4XAfSYdlwaY4odh8+zmsMqhdfpLf3VL/Nz5i8MTTzw5vOWtT6pvz8mwvePXu3Ao/7kvfFmLi5vDqtp8VsatnzDk1qnwcFecs0Q3d3kvWXhbNa4t86Z1nl4Wb9TOiIcmRhmOd/QHhxm05rF/D4e14cywvsK3R5e8a3kcYNTek+F/Z7gtHJZkmdkrw+bqOb9g+L7axQRsw70B/cQOHD4ye1/GVPEt1YeS9MvhsCeFKIkd3vrEW4a3v+stktELNgIZO7dkwH3ta69INq8ZH09jg4cxwyeDOKbAC7Th8eqK+lbpuzui9p76ZeB1G6f43PxwZlVGlqtVK1Q/Z1p4Tcme8hSAQ+bFsLGstl2U0SW+7O5tW2+wIEJgKLv7cFel9oanN54avu0D7x/WbYgru1jw6iuvDc8//+Xhrv7Oqd5VKViq9QIB7qk8r1W5O+yoxUwCpOLoT0YWYELhliCKdQJeQ7Q0bAq7nwpG8TZFBl+sG6wTKINfE+JRyCQAJC9FaqFWxn6NxwpH/8Qnf3SRqGwylPi4AvL3QN9ixPFQw8bGphew6GPGbH28HOSFg7HO556e+faPDbxo9vnnFhtw9lVX0YwjXK7ilEnX6BEXUz0x3IAy3HAOy1G2Jjhc8dwcX8hf5Wt8AWgHOIgPrsR7HGiOmIlzHQGSoXUmzmHRD07SqN91JY9xeVWs9krf8F43zhuiI/liho9VKJlxH36ppPouhurEq3I99H0KlJEARJ+GOuYNFs9cs0hD96UoO3PgITyB8TJXChgjldfEmYRWwPyaKzwHRTLyOE9/D6TNt2eKo2zmfNfdDKbT0iEsOH08gTdBNLpYmG5duDK8VwbcmbX14eWvfWV46aUXND/IgGPFq0ZgNlX+1OOQHHoxv8nJj34V6XD9Ko6/oCCE3MWIgyaOIuEjr/c5w6/+Rk7dt+h++CYee4cbmVMsNFBvNocUoqriL7LQgscByYc8KJNdGP4Njyg2C6rk1A98x08dYuxgUlSnZcAhhFzA5AOv8G7zlvUbN7zaMIEYVuGmfU8cMEthBJxBXDjL78Eomg84j5yVB51nrpDKykQMVxpnVT7+w983/Hs/9XeG3/jV3x8+98dfkpHC5CShMRL9Uo4OELPXN64MF8+/Z1g7k5U8gyWkkDuMdjV17Y51VWpTOhIlyCTE2bYnnrgsYVzxzlBeLvpAhgRv7oYGjIbwDbakHm61IdRGi6b0RLR/75YM4j8fbm/zDjuIEP3yU+7hsHy44g9ef8sH3jX83N/7m8Pv/e7vDX//F39Fhsum+RtjCf5jIBKMgejP5ogODONTWvXAyxhwMYhY2TABk4c3U0do79mIY7XnnTQEF1+A0MIbOAMv6OMoHBQ17Qw/fTtOAcr1MhFZ4roG9Sz0+QFkwHEaOFawCmfVs+RzPxcvPSkDZ82r4bt3bg3Xrr5hunPrSlSKL5lI4wB/gLsp2gLaUelVv30HIycGZamV9SI4Lh4gLZMe4YwpblGf2zjneAxYJt+qCyOLyRnfr+PRZFzGHbIYcsNHwvGJ5FwiJj2LDfZiZcSu8XJuTQTCnYm18IQmHt2nrHcOFMeb/3nxNgfmd2QM5MEW+GQWqCD/tFV805/7x+BU48K5DTLeeWqWccMtPz615qfzBOCgPMYjr12IciaGX548R47pG2d2bNKpM/UkMWFfi1DklGFEdtqDcz6HqftoH/bXzqo/MKcocjiiILYLt3oLFEc7TCVGsvNQNjLGNTKZuKlsxaXWCUxXQxLZaAgFpPndissy4jQeMORW1k4PD8RjzmFhaOS2W874MHaefOKtw0c+8j1aAG0OX37h88MXv/A55+nHQMmpfcXhY6ggQ1M7IqcU8ZEN0YJcRR9kzDgsV8YcUPw3PY6To9oo3g7UTndioPKHxpS3ocQVZbUyCy3O7TyBhB1PEL1KoCULixy6BVkjrWSZOPqQz2lhvK25HezI8+3vMrRzvho8+lEfFu+ocAwLQnf84gVQchdDIenEMHbQY8TxAnOMmAnC44LwggB4Ex/O1PisvIQURpd6rHUQ8gTwFl/lyKKwaVcxe6powpe0nhYg+QilnxJSvH94MOisdy0x4HgXo3cLBIzbi1tPDu9+7we18N+YMeDETOUQPnAwVuSHjrSDemJUKeyYBsoycy2gv71L7r/MnfQJY5CxxK4nfXegcePbq9JPII5+Yt6LjokBpyTTAv33nQcaRtn1xcngnMq2hAHH9VLrGzcG5I/GQb7lJ8+/x++BwwIN49NZDqk3ufXh97q1Wz0INM4E0CC5DHYs2XwInxVErSI8abYOnYfqaMA0CA+M5MXADCDeW+RbedzugtlSJGx78v6slZXD4e/+R397eOPVm8OrL18V/eqYcewQDm5uEe3t816Zh6JNyo53xZl60uVGGspvzBNznMuPk3OG67TiV4Y7t3aHW3I7O3Sy2q6sq6ehC0EAB0QgLOpcG25cEx88pzRo7959Zbh+68sy0DigL4ODzHL54L7+dLmzsz+8/0PvHv7uz39i+NQnP+VzYOwskb6kQb6+fk78OZMVNzVYyRIgHHwMAPdNM2pqEuepuo3188PW+cvCuWGjgca6b220QmvaH7oZKJMC8bWVmTmk9p/RRMLXLjivF3r6AQ5tfVnTtwBoD5MSA4bXrvTlqAf6RIhvYbBrdnb9rOpetZEDfV5NkbbGk4PsgMqIkNyQnjZN9c7SN0uTla2ukUUeIgCq/CIcFd+nEYaeMsjqNSbgI46xhPFGm8hLHmQdBU6fYlipAl8r0LkJRgNA+VjArCytDGsaM7y3ijpyVqfdGjZtwTEaZ4oL7/LKDgADgDGTHeu2gGGSHuVCeKTEMvkUPdEDyYvTKpbjDWoTiwRPakqPnpCilJEGfewCsrvHOD8tmTSv2mKD3WN83/5XnJ8MpT/Ej3yvMl95wfGELnyCx5XH4ebTDzmnFseCtfw8KJLXh0SxM1ZwefiEMetrxrEcC0mu1du+Tp7kywMnkkfGBqxRe+GJxxJRyJX5FNeDdZ9opR+sP9VG2mI5UtWkl6Nqxhq3tZEfxMC6F/6pPfQn9WNIg4sx/uSVtzj9xo03huu8B07l6J/IRQDcXGPYUW5d44tdPnQxBj+8zGKmtUllqIoyfXuqfVO8wuIn/KGOMmaouneJbD5AvHSxaUQnO4w+4/wv9U91pmAVnsYi/VSxap2c+k88OiVnWVS/VVmnKp6dN+4i0E5ejcVTy1QF642liJVPfyGDgA0CxY11z/k9wBd44XlT5cGTM8PcmcEAzx2j8JH8ru4IgJtofjFqkU1kBzqhp1qffOEAoYqnZErTRPni78oSekjyJ+Pdsq64AnKy0TADrW+MxDkk9w4hr4zJnNM0HjXEX3wRb51fhuWZtXPD1sXLGrerw507NzU/3lQ2ZEz6Q8Yy3xvPxwZWVQYcIC8ZUn3whnDn+iuPYeE5vaLxoPk/bYte9UKgwcz4gvdwRGHMOFepC/oB3i757Dpl1RZ8xwPBZxYluBBIWlbbOcoibJrxGj/8c0LBBmmzym+uXnmWt0djHT+AaCnqPKjAJJLXRexqVX6fWy0itAY9wlE7GsRZeUTCx7bAJHJEkFShyvUOwDfTBCgsJnCuY/lmEkBB56kwLOYo0z/9k+eGK2+5NPz4T39ieO2V68MrGHHSZIhnGBCGwJwHfB7lXt44T7XezlWHplvKFSiDuZ/OQxmDtwYT9NBOVsEhm7pwATo476gjPxnEM2UE5e7eLb/j7ebtrw77e7z0FGqlQJTmcwz2OUh/b3jvB945/Bf/7c8Mn/2//3j4xf/plzWwqfOUhPDscE6r7rM+l8FntTg4m34oGHnswUf9TFYZ0PhbW/nwsidyT8QP3H8AO60MLpVWPDxI29yHCvdxAKsmdgHYWWJX7L5kpvoTYNB61dyKFA4cUDxFeTHRYIBhvPhJ4wb0d9Xpcz5iWG4zZlJgwmIi45usTDIYD/CGIvXSRht/rU7T4FDqB4gr2mIITt/shU8u36DyAn1bC0ijHOWNv+UlvnDSRnBWfTZC5GO8HbTdE7+qBBlR8fRxtQt8hHMNpE4ZRfSjwt5Z861neB35oC7yZdLSuBUdXOMwiJB1vgWZFTJ0tzqsTKkHWmKU2IDTGEMHcC0Oy8+uC+cpacPYDtVD3cZG3gfKg6+8QZ/+MX3wi4wG1Wn6CPpHOiJ8LT0E/zE2OMvicaY40hwnn7qZiDiD41eCqCy+nQwcDBN0DuFl4baBrb7gCyMsTOzjFM+tFuMQbvDYVzw7wnz4nIk/Z32iE02H6senj6G1DErC0Bq+RlfSrlzTT0mnDlgC+BylytF/TIjmKTwU/wDaCa02YtUe+hScGMqXLl8x7Rhv167nRb6uCxo6WghDCwvEs9IRgKhB0I1LlTfjIjqCMuCCFueFpuYKaDN84i34Smh1kx79WM7ktL/IACHJqnmBvoWnmvDkjL/qkJ6NcaCs5KW82wN+8olfjotxAp4xr9rFJEoy/D0rfYZM0D6MN3Yq05bgKz7BI/LVIoI2MXZLHxRP9dPKu0qqcTxx4PBDSi2vyyoDI4X5Lu0jL2VKj866YKTO9JuPjTT+cJQHbH1Z/aSIy5OWqEpHh6BXJ7z6bW1KM6CV1O4PvugPmOrCOOV8WV7BEzqSH7rITR6QYsBdkAEH7XdlwGHEocMx+r1xQm7JuOsVbuTfpKiscRiMUf+hJZaA/iQbGFvgCZ+jN5gbPVcIb/UPFXisIh8qT59Ct9DYo13MRdgO4EQ/ev4k3dDwCMaoY0F4BtHV6PEuNXyj5KMLO9+yaFjeWL38LLtm1H3vvoy1ne1hm3e87eB2hj1d8x6cfU3MNKiUIoDyoC4rHvn7mjS8eyAHMAkC2QWYBTORHmkAM1E4MDOrHj5dtWdGrZ1Zt3Lmtgur+yUGvxj5b//1Z4fzF9eHv/6Jjw03ru4ML3/tDdEHk8MI+oX+pdNo4N69O2rLneHB/XtwwILFQw4SA6dnm5nBHuWUnkEQ5MAFXvnO3qDa4LrcJjIACIMmSIW2d6/JcPvqcOvOiwq/oZo4owfe2oqPoPDH7dh3v/9tw8/+J58Y/uD3/9XwD//+r4mnB+KP6BJqbo3xug0h8As/4ZNvibruyQGcG3Q9rssVDRtnNz3Z3Lx5dbh1+/pwd+e2jS4MOgwGDuTWLhp46A8c4Qj0BODm1ht9Q6v5CDQKz/xXXEEj5wi+ukae6Psojryrq3YLS3kA5DWf5Oc2UibH02t86m3TZe7evS2jFjmh/MP0sXAciFeUHvG1+osGk6gwtDNpIruVF+OCHQvy9lDXhaeuPXELRyl173IpjIHGxA9exgrjh3AZJNCIyzijfTW4mfTKgKQO6ppkDoVTNHON8YYRlV1XjK1MmoAXQKqTfKkjO1WUhVaeuqSuKFcXGccQZSkXXJI54p0DQtI3jpDHBAjfaA+RZZzk9l7GcfDQPhaNnPVpBiCu8QzjOXHkz64F/GBhiZ4BH+nwijppg/urlSNvOREAYaYDoIwnPRQ2PIEfGmcrohV6WZTYkJePjHGg/YzGHh81x/dODbcxtZji26VMxs6LYag4T/D22+cH1zlvKRzkA5cceblVBw5oURPMEwDZdZ+KLlRRFo4xDNN3MWrcntY+vl6zrvrAR1kMeoy5zc0ttenMcOPGNbmr6qLwoWS8jF9wUG5Ni6k9FvC7Oz6LxTdoeYkwT0/TpzwAVHQCxVOgQvAc/FlsNVlufZlcxzvy8mch8zXtjVHeL6id2/o9ZfDVmc13bAsj7zHevFhANsRr2IbBS5/YSFcbkRvkiztP1QZw41eYMugs+oxr80R4K/0ItDj0S+FExggjs6JE5ZH73ElA1vmWdo8r4aMO3pimZnyBm0VRxnHl0++IaypbLuXZeVsdxy39ZP5Yh+ahjcB8eRTB1G48bjOjk2IcyxiyYIeH0IX8cQ0wH124cMn15IneG4pFbtjZlMF3X7bHIENa9UcOmlEHcQ5Nf5hF/TUxGG/QlD6KHoFWNgvIQXsn3qAK1B6cgP4BnC7nMYi+EF7S1GN0XeZa5wN3eHGyk55hY6Vt8nBWPDUJqEoXUHSsU/nl4cywfP7slWc5I4XSZ7ByGPbOnVsyoqQgNXDZ8UAx+t1fEjSIRmjpHIBKWWUeiLm1WmHyLoUNM6ocYOYI+saQAk5WMjAThQGwArZhoTSA9zRlZaJyXgkeyIj7vITjYPixn/i4vxn43J982YYIDPbHqsUJKytd07UPH+wLjwy5/Vtq820LKVvyrBREjHIU5/TDv+lrcW4CYZQX7aCjEoePZU7nMQDZBr+7+7qMpD8fbt9+0V9WePiAg8Pp/BrINviWGLwyMmSo/aWPfnj42f/4E8Mnf+eTw//2i79iY4QJBfapyd5+xsCxUaYI3lHEax6gs6D4SoEIfOoj6uzapg2Ja9dfU58Kj9JR+GU8seuK4gKbOaeKq+8KL9dRohkU3GLAAOesGcYgCdBX5YxpDAdPQYUzuB5arjjThhwAVW6mvH/Uo9Asn9d0PHH5aQVXhhvXr4pH9CmGWD5ATf25bYgcNFwq5/Z0eHugfvIxYRAuA67ocFm5ReEyDGhTKT2uUfqltBkrlCiDjrw40yiZsJJTuMbLZMABiavJOxNPHsSgLzg/43OQcmXEAJn8kNmUh4C8uDa7gowv918l8ktegt7loJ2tLIpLwKrUQDanK+z8RIZf0E5fUYdIGnkC/ZAW3iEjmbDwA0pUBq5R3gBKHn2CjIKH/BOPoqNwlqfG03IVD+8pj/Nur+QWvZI4DEDKPnB5+p1rvz9OdIR26Grt9Z9AfeZxRhtbXyN/Z8TbGHXNAJSOiyEUd0ZGwFl27+S41YTDQKzbeOyoUZ4+slHJDqB8+ECc+079Gn2QXRjvLkqnWy40CcZIz22xu7dvDjduXhP9GOCRH/NQTgH+VZ7b2qe9kLbcq9MwPFnoL0t/MR7glZutAiVf6etJ3gDHtXj6ybut4qtKJsMMEFfx+OnXqsNyIJ/2UEX6AiBfj6+u49I0xiXGDYfVmUOio+gneMYn+WgzbbPxJhkpjCkbXtUYgo7SUaUjcKMhLMB3SH5R5HYQp3zUV21gXJFGmfLhfdLsPRJUzGWhB7yeKxsUTbNA3ORWuTOlvmaMUJ4yMd7SZgyfjM3ZcsGNA6rvM16gKfxSDuULnhpHKYOcX9hiB27FC3DONgMcq7BR64ceVI/oYG6vtphG3+2Cz/mbgUPKyFYRXvqG/CwSPXbEe+Zi2lv92JeGTo+JxlOnug0l302Peu51CY+TAHM8wPViN4WSV9Ikl/nJSjKhYwGDmnPyy09uvvNZBNurLBkdPG1JOGcdIJTMEl6FvRqmsQrTQM4fuaEMCqVx8JpOYDKpTiKdwUAZGF8O6H3yVTnyo+Q4y4OCBaCF24UoA86Kcc3KFEXLJ4H29+8O3/vXv3t47/veM/zpH39J+YRXjMgZNuqRENWugRwv8Lx3b3vY3b857O/Jyb9/sKe8rOaz4qAMzPSf6abTxAt26XwNm6MUNOxMw87Odb/T7dbtPxvu7rwy7O5dl4CwK5VyFPLTnRhuisHBN4TzR/7W9w3f/8MfGX7lH/7K8Nv/5FPOu7yKkIiPFpgIGwMMJY2heE/KxjyhUWAzXY2vor0GH3HKZqXBAMdIp/+2Llx22Z2dbeerF5nSHnhcMgBU2LxvdZAXOH2WBwuyI1LQ568yFTfSSJz6hX4kCRnwQxU9HhsLU1kAA63kjtjzmxdV9qw/ewYuXnjqCZdbsaoKushbMGEKGLcc8VmdT7tj8Bu+z9BM/lyO8QDxlMOZNl0zQXg1Kp9wKROuKWvDQfShXGqSKleG9awBV3UyYWsCEm7GJX3hw7eSYfq0pyE0hW7KRhk/kHLLeTJgZ3fbu9Phd9pHNZTxNVGKQBfUK3bMA8syED6YNGXmDyWYuoIHOlCe4EE5B7fyHPLagOQrKDwTaLTBD2WiT0rXFD/NS/hIm1u7iWfChn92GGd2ucZgS36+BcyuixatyJ/6hAVsXhEh3VhhOXyHNVbw+WICfuT/QOHd4EKnSp9SB7volkHJo41C++IzddO0ZcZBuMYuoBfIag9G4QpjWO22gYcMKQ25ZIKzMXdacRh2NujYpUIn4aKbc9yD3epVPzl+6zY7HOh1Fnely6rv1D/tNjW8JJZddibBPbUDY5HFaY374jF+Of04jXj78Fpx4PDOkg2L6tfUO10HR9ETKNwl19mhQn6ncrMQHPEBylU7oy85S8uZM7VVfGMXlPbmadMsDgrgE9DzCbwlc2WIIVMtcWwV4YK0IU4FvTtK+R4/NKC3oA95IW/qXNzOHkJTzjZCD2FvEEzUnAiex1QX7x2lPmSJa/orfhaVgbTDpJm20DjRS7+DBxnO7jhphGOUpQ7l0qJmPQac0jDe2IUjL7eCswsofnC7UbqKh/bKiIyfcMFMS3Uh7gpvjnDAD/QltoX7qmVGl5A+AmE5dBd9A61pl9Kso9JGXD2Fii4OvokXjwbqgUjGvmhwXzV4RHE2K5ZkBy0/ffG9fojBikwJMN3buO7MKH2EvBplRjAg6QAx3LcbNODTWTEQSMPwsrKRq1uo1ehFjnysSMEP0ziXgkHJo/G1CkBp2KoXg8Q6N5LzXfDr+S98eXj5xZeHb/+uDwx/7W98bPjqCzKibt3xikhNSBn4at4STvu4h31wf9sfkOfJ0N3dG77Nubt7TcbMbdV5V23jHXFKl7t3cFdx2zJ0VWb/hh9EuHP3ZSnFFxV+RZOgyu5cE+3bMFN1x+hzvaIZHtuohJcPT/k20JNPXRr+0//yJ4f186eG//UXfnn49D//Qxmn7baDhQPeiWyC8mk9vKJtTByl2EoIi6cUch9Kgfta7cbwI45bZefPX7JwX7/+unf2WK3zxnGMOPe1sRGsUMKz15IVTT4YTxheB5KjxCfPcX4B1xmIxOf2JQoDRWbDwP/0tRnY8mcAsXvEIONVG9yKYocAXXhu44Im0H2fp7ARqzbWbsoRmKOLybx8+M8ECS0M8h5MhyaRMdzKe3IQEZRlHEAn44d05Drtm3bzGCfIAMqFa7oJcH8JkHvVYJ4AqQcas8sHbo83bjM0ZQcfKQ+KogE5TB3UHVlhLNE+vhWLUsWI53Np05Nt5Rp43KBslM6Wf0dvQHxoIfRZyoYeHHWwo48hgkxiCDARp1wmY3ezXeJVo+rRpduTHQF4TN214IOH8BZHP/UGHABPQhnlUk/C0Bb+4LPz63Tyy8eZp+IbtNNv9AN1cBuY/MgGRprfnYdeVDpP8WLUYeBx/KTc7g7XO9ZpGHns9HDXw8aQ6I0hyK4X734k37bbgbG33/JhXMYQbIao6ONVNjZo5GD7ackEBpvbxfhHHle0QNbYZ4ejxnudLS3elUOHI6d875gHGQgjG+h4jnDQfo5uwNPagaUf4HccYfhe/M8uBWOCtMgy+ZzaHCC/+r5PQx4tk8hATcjpn2lCJSd5SiYTNq6Gj7aBg/zsNoEHeUKXgpejQ/vqnxozAH6FswDS/AjKFkebahFhnQUIv7K4ntHvHBsh0EI58FS8N1EkSyxOAfClGmMhsBAoS3rylsGEzkDWw7e4xTiqPO2DHmSdPqcM9GRTAz0Dz2tcFa4Ky7mf+E+bwBWZCj3wlWvw4Fxa8WuaOy5sXfLCZFsG3J3bPMQAb3mTRXiKDmcs5lOZ9CP6FaOHsd0B9ZsPDZB/OZOsRHbFOV+NDPNCbPrdR74avW6bXHQM9SqOPy6oq8k2Gy7wlhfvO919RiXwGyDcEwIQNwFzO7wSgUrBWCf/fJnjQLqQM3BXLrznWZTRnidt/aMw1IGx3BHaNrAbV2jISIYkmcmKt8PT4UwodBIKBihFwA4TUHgoQxhfAZNMPixj3xJQmEG+L4VGXQg6wmWB1vUoGHSOfCYxBOy1V94YvvAnz/tc3I//1A8PZ1bODF/50svqdMqg3CidjgKxt1+hR3iE0RPagwcMomak7XOr9YZ30dhZ293FXVX4mhTsdSlgpcng43bsvgw6vrPGCgH03nFDcBA28xIXBXLqoepiZ0j1f/QHnhn+zs/+0PCZP/63w//xD359+PxnvuDbFbTXNPJnPFwirITE2zUNfrWdQc/EoSxpB5UL8MPn7MAxGMCWp/3YKkfJDzJy1aa9u97ZIP6gduAangL6FbAgLwBuAdHv7FrM5+Ha9DRnGepc9Ct9mvM3ZTApSbGUDx7CpopywrOiBmCAcHuf7/Bye2nz/JYXFXe0itvdvWucnHHyuSvxybg0UIqPxlUVNOCaAQzfvABRORtdXTpQbemBPMg45eA/zhO78vF07JImDPLAT3jFIgUDYZ7fqsW/UcbUCf/hI/VyBiqLIxQht0xrMrMCcR7Gx2rj65B3sclIQs7p+0xEKGoZcPSdjBFel+CdMCpugE4Zr42Xq6akCMrBS2q2AhqvQ79/RRdyzG1YU0ibVbcPFnucKMkKXTSqsa5C6ZFnY5bvQew2R57VBngo4w2/+G3jZpTV8KwH11V1gNO4M24yqSi/4+WNv4lDagiDt+gKL4iLbCFv0ASuyE0MMBtbanfd1vV5UbmSdYBrvnCDIbe9zQIx5465xcuuBPoQmbGhJ5+FFrc5vSO4y47fnr+SgvzDD253Qhu7BKdP51btbY33N954zbSYYDn4QUsA+OAHPqSLeTCEXTPqYtJDd2DsxFiRnmscAowDfAJoxlVc4jOWwhfVDf/cp/jpD/dJUdLi7ca4kIxOy2KF/mo46AP56Mgeh6/dhYfmR/ShFj9qGzuSGKjQR5/5oYXWF70uBRKOBDiNSHCqTTXHseOaqqrNU7jnB3kY1/ASWcYIZ0HNOAZiWHOMg3nUGB0fnIucoGRZvx4brjN6xXXaL94cLc+vdZPrlsJQGeqPrKND6Dtkib4rnqu2rg8naNdy0EMbSyaMW+m87YC+o39Y/LMDh3x4B+7uDddDO3jzg+dmGTgPB+k5/XFbFN9GD/2r38nxO/0ho3VsqQzC8PXQck562SsTn1TSjljKuxXSM4pAj/oIVR4ukjTHiKS9/LsQPKFtRDlSeHXBldNz7XNz6D/9ES8OUR3/RwC6Zp3kmB24Jzbf9SwTNgYciGAyiqQqc+aGgDQGr4mgQjkahTBirBGPQnJHqUwGiSZPxRWOGBWzjjwMAhxM5qsHbGOjDOlUPneUpwlzloh8bKdyC5BrHPVzuP/une3hhS9+ZXj11VeHj3zXtw5/6yd/cLj6+o08pYo1Df9oqQjyUyW6ynCUa0LIWTZ3mP/UHV7pql0SOu9QDlLQvP/FA4L8GAlqS+sMsCE6xunfxMAr7wwI91NvvzL8Z//1Tw9Xnl4ffvV//yfDb//W7w5Xr173eTT41AhNuEHi43OeBl7u7zF5a2XjgUe7Jqcf8TAGXIDbGLw/ih2XB8ONm1dtrEEh29Xw8J4USeIC9GnJQQbgpBAABjV1rLEtLSWGIuzzUHflBQrfDBAnDzxlwEGfk1SnEDg8Ymn4LTur7EItS154+AKDiNdz8IUE+sOoDewOTjBXf4OiuehHLqnDMi16qh19e4BqT5XDp6wCuR2jsrQL+WRHkDh2Xzxh22hYBNQBHmQRPlf9jInIffjEWG0KoxobIRHt2YV5+HBaWCRNY4ky+l3xpMxLfaGJBxhqYla5oFEutclxALJEJO0kQ2INfbgDyqolyq8xpXHDizzdv8Lh21joiDZxgqN4SM2Jgq/yaZP6mrZzwJs+rTYTxzgED3GJT1pBjVdg5AXYGbemrcW1tLRZjknKodAxD6EV+UWfYfC3tiwEEMgZkfBSHXIsHoDHu3JyjDXaAE70LDvK8Iz29c4ygONa9YIVAw7DC4AWdj03N7dkwJ31w0tvvPGq8xefsrCR38Y3MseCjDCflqMeWo+xj45gzGOYop/T5kn3hO9kF09aGD1LGn0UXSoZ89ml8M7lTLnyNpkK7+eBuDa2/NLv6s+qk2ArqR/LLfhBqf6lb3jIg7s2/kycFsrw1Gf9NL58nthl6AvKhLZyRNoPegPnHVe1MKu+AExN423xY/Izjn1OUbLPNQsn603nCE/BQn8UjHw9AbKoaIsb5bexZd1AfPOPcd7gaPMt9Xo3mgWV06JLskiZ9BU8DTuEwzDpP/vEYGhIrzP2wFuyAr/zaiJe/M5DDJe9YGAHDgPOhuOS7AGV5QzcwUPuNLFrDL6cv7cRr3ZVnxwF6FJ+H4lK/owryrCgyEOWke9ZgP44aCZGP0JXt3BLRnx9ivKKszxSpxJcJhDqikcBaM4TsuIHeFUWQ9D8bjzsHbTMgvpZZZefPP+OZ1lhYaDQgQwA0KmMC9XgKyTFAJwHsjqC+AwqoVVryyEMKCOUhaERZry+zDU4a8KmnCfM1tngAHcmPCahsANai66qj3ycZQD3q6+8MXzlha96pfvjP/2Dw3d9z0eGl196w58XovMwxBqqgTciw7iiBzqFDnFsQqg6vINFnIDH0oXDV3Bf6SpiiKdOaX/wyQoLQRLSJ5/aGn7m5354+MSPfWz49Kd+f/jHv/wbw+c+86duL8oxeFMnDpomYIChRHOwGZowcCiTPgn95ZTBdRLGh8coXp6+If/+3j2faeHWKbesMSju3r3jNMD91OqHvoKKAy+GCcY1NIWGKPbK05evMNCHwUPflRFfee1aHgDeV1yVpxxGHHzwjsTOjvHx1vnzFy75/A4P5nC2pZCRXuXLhz99GL6wuiYMPe53AXkoDxRvgeBM+wElqQxGEEZSXo+DkctiJudsYngHqLd3QPouO6eJow6UMw4F6+17cFh2kYOikv5PiCaZZseBkxWt+sM7cktahXJgnVtAPIGK4RCl7Uyq1zjRAbRVq85SXEVT+cR5lyxXze/BFCg3hluuoI02ouBpr28DWiGTn7ozFpKb9GCmz2mTbxkq7HdPauzA21llXDQGpl2zAPjTh7Qp+sv1Ugt60Hyo/hYts+hG6PslbUmZkqepXxZDyRS6rvQgbUQfYIj5YbK5SaZwq2B4IUdbeOgBg5yFArdbMcq5/XTx4hMaq2vD9WtXh+t+jUjqmaetcHEOjjTqpU3QhgyTxu1UT1hKx0Fr+nFyHpdyyI0X3PCnLcIZEwBngRNsbRHA+8XcIj6yEmNCUfyAw/x2ltF3fiUHl37Jr/5m4cvTwKfXclyHeYU8vj19IAOBflZEtQ1He/BHUDnikDn6B/2nRhkfBFhXKuxrZ0/Y+IR+Rcaj9aXyMdfRv74zpcTwjTmQ/pY+gXC10dU/anypPHLMzmLykD80PBaIRh9JospGL/zmqU+MJ+sGJRZfzGBD+S1ekLtj9FV0BvgyZ7OwwI7gboDo09y7dmZDupodOJ5Cnd4DB7PgS+qlLOOUtrGokd2BgdnoWQyKb7yDlsxhkdcsglfV79ksKByTT5vioqdFyzK40IOiQ9fkRPr6+gn7ElrhYaJnIPkpL32BnlfI+fgxK8FBYCrd11Fgebm08dZn07B0AgzLbherLAY5BMIAhANmJm50yocgekUmwbPSYcBKsC2c7EAYP1lnhRroV3/Uh28Gr0YBkIaA84knrzZbngqjYMrVNcYZA+TevQfDi3/20vD8nz4vI+3h8KM//gPDd373B4e7t7eHO3e30x6eLmv0uVO4vSmhMuvVZrfRjJVCC8nmkaPlk2QVkiiFNei8QtW1CsBLdr3e/f63DD/9cz8yfP8Pfsfw5S99Zfi1X/mN4Q8+/X8Nr7zymvJQW5RbzyPjp64GhHmwY3Nz0xMX12wD8wJEvslHO+inygv9+Awc4pHDnJnhVSx8EPuC8UEjZ6g4u1O7GkUDMB/GVT9tbW15Ber386gO+h6BZ1HgvCkU10N3XZNDDNjgIQzQn/P1u22E5RBidpEYXHyUnvycT7ABd37LCnNPBpN3NWCAyvf4Cvo46GF1Xrxkd5W20uaMifDX7Wvl4hdtiYc2lPz47UrVf+cO52x2lQeZw83SUnhQLtQJOujwjrN5m1tt3K43tJ038hVNRYN3R10ewyK7yso1KT/R51f0aNyCMwunSTHGgVgeZf3IeyA7Jc0lpvlkdgEBcbMuk4xoUR9BNK8G4naeJ3g577h24Ka4XPAWf8jLGIe/8Mm3sKRrkl7Qh4O3eAOJjIHwuPhMdNLFPfvJT7D5AuIqHj9yn6eJiQYnYWgpesZ6DT2u9EnlRfaQfXzkjj7BJe9UDuivrbeRtXMbNuA4osGtVs7RbZ6/MFy69KR5xlPa166+Zr0bemfbMmGMkVJfJIAm5J/XS6EjCM+7aivl4AGOcoylLPRyt8S8UprnRXTuSIOc+Szn68Y/Bbn9mXd5IcfwPPovuVrdui4aKJ7UOPqYc2+8P5NXv7BmR17QF2wwYDAVjqKndwW+Vj7G4oYWh9ZZiqetxKEf6kwVUPQAlGVRiCHNbgu3TanbfWf5T5syx9XtQdWnP9iSSb1goqmAIzDojepX46Os9EAQ9OXnAd7h6D/6Ln1lw0fxfL809EDHxOd50IhxGv1b3+CGHuYg9Ez1W+RF7VSJM6fbLVTJRW6h3lK86nId6msZbWUIsgNn/QV/TsnwwijU33HATm9opf66exdeI8d1OzXjMBCDjTJxFIf3ItuyGwOZfEpT27gVSjsC8ZViqmir+QX7nUKcqZFM5zgN6U4VDT6GMocr6fEnx8hRP7/70nce7u7tWIETSR+7vSoMk1OQzoSBrMii5At5GgdCjK6shFmVwCAmcU8KEsh5Qe59M8KhDP5ygJWDBbrfYRD0YUFoaMKjsqUsWO1xC+H8Jm8jf3J477e+d/iBj3/P8PRTTw3Pff7F4Q//5WeH116+rnY9EK0YgNBLo5j8otjBafyuSEymu9zJCKI82qZEsdOrzFVeKKt8W09sDh/93meG7/zotw2vv/7K8Dv/7NPDl57/s+H61evDnZt3hUV8xLjibJBohKfs9VQ7530AhQFvaRcDP4KXW9fQOQ0YxUtgzQutplEQtMu3gkW0J8DVfE6Jc3+7Mip4gk4aRXmiEHHF97qeB85xaKYZHtxPPyHoMQayW2raVQ6/5OkIKI2+mocDKTdcwcSF9AnlkLd1FKlkj4Pe7DjwhQy25S9dfsLp0HPr5k0fjmUxUO0B+nBByU/RW+lcFz/gOfXzR3ryzLaPyYZX28Q4PeNbJbdv3RJvcosaXlEu+AJVVxQdIXgYhUo+ymaXbI6WGRBN9vltfcCVLjPSLLSKPz1c2ORBFgwgnrrE7SpVSm0kqdoUQ8NgbUR5eCIZcRiZIRccadkUkUPGknGnAPp1+citna5RZihHcmKModwxJH3bBCtUKbwYG8UH3si5eKK+4hqZFTEOT5Br2g+eEUSTPcVTH/XDl+SjT5SuNlUe44RmaG9xQOGOy8TUA/0z1R+eB8eUrwy45Gl3MhRmbGciL/6fDMgrBgWLO3CxUPAnoKQXnnr6bcOHPvSXhvWN88PzX/zs8Pxzn9OYyCuEiubet/4QHega5BbZA5C7gzYezZMGhKut5QBw4aAtYepLfhztSxvTztzNER4twGNMIAPqN5dBtkIvWhLjmzhkJDwqPrtiFXHAf1JQXuTxCbs1LaY4k+j327Goo17RAD1Fr3Wn0eS6IKhDTPRq7hZUHnDA77rjlHaiE7lCJy97B5AF8/4+9WcXPrvswR16wKna5mWwoJPFHupLQJXf+A7Z2ABf8pwE5MkYCw8QTeijvELNAROytH2aJ0hjbiLMAmQc63hOZdzm6dL7B5xx19x8/onhne98v1+f8/orLw6vvPJVf2bP/aDy6cOUF0fV+8jHtGt2MqRW8Ph1O6qfcshX0RzeTn0Q3tF3NfaICw9z27WdpTvcHx6cQkeRp/RLlQm+uu77L3TTKjaFWn7qlctuY+Ie3T710dvOfeSQJ6NSMDA1ijACEeFjIPswrhysDFQlCDudnskPSxdldCBhtlBaKdcgmxoDzF8rk7HON7rK94OmBlsBeSJ8DHeo1LXoWJGxsrTMGTDe/CyL/+LW8KF/51uH7/2+jw5Xnnp6eOnPXh0+/9kvD8994avDw30xUOj399uqTBfsJBp06dWEBiE0sPODgUQeHgt/57ufHj7wzLuGt7/98rCnQfrZz3xx+IPf/6Ph6mtXh1t3OYjcXnQLryzcopCBSljVIpzVtgKuyxVPaCOueFJlKt48aLs49Ac+ior+GHc5KCMBgkdWYihOpcFfXNWFX2FgPgx/y8iuuHmYbdEcTtHh2ypy1Y6CGVwtXHFICTu13BLhXB803L7NwwtSDMqDcbl16bIVN+26devGcFOGXB1aBXqeAvPXANdFVwZ1q79N2pW/0ojD+X1aZ/KAD9fQtbsjw918mvjb45gNp46sPpnQWZWH9j4/dRbvWRBUGpD05A/ulk+jY3npzLB5bku8kVywq6I8GIgHUkyByjsBmJGYhHC0tY0046a+1BmofABjUmHTkluW0G1DDGXEROtdlshqdiEYg7ktT3mOL0z4U1e1EZj4Ej/XE68NzYDrYSoXXOFVV6bbfZyHyjv55J1oCoALF5oL+rxVfhbX5PfQxzH+kPXNCxckc6v+cs4tLxSyeL5y5enhI898z3Buc2v40gufG774hc86zcZiA/QFAE4cOEkvXQJw3ddbOgJHf6XPojsMigecX/+cZ7Je1jW4CFd9gHHxp/IPDsCpuaadOSq8NsTZUSoY+zJxE31xlimMt3ObXkjxwNPdO3e8Cw69Baaj0QN9BUWbAiPuSvWiocVZfwnIQ1w88Cee29jsvPlBMRnPfPHE45nybAcKXLbRTVn4nrjQUWHPFSMVDRbINDBT7uuAqdxxZav+2XS1RkmRCfPKycLlREb5shbVOXvGk8xsKHD+7Z3vkgGnefm1V79mA44zuSV34aPRpukjLKahh2pH5tvgq7FMmnWKIX0PlB6fHBDDkc0sWThkkskmGRrYmZwhamz7BOmbvh+mupK3fMuRkpCyWayL4dRb1j946NtdmhjGSjtlVY1n2xADjtVSBK9lEFTl/SrURpwMGnwGCoZDP8kDPfE4oMr3132eCtO5fd7KVzCGlS/v+eFdV4ceuHU7jW194jc214f3vf9bhvd98D3Dh2XUPfXUWzTR3h+++tU/H7BrH+wfKvxS8HFbanVpeOLKJRkGa1rVnh2uPH1Zq4cVP/n4wvNfGr74Jy8Mf/q554bbt+4OvOKCXSG6hEGMsXZKOKp9CoRW6VKzplNO1Ya+XdXWav+8q3gLv1Z29FsZcBot7otJcUUBk/+grYK59VK00WcGD0j5cqSVo1zlHXcM2nVB5ZuHHkddF/Thvg5yjuEWj9Jlp4DdB25Vc4bPrzygPWovL069ePGydyb4VNytm9eHmzduuG3zVBlfR2tf9wTQ3StL+D6NFwBeY7Qh/5T3ZCVc0JVPn4EjK8iqs69nooF+xHjjHB5jLjsSlb6IthhXx9Au7ed4/fF7evmcDV9un+N4oTW3Zg8Od1R2aqO/t6yyaaXqgH5rZly1v/hC5omHiwAakLVS0IwH4qw/qOcUMsvTjtwqZseU6lWX0uxGZXuU90Da3fdRwiM/Fk52La3Rvoh/cGCepUBoCf6iC8d1tXEeVwH04/r0vu4JZ6DSKh7H+MZ4W9885wca7t667adYy+h58smnho98+/f4Ce0Xnv/c8PwXPy8DLjtw0NfjwlmHyCG3hH3d4ideTnRUPR7/TcdXfPLSltmFqWoaTmnxi7HuOx3CXXrKdXLeSH85FykcrY4D5hGhfSjZYNMh9aCzUufYt+wkqT5um57bvDCsSU/ziqO8KkSGQ9OB1WbA7Wth4sDXp/PrXlG8W0R95CGurhPQ/2S8wWeMFuYacOYM7B4ZbbxVPaa/QX89n5Yx0GodxyFeG0/jbcPAkfInQLX1aP4JZ+XpYczvhVauQ2W7bkV4h+vKcl7bwtg+eHhvOL95aXgHO3Ay4F5/bZEBB+5yLSR8ze59JJgWFsJosCYXE6SOSackf2DqQx+/aR+cpw3ILPm4W6EZVblqTqV86ejCXdBkVEC66VKYnTckiq6MLkDmnO0RIPl58vT7Dn37dGYVQGCqHKQxBLJlzOCnYSZgpqaJCTCf+/0MShx5GXzsfoBjnlm9X2nVSFL6/LVCqnR8Bn7h4L64ucFjtitLWp1mFwRjik+C1VvVYXQGMuW5pYjRKUN1ZVmG2drwgQ99yHn0M7z/296reoxdeO4PL7/y2nDrhla59+4NL730ynDn9raFlfM8vAiR27EqaLrgg0HKxe3RjPhQ4VOeGRVtxDj4EoVa7ToJ4DF5qv0VtgJE+BcacOygovAKR3h4IGVohevbrDHiRmfBE3UqD/6KB/Bdv6oL3qSjzIqeyttDH0crCw9+hQtKMVZMnxce0751GWic/bm3uycj7nZT9MFFPDtx6+c2lP2BjLhb6rsb3oWoenqcfd0EqSbxxIQX80C/eTIS3+sYgScc8QT6KMt5pHHstF8Pu1ZvD+xKgY9xSH/InFbuZlAzNo9ZcWPoFK6JR3OgKMbQmdVNK0124NlhZnfAtzbaE1+0FUBMJ5wq612wSRlNoGulPxQvlNjiQkfBhAc6E096jDjxg5WMVrgYk7QfejJBp27Kw+tJ0U04khbjsGgPJFzpNQ5noa4nWgtngcuK9yOeGSBvjQ/yoj+hr/pjPn+g8hUsxn08MK45X3l+68JwSnrr7m0Zb7fvWLYBeDHuwJ2/MLzw3GeH577ILVSOOCBH0hdyVSe+9Yp4zy05dGFNVt4FVXuUQ3jDF+KpA5/xz50WruNqkVJ9UXxXfVwKF+E4/Yoe+pw2RYfJl15GN+f8FLyCn8jXVE+9YJ760euEycct+Q123jbODfvSy3du3vQxC2RbRVp9kw4NDdkFSV25LqgQbXA7SKuw/tU6G5pcRuYcaMbbuvTA8rCzvTPs3duVGtJYnhnD4MIjrmgx+g6ISNoI5mHLJL6Y382YKNrD80eDy7a+SjhlgwccSS+8E1R6eFBALLIirlgv0euzBpwWi9I1mxhw73j/wNdHXn/1xeGVV/9MfTrdJQFSb8LoI+Me29USFkHjCfQppF+oQMekfyeofIH0MXWGHz5318JgKD1FnsNTLHpzRjB8Uy0WVfD19QSnQ0rKHTiloyMkN+SGBN/G7mg5HlTm0vK7zQV3chEIEcUlVQoTmFA4SE0cg58PZU/AAJhlCDg8CDUYRyNO8awQKV+Dvtw8UNaMmGtIxZXroY+zL8fuDLcXqC/vM8qqbb5OrslD5yyrzDl27ISC216+3dBWFo6kq2wcZLCOKy/zIUq1Vwy44+rsgetSHIug8s8rF/yKw8eNStC3stvKVsXDeybE9HUgk553rexPjjrxAcI9zX242lh5Dbp2vIPJWzT3uIgzV9t1QeWpMgXz+Uhf21gfNmTEHR480CTGN295NQADyjmkRNmJu+idOODmzRvDjRucfcwh4uRNGwBTxABm0BEfCptbBEx2+XYlMgdenjRlEso5PF7Oym2T/uyGcNFGjTvX/bD6kEkMoz87Ds7XXpz7eIAqmfJWfX3bOH+xdvac2r4kXvGS1gPVyeJl1bdTDw73vMgA8r2+hFELJ618D5Xuurs8PV+BGT53tBEGNz63O1g1Y8ipRvdPjnnAP5RnykXvJNxD4YshynX8EVrbJij6juIymAezULQXVJ3BMY8H/DjiCxf5aWd03eNA2jTl5bbcha2LMuIwxHd965SHF/oxe+XKUzLgPtZuocaAq8VLtQEffVFx1h3SGeiNykN4aqP6WXVwjbPxVE7X6a+iYVoMANY9NjwKKiy+IECC1BFauG2FAQefeEqSuWSpvYTV58dw5G4LtjydzBOn635fJhsUGLa729seT0VztQNIPXGVVunlV7lKrzDg9hK2Xp3SeWcZT8KjF7jzs7N9R3mb/u1kUBxXHIEpbiGYPxPdhmbEgaPS+h2hbxyqfyYoHgDY8tlUET/kFU+AkYemm3j6kFe55Mn3g4c70skXh7e/833SR2eH11/52vDyKzLgpI8Y2sXHCWb5QwqowT4jUiM4xXhCA1fFp8gNEJ1SQL9WPa4h10vqY65bPRhxGIPwGvfAi+zSN+CPXk89GStAdBZ5ju/r4tsEE609tFgh7gRnhmGqDFyJCkHprKmCo5VNwIBmde8nxCTkKAEPQCmIkwAayvXXfbiPGwFaGj3Uxc4beaDBSqYpnR7q2rStrvi2KCtP0y1FRxkeN8ZxzQH94EnbKRcX46mg+FJ0Lqp3Pm0RfQXgw82XAebD5VAWBeAuHI207rqEaiq7yPV55sOFCyCuFHlWpcnH9ZE2trSCyltx/XUfX8C1P1ek/oL/9aAHtFTWe1r1YrBxCwU4f/7CcOHClvJlpyx5k5kmqBYpBnZKFc/4sOKYrRdIe5nspqcHDzRJsFiYdiCyO5n80Btc+OC28vZubAx4aIeWHB6GV3P8OhEeLx90YLyxsoyMTOWQBWg6yVD7i4TcNku7UeT47P5g2OY1AvDqKMCjqQ9n88xffzPg8fvkZPh68PRjBznhW6pnzvJFirzPDP10EraRRwvqHNMIN35VXPEv8pxxXDCWKdeuvz7o+ocdCU+K6Fn0Lw/D8fLiu8Pu3u3h7vZNH1fhc4D4d2/eGnbvsrudXRtuVZ6XUbuxqQWKxhN3DhiXPFDEUYv1jQ2HOV7BGVWPW80TGKwqoCmPOe8EeWk8ONLO7tI6RfLK5gHGG+Of+cQ7OYz/OUONFj8WNGNtBjAWvMCY+mzRguMvAppNdDJATtN1Cog3hOAB18liNBUW6fD/aB/M8uz/a3Ab5NCVLIg5Gyeqk0h8R/+bGxOPBrGqMXMRUCfmtYnKxEuIQZEJvyb+idCe8eS3k/AyuOr2KYrHRhwTlXPOwnzHVeMLd6UT38dVvEHhMhQZPEyq0OEcDd8ipvrskgYe+a0MqUPx4OkddZXfwzwtlC83f02eii/o079e6Mv1eHz/Hmg0pc/Sb2ws08UMMJKrTbg+3EMfV2HqWRRfDqP/OFdlgAr3ZXtXaQXVXsvY3j4RNsKRsQLTpj92xK5efd1Kn7ZtXbzo3QsMA9AEbwwHINc4+OCoI8BKC+WPkkZ2kBsm0vGt6hgeKltGbAC/woDyeNctD50wGbM6zRmfluXrgCrS8wxwmEtrXfFHHnyLMoU+hSUMOYsG/8qIm/TD12vU9fUDlD/JQRRFJLnmV03i0EafxYgLbXGz+Ofr+6bBo3ZG/oKh+rKcfryzyys+kDF2d5A7PwGJvJPnTQLdsKi0+2OBQH4jdQVaeaPmp3OjMadFRgvzgtoHB3x7li9TcKZ52w8HsTjDSEK8yclOJDtvvEaI8cf45EEGduEvXLigRdz54ZzC7NxzfnDt3IaM4Rhc8LaOAPV6sNpqUvHbHAdMbGAHUAu6M3m/JkD/sMgcC85wWHgty48CGlYyPyI6Hsj7TTHkqK9coO/z+f6fvy6glRmy8KsZOM67OP/jgjE8BjuOh3kePR5N6E0tMR2ibeglP+BwpOwi3RFZOs49LkhnLkDedfoRZFy3uEXGWw814HG1AsEo8rfgmhHnAbKgHHBSQ8aGtrz82uma+MLNtVc+bQIt3HVdPsDkySCH1rrdqsSF5eYdUDSZrhOg8gPknb8GerzAPN5FdfR5ZvILDXSL8uGBoh5I2tnwsfMfUgAvZvlRULhGfI8Jb6YMUGXmy/Z0zfOHMP1F39GPKF9W0gWVF/ljJ+7O3du+vrC1NVy8/ISNPvJMdYOfsUE5/KPtQOlSDyt4HLhR1HxP1PR5wuH27CxfZ9tFGD6x88ZuIHlRClW33NepnYIxbafojHNdGJW5Lck7AVMPZ3+gkV1DKYY53s33xTcKx+OreIjATz/AkywyMHaPLpyAPs78b/wOL78J8E0z4qCraJundbpeFOewHDLOd0l5oTdGWxYNWXB+s6DqhK/zeI/vvzcL4JM7EW1HA33hcREHfdw1YVeNccRrQm5duzrcuH5tuHObd4vJwNveHrbbOyEZqyoUna+xi9G2fvbssLG+4bOyvLsRx2292qljocZ4p0w/PuaBsefzdyrLHMRcYsPSu29pg8dnM7DGsQpPy+iacXNMyUAWdPw4iXHg+IsE94MDzVdIbRllRF6F/SseeBcOXsTadtiOPN31owB8Y/XfVAAziDvkptUt4EJaBfNNCwo56ybfRWEX7qgR1/ODvJlb6JfjXF9+FlcP5OyAjPOZuzgxNNufKrhAgOcZPtOJAtKZZA8kzEy04MBg8mTb5SP8qA6sdN+m6/JRFrwMHMI2GNll0GRVwMSlwiMOHHmZhClLGZx3JzrcFZ73C/o29DCfD1iEq1wPi+KKP0CfflzeoovdFe8EmR/hyeha2d7NGx29q7geyFtxPZ7CAcxfz8OivPNl+nABbUC26DdoQK7oy57GKsdTaNevXfOKnQdeOADOipwyhTp5y01lJzjlL0Bwi4RyKGg/3XaQ2ziuV4MdH7osgyNOaOpX9YTZKWa3KWd0yDfRPl/3o4GSixRbzoHktn/kQZnYfcOhkiQXoYlduCiTiY43DyOOR+KaZG5stxpCHPKI/gGXjXS5x4PHpf9R+b5xPhwHi3h8XBzv18Ko4Dag2JWD8ZK9Xg/28kpounp8oC4cuMqfB+IqHVewKO/XB+Ba5GaBNrNQwwDjVSGMR15qzpO4d2Ww8X1SdIK/ISse8aUWG3JypO/IsUPH7v0DdsgkY94N11ywKlwcrOeWKw9C8EAEt2Ax7LhNi3HHFx0Y/7xjLLvomnt0beP6bD78jwHHjjq9AIuKTcWv4lU91HMUFN8MOfOZMelxOatDFvHnmw8n17FY57SAIPLCGGcxBv1zd+G+Ybn5fxPUFptwshX8gNnhwANenI3jwZ8j5pV4l356XIDX5RaDsHWZEKBOiPoBCTBY6ADf9mJybPE9pINmXcWXj1D7dmoZcRosPoOg8OMCtHmCxs3RSTyOSdMG3DEGin6cn/JMBhh9TBIuIxrn8fbg8p0PEKZMlRvr6cLzrtIWQZ/HuyVqTw99uQr39RcUHj+1w5ki8DARtjheJjg90TMLVbY35nqYr4+w++UYGgrqej4eOC5+EVT95PVtVORKtNKXNlIUP08L1xhbN65f9xOr7LadkwHHqxj8oI6U5XyZAtOkQchbwzlATh1MDn4BroyvKkZ5DlyTPa/dyc5WgHZxwe1Adt4I5ym6tJm2t7oMs7QcR9txMDesXb1xCH/O5FAfC5z4uY3K+J7GY28cPAooSXWLXA99O/qwn3Yk91glgZKJaRzUOF8E4JtwTrjfPEDPNwMPAJ7HxzXJQaAMBHZ5kHfvvklfKaPTZ9t+FMLNNw89bsLpl6nuNw/HUbWIYp5uVF2SFR5Q4gENHuTwq0J4YGEnL+kVQS2/QDSiI5CfmoO88NL4hYcYcxh2O3d3bOjt7e4N+0rn29zIv+8aifcYixhxPJzA7dhNbsXK8RUMXsuzsXneT8VDm7+Qw1lWkd84JDJm+Vc8Qw+9ecj4XQzfCN5vDKpJTTwacBG9HCNO7S+WjLwIX74hljz2OFtUyeNXLOkX96VH+TKECEZvypRXCnWXD4SealvxYbFL3qnsYtAoUIZyHaSCWQAtvxhN82eXjsI0qAtqoCNqDCCUDw6onTifi1OeedzVaFzVvcih0Gv3jTo8iIsOxZk1XX5qYRJm943rMt6SPXkKKjwbP0sn4DY2g2femZ4GXAN9HUDlLVh0XTTMu0ovR32Ta7tuTpvo66HiKr6/RokVrj4e1+c1HY0WoOgC+jK4gvnrk6Bvb18Ov2QKObBMqW97ICv5KMunbG5dvyGFve0zK7xm4byMuOVVZHDqJ5VoTrIivNyqybdo87URviEaoyK0VHM5xAyvJsO72gftGCCcr8lt03pgwQrACObd5FV7T4bk6Yd1HUynchRnjLVqp/Kr7shFvn4QOoLJdwceA1C45WzI9df4Ld9xoCyqP7lm8rLUBIlvV0wPI03j/fEXf28K5vTjNxOKzwVc93F1jUPm0FVnzpwVD+psVR4QKyj5GHF08uK0R8gPpWZzZJw51NFVQBzp5d4cqJz7t8pXuK7nQP3BLgefYTq3ccGv6bh372C4u50n0KejARmPxT/ExNdGolRlKZ12X+MU3YFe2JdBt8c3lHmvpBZ5+LvCzZOsxXPvBqNn2ofxfbZuK+dq19Y3PLbRQbzGiv7yRoUWiHxiKt8EXczLk9ybAvP1EYB8P7aMn5RPdB6p7ijtkzz5yuEewPHmZQkA8eO2Z74erh+n7qkOntiX9EiD31eM5OKQ/kUnVZ4eHzkYr1XPce7RoBrIOM/gibAJpjiHyH9EoFLxNJBrQpgjtqUzsTEQWAkBCHt9hov0YwW2xYOtcuCTn7Io9KyyujMhSpvogoSEGYDkxx00o5J3dwE1sMGLc/5WdwGTSu1IFvT5y/XQX8/jA6r8PDiulSVcOxCOd9K8wSa+S8kU/1NvhIpJkvSiBf84NwLXrQxupp4uDh/qocth+aaxxfWucPXucenCzePA+KYPARtw4g/xBfRXL4+5nXp12LlzxzKwubUlI27LBt3sIBOoriVeFaIVP99m5KW8uJxZK3oUUvb0jcJKm4y7ahdpnP2MoRhHnqRzHUNOPlYPePlrZ1mo41Fgqls+40yMfzn/RqBeNmoe8gdtqjPx9M+y6/W/6XaxY6BSTiDO9fRA3j5/6jIfdZVfoojkfyoNz+ErtPu21UrGA9dA8THwGLSdBGO1BCYaTobHzfd4YJ6obehHjAXeb8nCgV2iWiCQXu0H3J+AjfEET4K+PL/FwxjOXx/0dMzCN8gXoxWd6ms+a3Ru4/ywsbGuMX9vyOfDeJAjtyudc2wTZab2kYqbl0i3WfoHPcJ8gOMTcxht29s7PnZxR7qCL77cvn1ruM1TsKqXl/NShh06DDXucjBaMdw2N88P5y+yONzKTp0c32TlNSfsHvKxeF7YjU4o/TxBo7f1ZY2Bor93i8DxanPGUrlFMI/luHzHwdH8vNZlFipP6WzGp+JQVMpK22ohkheFLwJw9HX14YL5PIvgUekAeaJzDdA00lW+2tJkStpbjleJqA2KWx7Up21hyXybNlNOcljK+QgozfU+HiyfXTr/rF982wpF4Al1hDuN+Oy8oSghwxOtGY5ygUhiq2FAHz4BmnCCl104kIWaCWrglaFkowm/ruWTh9UpwNY43ze1cVGgeihDnPHJ9btv7KYw+bsM+JurwVPgsvb5VRqo9Ge+tLyVZ1FZ4ki1r+vKC1S6w+3aviNUR8s/lcFHMNpVl44zX+T89J7Se+MIFMULHPHlCsawfNfEdctb5QqqrHE1vvfplX/eUca8U9j5/DvVBZCv/AoXOF8D1y+fiY7dCoxxFOuUh/a2oOFQedqunYy2s2v58Dbglz77TFh2eHiRNYeZueWZ18rkqwoB2o0feczH6HMbHxcDLbxZaqtvvlN4iNPajcL8zSuJ4GzXrqvSqhHtWpd8kxQeRjdUGTnQtjB1LJ864/bwgWoUDoYiO2zUlebA42V5jHP1I5M4GLg2IoH5zIXqNGL6njxJXtRHJLsUZZ2ePJRPKBhTNDHtQpmc4nLUU0ZF0Quvk5a6gr/GfvKWMcx1P5lXeg8zO3rK58tWZ6WlvqnshK+noeKmtOOgyhfOwl/x6CrOXZ3jiwsaX/4kVNv9JU/lA3ocG+vnhitPvXXghdbXrr+uBcsbSs+47/XnCA0X6Ggq4dxWn/L37a7w4jijI2RX7zwEyl8M1c+Vp5Xxn8aiP48V442F+h0ZVCMvnBF5gNbIhV2FCYmX0aXQoXjKoLMawWNb5PvokNLQlXHMK+iV+36vKboDHcO751Y17nnN1PadW74Ne3CfsS88kje/j1N6id175hy+M5vPa/Ghf/RFduTR1aVHeoBW42r01fUY76TW1uac6BaTiTCXLXOBccppfLhMyzc7RuaB+OD1H8UaTYnHq7IkghZiKzVl8Hla9/z5LfNm+y5fEbmjkdvGbsOR8Z5yccC8XzDlGflAmD+H4e2UJzDlsx5r4CgbmtAuvju28cnX6EZd86dy5EyS5lzOw1He7SZHS8Pn13H5Syx18xs5fRxYXl++8CxU9QIwdQRAAIQJk27HhCthTjnITiNTMZG4RxGRdHLaaBIwsFBU8zsngHFTd3ed+hRWfpRL7aThCidQuMif9mUQe9dPjvwYfaMCENio6GiYqU+OFGXh13krvcr0Zfu4wgE4vrvuofCRWvhbgj2XlXAxAUYZTTQA+C5XZZ03BlzRA5QRB1QaruefItxeZXQ8eBPd8rfyQIWqfI+zh6qzB9Pc0UJ9PSwqAxRuUqGFNtOv0EDfTnXP0sA1HD54KCUso4zvNa6tnR7WtHIm/h5GnHw+x3ZmTYaPmk0cK37fQgFfU4jUAX0YP/4wuzLnw/Xhub+jp5W2CqksNN1vZVMuinPqv7Sm+fSdJr9EkSfRTpLnol3TgkPO9OAr2elMJNzCGWy42kBztCJAn6wCxuCyJq/I14ScEo0OOepN/RRMTn6Mg7gG0OB+UZ7GLodTVr9WktX2cik34ZrGQDzGmi8FKet6pshZcMVyKjubD2TlAlUPMNZZ6e2MZJUf0yu5q37C0+qeq6euC9+Uvy8b441Jn3NXyDXGAWe2kO1FUGXByZcann7L22wsXLv2+nDt6mseF/N1mboWR325jS6Bbzu/8/qQcLnxWninPPiz+Y0dGaC+Md9igJQyNE1XGx+cP2VXi3bR/np9CLrb5VistnZUWeurRI1xOCiwD90K2zlSDv2lNMBts+MqbeSPTSbKs+sGPdRz17tyd4a9fV5zsjfcuy/n2677MvgOsqBswy4PPkzz0GjcaaGIMch85sW3HH4Ox4t2/UkKTab7qANIhk63kQhdOGwDLekFyUMfG5OvdUGw5au4R4EZM5aBP7C86OgN9+Cn3tQN7zbPX/CtZYy37e3b1juA6aO80RPGBxf+oyCZUi+yl/JZGDhJUHkmHiat2oMPvVwQwzXlMxZG/SngKnmRK82R1mtsevHuSsIs1FP+0OdJhJBo/U30ALqYuT4eltdObcmAI3c58NKYwpB4K1vqdmUZECbdOwuUSUNo1NRRBfPXQPA6RIOD3KsdcOOYhIFUG7xVd4WNpV0j7ACDGQVVu0CGhj9MT51Y/Oy2EMfuG8qAfEVLQd8m6OvrpA2EoQmovK6n4enjeihDhbRyJ10DnlCtNRTGgAC3hIFJMPgW4GgrKYuVyoQOwuSd6Kw6uO6dQWkON5+85nGld3lNRcvXUp0ebw6vYOYaGhQ2vYTxHR3aHgWmq+FCIdIv3oVryn0ebFB4kuJhg4Ph/kFeBnzmzLpXxkp1PpSMcvt2Cu9zqh21wNQW6vfny1Q3kw9fNcgkhIwEBztuZbxVs/DBknb2eOM8vZBm56vRLQLwpG3kUS6PccwyFjmnxSN2EURD01tQRU6Xc17ozXhijHuX0HjkgZM+qxU6znxq4ZbHYV+agkRD06hvFOclKsDk1IgxJN70JORfsGSsVd6Gp/V56YYJihjygM/BBshdQuFXwkCPgzD4Ky7XDo5pCtmlDsKTfkhZBQ2Jm4B6MxkU/gKuyyHLfgHt2bPWU7wWg4dnSrbIUzgqXOOA81hPP/0OyfPZ4fq1V4fr19+wbiTfPL/C29RNfyRtwlv50+YJarGmhObB24w5aCR6LCPfaI+FHnfqxVfPt503Pkwf4w0+oLurfuhDDxadvqZNCvfXI70C8635vmZ8oSdb3Ei3Ab5xHb7gY1BiWLPDyfm7bRlw6JHhIeM8u3bQimPhB70sAtnh37+X83TcLRoNUOhkN094cTM7dau5sxCjjnbRzrRPlZkevKk96bsk0ea0tQeKTsczyNjK1+98Abd7DryokaexnYeQ4Fs3/xrow9QXUF4ZpMzBm7xUnR24O7eOGHDwPBQBjb6jRC2EGlsUM79EX3BNchWoa9oQPgVaXv1aCysPPPK4cyww0ZQ0KhPfzHT1F7xxnqa3g9LFgoNy5Td5fUxYPnvq4rMIw6oGBoqd1QCyDRFBSpUAYaAZWFagGAE1kSVfvr2Zj3iH8QVVvodJGRTzEHYcxhgda6Y36DG4nHwcYe/ayTFIGAhlvIHHk6muqSfMZYBkRUsZn3tTOZ5QKhjpUv1+m7byjgaB8oLDbmR+ylQ52lDxPdRKy3nkUDbU4bpa+YLC5XY2vkA3SpyzFWe0WlMmtbeEKeXLQavDzUcuLXjKSlNpe32jD54V751X9QLlA6al0VnxtAV6ipeUrzx9vkVQafiUX/OqM+cR3YdOnfiKW3Td10GYdtNnWb229511fatczS8em40GFOz9g/tq07nh8hNXhgtbl9xGvhdaL0qFh66TQYqymtAZHw85cDuEPFwztlDE4S/lueVFGvRSpnY2JkTs4vmWilZvTnf/dhX5+iSYxcduGsoSvOwCQoMPejc6yGteuJpSwhrlqtvK1HGiZVA/Kw4jTEVVBsryh4ChqlSIBJAKa9em9mvtUcahI/nJLX5KBFpu4alyFYfPRIG8ITcAvC2gDP0O9LIBbmMr3rc4bmnDn/k+OB4oP+ku+ITeo49zG2wyEEw/lY3QtwNIep8HuUXmCgf4GGM8+Ug+npRkBy4yTf2zOPCNg+86i0c8nHPlytuEc03G22u+hUqfVhnaQB11jeOavuPWNC+jrTFJWtXR87bC/BKeHPRnhwkcyB9xzt+z4RhwP4LUE/3asMmrPDY2Vf6hz6L1nw1zXqBrR4Wpr9pIfviCjuCa29EmqoFD7dJ02sdRDy7twuA4u7Zu4433x6E7bt+6KYOsHa1ggAggo3y/vkl/vg0rfvqTUSQqK3Sw+eCHJNqcZD3Y6oVWeAnt8LMMPPiK3DEW+O6q5XCFnf7Q2S+YPMAhq10aFIY288ttk3yrnpVacILkEUCOJTYSWtbsckkGV85obHEWjIV10gB6Sjk0n2meVz+c2zwfA07G24wBp7+S1ZJJwDSa3pMg6eBIWONCtMCv0NmXj5wEOkILWl/yS65pcUNcaC3o6YLdXJoGxydNSxE5dDvntDUu9Id2MjTvcWD5wpmnn0UYEIq4TKBUlgHbchrqgsaWgmyTmQAlxiADH8JXK7CUm6cqDJsXDuJqcCGQle7BR7qvkq980jBCGJjUi08qdJyV0uMdPfc0IBxPfjnSwE+cd+w8UCK8ymTc7Lr4RY7yPUjkMlii7ClbT+sVPT2Q3tOPQl23wbTiAUpa0UOdhaPiFXDYTvFeqWxuiu4Y2z4wK8fB+gz0KCmgaDLfcAic/tJfKHi2/Nf9NnLK7e5K6SCIqmisU66AtgDgJB6f8kwstAc6yicdQ8dtADo8QI+XPLzPCjyrJYPCg6FaeAoKH361s6DiKIfs4PoJh124asM8kMcfyFbj/TLQ03lFgz+EvX7O7WRc8CQat0VqlSrGuoyDric8XxZvzY82mXO+hbSDB+wU8J468dZkpYxDKmcUQue3uK8wuVAOowtDqq24AapMsWOADMnEFxX8YfhTUcZVkPN3nH8r+lEphK1w/Bd/ZZlbwezbkQ6NKBvoCS3IU51pMw8It7Lt0rrPuyLEHbIIklO7LEcqT68Ym/EQCAaHwEtAhMVoCh3IGoqffmbMg2teruKHTiHQhWqqvuMaukTL8nLOBEYRV3rKF4B7fDI3nWdgQj3tg+j0dfRn+jz6CAgtPd4ed4+r5DcvjWVnhj4/rTC7b6sa/+zeYMBNL+0NTdV280X50G3oPcbT5YuXhieefKtpGw04Fn3wtidF4LjmI8PI//nzm4rJXQrioXOe3+N186vt0AIe6qYut1F8AmKYLAJToPzUQ5AX9G4M5zd52vSs4jivvKc2oOtLD6efoQ/gOu2brgGu4RFjGoMY2WFuKJhvh+s3RDa4Bod5rEU0OHDwGcNrZ3fHRxOiIzp5joCPE7qjLDsY/Zl/QU4afPFC0jtz9+2zYwedLNZ9dtb8JT+Lh+xisQOILFb/Y8zBdxtT8ENEpD0dESaTNIJpLGN8RcY+C08KUN8skLsH+Fz04KEf0H8Ybup393nf76mHcizkoNUGnGjd3rnjc3A22owXqjWmpL/qoS/iYiBOeI4CcS0epguLd/vEH+ZP+h16CyY9QZjfSsOHM/L1L+3uNuUoDH2mdqs9eegi9YU20WiUSQc/9ZMHHPBYoxOqXB/5XUb5udsRTPk9CZaYXBgACMiuhI+D2TCbzscKn5CkIQD5i5GVDvPZFWJwALPMXUSIGg1DjCNAx2I0MSDAQz0wmniuUWqnJKw1GEsQuCZIXtMmF+UjY4mBIQhzAihJ0gEMBJdrBpABX/k9uISbJ4zYqseRF7ykFdNThPZEmVS4gDATzbmNnF+puCpLGUXYVdl+xxBHG1FelGHleevWdX+Q/UD5uJ1wRv0Fn41rIUTJ4xjwW1sXbAyGd+lPGER6teE4gAbaT5swREPPLfMJ3MQzaNlhNJ7WTmAeL/zgvAeTw+3GYyYo4lFEoS94oKvnb+GqfkA+kB3KkUZfYcSBA7oqH7zogbxEo7C2LlweLl56QgNjebh67fXh1Ve/JtruDU89/fbh6be+3e0e6xXDGI7BGTrU8Mgq40ArUgxHFPv+PjsmMmrb7e58BgPFOdFitJSX0cRAPniwK0e5fZO8jBLjTd/j2HoURGkuexePcZm6oJ+J71iANMYnikT00hf4Dw/vDQ8Od4ZDJiiUvnGqf4yXMUmcnFATY7/COPHHu3esPGmH/qAiXKAPiqbyOxAC+IODHr9EVX0BkLv6BB+XndKMsfHpPmdMf0Ezu26rMt6ys9jrOoHy9dcu4/pBUn2uUtJ7yBcTLUYF7uCAOwhZ9KVcaDsOgisLRsY4OA2Kx/D19zr54oJkn6emy3ij3Ax+hRkD0MOilPHIWEKXjMZnQQv2pFU6+Bgv5zY2fbsS/jApFfR19+DrLo72sxBitwm+QBP6AhmBP0zN5rOLzeIyuE7mojWN63PGxy44eg89wcICXYM+p17aDR50dk9fH0Z20HvocAB9QgptGt2MjmFeqF2wyGjdZWJsUSdjCR3Ig03MN6rNtNM++AYe/fBvyHnh6IlednzeVnWzYUAbqM875Q8434chxyuLdv3i4R0+HbaN47UpeecdOhQDEh7BZxaQ62f5msS6jbu1NRbK6EctlrVAXLHs56xurA105Krnfs7fEQ/J4dw8EFsOoHycdY74gOF3/wG7ibzgXHoYo2VFdVIfIIZANzjSP3KdPAZ39GEe/GKMhqfp64bnBEjfI4sxlqEtslwOKP8EMCOQLTZwZBhLF6MD3bcj0fHdFPwWXS9JV2/CHe8CovMeHmpBfyjePMxXOsDXTLoUfAwQB/LuLIQot3civKAYFckIE7HTWaoAYfDcv4cRJYHH8jSW44ghPjhqgOEwpHJGIOfYmIAPmjJGKEop4oxFPp1JPlzdBiW81+EpWsnvQSYfvKQr0a3qcTKAqI9zJqyAcOCu1hQdBT3+vj6AONPTtsadpjj8cpSJME/Q46A+6AEH5yyg209Iqr8Q41UUosjpy/T49aP0un5oY53H4jEqWm7/QmvfrrqGxz2gCMHFJEF/0a6C6ifSXV5xhWfe2SBSu93nDQ/xxIEHNw/FK/CXb6ewZVCu8tDH4KAefHAD/eCn7NLKkr+JyKP+6xt5zF89KcXMZ7fueOA/+eRbhkuXrggP40L1pXgDt1KTSeSGSeVAvOUA88FBFDA5vNMn4436Q0voCf9jEKCooPuhBraWJc5CXowfJnT/4be2HIXgzRhkxY7MwVfweMg36vWruGqH2BA+EuCcHn8KcgtErLQicryMOQxNVpS5lWBMTVEJqKPBRCHyjtP4HCdD6KE1+JQ52tcjUGXD9kByTx+bRyJwES9MaZMNkuArk1Mm1dAFrdxGRu85k5lBCk7QhwVVD84y44mK3W/kLLur6D5uJYF9keweB+BEXmkXusJxGnOMMy/cFGaM8GLZSgfSVwFkjjrviy/kPbgfvRmD4fEhvDwc9u/vD9vsKAlf4ibo610E5GcnHZlgNyljIPQAyMKJE7CykZU2sUBFv+3t3ZPhtm3dBR6OL2CwemHf6MPP5K5ruXm64TELsp2dXfORdPNI8aVLAMc5PO8yRqELowDjdm8vX3lg521pOXMHEEOh8VNFuWJSRzwYN2yewNt7kh125/NEOrmkQ9i1V/t6eoykGZTMRexActYOGYbHPMzB+budne3oU+Ytzeue09U2KoduDDR26nj68wxP3ft1Jmx2YAyrz/QHb/AxkkN56DgZqr3Rs9kUoU0aX2o0cV7A4ZIxPA9niJmB6oM8rc/ci4OO6qeSofmyPT7lY95TiF1n+E2dxBdvK2/VN99Wx9kaAw+0yBbwrmTaBByhQNmLxoeSA94S55em69oLX5Xjk5aybow1PJNcaXFrPam/xwG1nqrToNxPRyHR6aVoSe9WEkZMQ0s5kk5HoFQRYiYdssDYiYiU7aFwpemVDoP7VSbMRpiK8TU5wgAGKo58Fjh3TAAlhnGB4aUMdtRE+ZXTmYCtLBGgVrd94cV3uPkWPCkjf7pGYQZGdVyVLToqf1IDXGOc8NQYdRbuHrhyWfl9WaBwVh0AqzRWkrTZn2lBSFta+QW8jwdDj3gmHfqKD7pnda78GgQ+nNnyF8zjAYhz++QIB2fOyWAk2bAkj/L2bSlclOuBHdXKX3g4C0d/u8x8/q7uUriFmzKciaHPHaP4wuPVruqq8lYizaGQeRfTmhQaK/ozp1eHM5qYT6/yofCV4daN14Y3Xn9ReZaGC5eeGM5vXdKkcVr4XYUgLQUvtw1q4j58IBoP4BcGLwa24jUuonQoS2ElHtIeRzmsH0XTLoyk3H7KoepJvlEQdq1e3CyQIgNFikZLG12iNNuOkA2xjG2fZXPO0Jn1X+gKbxVSRaSRd2lgNSwlg1J2/VGgLtPo4TdOvyNt4FQLTmF8UDbpBZnsyNPwUQ5aiAIXyY0OFDE6grFk3KbTGQ2EyU48xpWv3c+a6CVjplH1ocPY3bCuM/E4/YPTYTnQosuam/SgLo0XWilDv+Z2KmEb7CQY8GlX2nYcsGtIu5iYKctCk081rWjCfXDwcLi3S5tnjak+7Bq4bvQh82tnGUu85iLGihJDv9rBdbVlBhTPAr2edJ0WeYthIQ4B+P3netUeGWHZkUv/JBpaGsnQRCssC+xOrQ5rp3OEBZ2F4UZb0DPEofPRGf2OG/1raoy80SBXfXUgHqP3WARnIhcordoQnRJXkHDSIZzF3pk1Hi5YM133ZOjS35mzoIHx7wapTsZtyQk0lRxAW9Pnwm+DjluWGLzuf/gADu50tboNaRe43SY5WhwDNJswsvuca1+GJWOEB68w6GjzPm5fOtIGNXO8yktukRXOH59mZxFjQoboyqoWBKviLWe0NOa9wDrEqS2tDQFoKZ5RM/zGh24M3jP65e0Qza5wSv4wbCT5DqcsePsxphwP2akiDy1VPfqrPk2+nj+zQDJ5WAzf9xEWxkHS6sFLU2PaiWuJhuDOX9oDvQfChV5NraJHSZU+Ol1OuCiPFqYNcqqLoy2SXBm0mnuWuKtD/fCCMlO5yc0D+SU3FgKERx2HguNpGDqdlqd+MhLGdQSV0hMZFR8iiJuIIC51VNl5ANeUPuaTTxhHOsIGXdySQtgscFp5MYBJi7WfhtpvruIAcGGI0V4UIYMZwZ/J03zqx/lJLvmsgsHHQGCQF109jSmGcLfyDUgrV+BwixsNkRYPjnlwenMYCJz/od0YqaEnuEnvfaDwTcrJNcmxKmCHZqofcLhzBX1bK55rblnSF6xCy4Cbz1M0AH1aGd1cgYe29TuVvSvocQFF08jHcrouuQGQGfIiM8EBXVEYXFHew8K++gFFrNF588bN4eWvveiP4DNBXLiwJXfRtKYuFRKAkzqIZ/eN90SxG0N95PH4YJdKExh1jmeySkEbUYU1slS/b18pW694ACuNNKHR0MqNULhwrc9b3ijD8D3pE0xVCKfyPPDuHXVj2mGEskLXRMH2PwoHnMrNO+imwsTM4g20fnG7RdNUmaD0Ca7JWP21tpUPwAuK93ET0F7ah2NnnlvpyAB9gRGPo99TX+mtNnI7nPKrf+TCM8L4AGU1hjBIhI8xQBxjoAzHAH7vgOm68iF30GzxEGCo8Mks6mbi3dvfG/XVNI4DJfs1FgBee0M457LKgEPmla5gXx6oa/wxrcvTpxfMhyf65OiH1j42Bhgb9IN3luHhKMQu3WiSh6xxNorz1BivWgj5ac3792zUxqB7aIOpH8+MO7dQ4XJAHza9jXehMXG4uqtUcxs8zrxXeSBR/ay2sNjDcLzfds84euTzuiD0T+pMKACOQQsYL35G/MKoMcVtYtpNGyOPzuJ0E2AsYAuNs22yZ2BXED6zI3z//q4Ss5P/4KFkx+OAF+crza844e4Jblv0c1yDnVLlF78PH0IXdgHnrc/KsJPTgpbr3HaVLvUxiBXVIf7LGAlNkAtBMUZ8Bk6RGGHejTOxwg+x7RdQSf1yTd9kHGTcNRmyLBFHNnhQ+uJkKD6lXvBSNi7IAMKFq9IChJkHoi9yzREY6HVYcZWWss13XQnDkwA2ShySgfG2dErj24XUHuTSelHXjuvdPIA0si/Bz8qITseloRAIHohqxJihE1I3zsTluhiFq/SKfxxI/skH3AHyMdAYILw4ESFjIJcB15crRYYbOw88ylcPITCBsiIt4wEoGo2LMg0H+VGi5GV3x4O0gXErTz2ub2YSbmVLmdU14Hi5oqviCyodKPxjfkXTZs550U5Wkhgoyc9kPxnTQM+L5An4bJr6mNU6IfrXTnypMkDhquseB8A1RhcOowvjljg7MjT6C2ePu6DiwMGtEM5vFJ5qP4C/KAxUuOeXftxO+quMQRQ8NFEnBhFyXkqbfKxQ9zTZ7XFgWMYXK9Udn3t84Hc7vfrqi8POnRvi8/JwTgbceblM2qnb549UhxcalhMMOs5pcUtUNFhxS+Y0hormcWzNAX3JSpj0B1pZyyxw2DtAHpvBUXiOADtGHjnUgV/jARl1dCsrHFIaNlmNTyGUiOmizzTuFFxeUv/49ooWPlbENGOZ1qSsFD68ZIcNY85H/HDzf6Rb+QamFJUxYeUA0cOv8BDKxBAaZ9rfyckEua7JhMkD4yHZc5vaiEkvvBQw5Lpc1RuX/uJMINfUq+olW0xUvMJoV3Hk0YUm+6lc78Lb2WvalEmPfkJWszA6MxzIINzd1Vj3Dga8r8mLMilLmdKFyGAO+7cFpzqQ9ALiyxHfh+fTJ4jsVNyisQyAoxyk4ThrhQHng/k2UFIuOyqUyRUQGtDteR8aY4nzYbw/jYc5GG++NdiMN/jU6z3r4GMAmkVZJkjVh7x6TmltaSgECbBDQ3zRSx0sqDhD5s0OGUTs9vPZrRiT5KnFWuMhPGjXgZIn+o0wryzS/KI/n4Gjr1Kg4VBQWYs2+rvaWnUkjPGGkcy55Og8IK+KApTXxpDGAg5DEuNOCzTOYB1wVu2A4x7McTL45GgT823xqBYq6LQ4Ftz47WsSPCjFzhK6qy0+McTzsEmMN+si0Q8P+KNxUzvSFtpnPdUBraDv1ANOL4huWwzkC27CvT6sulJfD04aIXTkKd4OnAlZIqzQbKEO6GNcAFqjEylD+VXh1vyh8qEp9dC8vo2LgXS4oX+MFF44SidmkqHhabwp5JdK1IFVGY4OBdzIkVlRBEVECKGTSmBnCZvyJFxAqAZj4QQwWBAsmBZBaR26AE/RAxDH4MfPCrlWA4GJbpVt8eDmlhpXGCgIceGuvKZBPuUj5HIKl3FYRhzxBYWj6nQ7KSM+uaxcpQPk8aSlYty6Axc7bwcaWIVLuZs/C4UDCB5d84/ygrYWb9eF54FyprMBNKA8UbIYXdwiLqjy5sFcW/B7B++QP3DV4duW0ek9LVVmEVReHDkqH74VkBz024hLSsuDIuMW/X3fLrp969awK2Pt9s3rfl/W7s620pVNZXd37wzXrr3mM3GawYcLF58YLlzI7VRuM/hWpzLTBhQxK3TjfrCrfu0Mf+uSyYgxqJmltGgyEwS4WBVz5kLUCocUwEj3PFgtTE7KemyjaMDg8AMUCiNnyZcQ2HBldKETHprvuOBCYTsfBoR4Bq3IIxS5OfrBuTr9jC4NGx29Y0mTok+6CuhyzGOgpgkq2uqG7GM+wtMrO6pO6I8jLnkTz45snVPLBFO3hFIWWSiZi3M7Z8iZ6iZIXiZO8nGIvQwqJ3dZJyDSHOtcoOQXOV05c3o4c3bdbdvd5sxr4e7L9GXTdo5CMCYhmSemc25X+VojJgNA7USndI0LDzLOkyc0kSXZQl/FPw7AZ3aF2Plh19a3rSgrR7iMJHAHlkw/uppxFL3LJ6rytCI6j3j4wqIcWilf9KA/exorvfIo5HDuOkztd5zkovhT8ci+xw0ohevMWRmjp1dEkwzLe9xivu2503nU7zlPqTYugYciaqeN/YZL7Su1SB3oDBY07OCxU9ZIF1C+lRO473VdtBV96av42XmTwSVeo9eIJ3/pFWFpfoOxrgLqQMMwP3JLGF7Df+YaGakH3CrGyMPdx/DJAAAKFUlEQVRRz7SYoH7OyvKqGow53jl45vS60qFdrdZi1I7dLPGAOP5maUKBRN6KOOif8qjcOLaK+FzPAnxKiLpSnnzBE56RYVb+j0LSkBXyjlUWmFeKR2Za3gmotxyQOuOgD3mJAe07AqIpAJ6TaJqFJYSWA6YMDJqbpyw4tMwg0WSKECGQdoSLOQhRDJYMBCJDZA2MGIFp9VQmLg1RTLt2agv7HMccEO9bpaoPB72sLoljUu7PQczglCPOeeR8S00rnbofXwIIFG4uUXwYegAKA2MHgnlSDEXiNOpRPN+9c52U7+ouACc0UN6+oKe10vPiv7S1cFT+rKqyCxMDNOc/oAVg94i4yt9D4SucgM9jkZd4xJyBJRmqPCXkfZmxHQJoII24MrqKHvoGB/6xba1cD5Sv3TZwuIyAvPCZOFxPA2ng7IF04isfNfXX3r1tvPEntsbB0oOGk8bBjp/s4iPWd/3hag4mo2Q573L44JTi9oabN244Hzu6mxfz1Cqrcsu7DDfaQX1wNueHUNRTnaG3XRQoLhMAMq6yslZKcbAjsbTE+RjaI3llLD4Cgl98V9m6ZUj7Ewue9MkY13zlEi38Yuiy+4cBigGJjFNKitoPA6CIaSPKS+WUtqT256GGCXfwTo6PPFuBU05pfsml2nrKfVrtIu8cWO8QjxwnimyWXsfrsvm9vPRgw3MJmmMAwFffCjJ/aA+OySX5gXlcfR21Yw0hUz5hkHyha9i5PY6WHsBZMk1ZjBfGEWOS8cHiqI6IBN3Ub30YWWNxW2HKkM5xC2TVq37lBY9KdTgmqHRc6YDKhh+XiKT1bZ+AOI9n5gI4b/pVBoPOixP0CbSCo3ifpzt5YIFdQ9oNj9mBFApXXnrYZ5LPnjVej20qVfxEc3iKK/qmsHLL6+mOsYQsJY+vFXaZNq9hIMFLdDzfoLUePkD+ScdQzQNZHvMq7p1m4wU/FIZXecdizuwSz90gF1A0ckMbYhylH4C0ievISfClDeCJ3oBe9A08QgaZx+FPfx7zJIA+8Ec+GKOAaWDBeSoGR5xkEqf6wG+nMPMq9IAnNMM3dpI3/DQ19oV36dTXMjlVC3oR2lq/uf+olbrpC3x0EfkIJ294Qx26PAHSBmXyHYnUkfaQmtu7PRzFhz2CTzkCwmFaoCH9znV6ab582jC1o9kHXonqysY+/QW3c8YQ0ribQdzjwPL68qVnaQRKg3vbPInCtTvGwkBlEzIzgDhF+bCjFbbCYjxKByEnse7Fw6xsvQoTxRSYmIY/DTryMig32udiiCtlhlCUwJMfZEzuCG3F0fnp2LwYlocOGBAeeNyik49CZEu+SHBnJjQ6b5mCs5WFBgYut1LBQxlWhpwrwXgro807TmBoOCfcgw/nFz04cILbu0PCAZAdsvpypXRwTI7FD3YGcYRJY/cKv3iLX3wpRzp9Qd9sbW35JZT0HxPFWa0sea0CPO7rLKgwOCsN+mkLNDA4oYdrFBt8Bqregj4MLnhX/IC3nG/BJ60MOEtJawvQ4+gBHPAZn/yFl9xFL/G0MYbVBKSTBmp8l1d9q1r5r3KQV8qTW1gPpaisKO8/1CTCK1BE92kejZci9mQSOWVhEL7DIyZj+BC+TjDbDqFwTNrLihZZ4bbsmseaF1VatZHvKLjU6DwupVgwPhnXPPbOxElZG4hWLLOlKIHPLaZSSeAhBTrgn/kznn1BDtiRC39Iyd+Ec9aJp6f4RBn55awAmxKVI34CShS4RGNXdAL9zM4XfOVMEjIzyS06IfSjNEdQnKtSkHbAG16vQB/TRusza2vhaO1vlaoctCIfhU/0mjfgIS3yBy4mcvJGPy1aVBXuCcjDax544nJ9Y93jiSaAg8P7Ja9B1Zcv+jIuMZCgh9vd8IRbkZcvPzFcfuJp8Wp5uMaXGK69LrrIO42nGlvGI5+28P43PwGqMH2Pbsb4wDDtoWTavO90x6HmD485TUyWHzl4zqQHH9nFMh8lB8gQtFIXRho6JAsYIMYTabQJOvqHpnCMv0UL/4KSDfBwBIV3gQGRn7yyir6Cn+7jtkgi3Q/viO6N9U2N9TUfpeF2J4ubVdpFv1sWc1SC3XZ/R9Qykn4xUyHPMojeAz+7ZpkPjIMXfktXIHvWe8pPXkONryZzY7wA9NDJDhj4wkd0KHxmg0b0JKd/J6hrpaqNHgPSV9wSzVk3+iobOugLt0OAn+r5IQ6Kw7Pc4qdtuYYn7nfxGNkhDTS0gzTGHDJ2jldaice7fEpLi2fbvkrjgP+KFq9pH21nrLFr3qpfCCSE9wF0OfLHa87AKR3Crd92N6vaVbwNcmAqX0EMUNNtHYj9Ay9CV5UyP9TOqj/8SpjRFTlFo6GPwUObWBQjF5wPnR1fgUbAHCyfPtx41rtQCCydKKHMwcxs54bZc4WVb2rslAaTYUgZJADCA4AiaHpcwTMxUE1hwMjHOEKIKV8D2rnII4GnDq92PPBEe+vgnmnkJY240bCQ4VWKwYOeFUGjA0fn1Ed8wV30e3dNDsOEs2fV8VUf4LDiiK82FUAzcdBd7QJHHcSdB/LCCyU6TB7K4LimbNHD7dTKM++KnzhlMVCOeHb1eC0BZzl4Jcl94YI2AHy4ggpTtvBRd08PYWiBz6RnwM3CREvKAH5FS6sP/hCPQQo+8gK9T7667sP4tKv6DTykEyaONOQAyAsxVYYdLUlWUIQmngJDIbku5cgtDnhTK33JNXTKMWH7qdUzmbThCTyEn0y64GXFxYBOe3u5AFuc85F0SPuIw8gq2hhT4pGMt9oxjryGl0cBRE2BoPiNN/WaDo93RzoOZTIDqn9CK3rgo4cY51lEGYYkDzdAH1WYFmUVOpV03GJIPVZuypw/IbbCwlXBWXr8pOzY1jZGFXYfijbrAPWFdUKY2PIC+JQVjV7hmkg76MikQjjl6Df4MxY39BcNlzKkHH0TOU5cZMj6inYa0Wz5qX2VRrkYKflkUt4DhuGG82KIDjBQFlonqHrxpwUEY1W0KIDRdPnyU34oAAPuxvU3TCPt6MsDjJHSGdk1jt6ps2uU47qHKotfrmS9v9NRabw2g8UQdXhXSXVgdDC5YkTFCKIPWj/KUWdoDi8J+y0DTX/OG289LbiKa4FxfvEL3i072elPFn6oV76MSyZ/jGuejoduzsPyUInbKPlxCdHLd08fYBg7ChnPzpGoC91GmzZFFqf5ER6Qfl901EvnkR8g+ZNe7QemcPgdA1RXysc1fKTf1J3KQQ0aN42eMthqB8kLHhutikcuFKYPfPRDSdBi3pDseqvuHtI275q6v2gb+pN25mXEyKcXkCM+Fi5rfoUTCx/m57wmhiQZxdAHPYpwfjnzyvqtaCGhhzn6jEttZKxDDLxqyGphBNR4mMcH78ThqEzw6p/idM8o1+IX4aLHfDiE9rgAhYIbjHRD9LzCJlcIwZ2K5sAZ5mAY/h9rzlVWwIR6HgAAAABJRU5ErkJggg==" /></p>
<p>The Secure Payments Task Force, a coalition of over 200 payment industry stakeholders convened by the Federal Reserve, recently concluded.  For the last three years, the Task Force has worked to advise the Federal Reserve on payment security matters and address payment security challenges.  Its work covered identifying the key challenges and opportunities related to improving payment security, including identity management, data protection and information sharing to mitigate fraud.  The Task Force’s website, <a href="https://securepaymentstaskforce.org/">SecurePaymentsTaskForce.org</a>, features its deliverables, including <i>Payment Lifecycles and Security Profiles</i> and a list of <i>Information Sharing Data Sources</i>.</p>
<p>The Secure Payments Task Force developed the feature <a href="https://securepaymentstaskforce.org/learn-how-payments-work/payment-profiles/"><i>Payment Lifecycles and Security Profiles</i></a> to help payment participants understand eight payment types.  This educational resource provides perspectives related to:</p>
<ul>
<li>The lifecycles of the most common payment types, covering enrollment, transaction flow and reconciliation</li>
<li>Security methods, identity management controls and sensitive data occurring at each step in payment lifecycles</li>
<li>Relevant laws and regulations, and other references, as well as challenges and improvement opportunities related to each payment type</li>
</ul>
<p>The <i>Payment Lifecyles and Security Profiles</i> cover the following payment types: <a href="http://www.ludwigrobinson.com/blog/wp-content/uploads/2018/09/Payment-Lifecycle-and-Security-Profile-ACH1.pdf">ACH</a>; <a href="http://www.ludwigrobinson.com/blog/wp-content/uploads/2018/09/Payment-Lifecycle-and-Security-Profile-Card-Present.pdf">Card Present</a>; <a href="http://www.ludwigrobinson.com/blog/wp-content/uploads/2018/09/Payment-Lifecycle-and-Security-Profile-Card-Not-Present-CNP.pdf">Card Not Present</a>; <a href="http://www.ludwigrobinson.com/blog/wp-content/uploads/2018/09/Payment-Lifecycle-and-Security-Profile-Card-Present-PIN.pdf">Card Present PIN</a>; <a href="http://www.ludwigrobinson.com/blog/wp-content/uploads/2018/09/Payment-Lifecycle-and-Security-Profile-Check.pdf">Check</a>; <a href="http://www.ludwigrobinson.com/blog/wp-content/uploads/2018/09/Payment-Lifecycle-and-Security-Profile-Contactless.pdf">Contactless</a>; <a href="http://www.ludwigrobinson.com/blog/wp-content/uploads/2018/09/Payment-Lifecycle-and-Security-Profile-Wallet.pdf">Wallet</a>; and <a href="http://www.ludwigrobinson.com/blog/wp-content/uploads/2018/09/Payment-Lifecycle-and-Security-Profile-Wire.pdf">Wire</a>.</p>
<p>The Secure Payments Task Force also published an expansive set of cybersecurity and fraud information resources, styled <a href="http://www.ludwigrobinson.com/blog/wp-content/uploads/2018/09/Information-Sharing-Data-Sources.pdf"><em>Information Sharing Data Sources</em></a>. The data sources highlight intelligence reports, payments fraud trends, best practices and benchmarks, and additional resources that can help organizations address payments fraud risk. The <a href="https://securepaymentstaskforce.org/information-sharing-resource-category/data-sources/"><i>Information Sharing Data Sources</i></a> is also available on the Task Force’s website as a searchable tool.</p>
<p>&nbsp;</p>
]]></content:encoded>
			<wfw:commentRss>https://www.ludwigrobinson.com/blog/?feed=rss2&#038;p=139</wfw:commentRss>
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		</item>
		<item>
		<title>SWIFT Cybercrime: Who Bears the Loss for Fraudulent Transfers?</title>
		<link>https://www.ludwigrobinson.com/blog/?p=128</link>
		<comments>https://www.ludwigrobinson.com/blog/?p=128#comments</comments>
		<pubDate>Fri, 16 Mar 2018 18:51:03 +0000</pubDate>
		<dc:creator><![CDATA[Ludwig &#38; Robinson PLLC]]></dc:creator>
				<category><![CDATA[BANKING & FINANCE]]></category>
		<category><![CDATA[CORPORATE]]></category>
		<category><![CDATA[INSURANCE]]></category>
		<category><![CDATA[INTERNATIONAL]]></category>
		<category><![CDATA[LITIGATION]]></category>
		<category><![CDATA[Arbitration]]></category>
		<category><![CDATA[Banco Del Austro]]></category>
		<category><![CDATA[Bank Customer Contract]]></category>
		<category><![CDATA[Choice-of-forum]]></category>
		<category><![CDATA[Correspondent Banking]]></category>
		<category><![CDATA[Cybercrime]]></category>
		<category><![CDATA[Deposit Account Agreement]]></category>
		<category><![CDATA[Interbank Liability]]></category>
		<category><![CDATA[Malware]]></category>
		<category><![CDATA[Salvatore Scanio]]></category>
		<category><![CDATA[SWIFT]]></category>
		<category><![CDATA[SWIFT Fraud]]></category>
		<category><![CDATA[UCC Article 4A]]></category>
		<category><![CDATA[Uniform Commercial Code]]></category>
		<category><![CDATA[Wells Fargo Bank]]></category>
		<category><![CDATA[Wire Transfer Fraud]]></category>

		<guid isPermaLink="false">http://www.ludwigrobinson.com/blog/?p=128</guid>
		<description><![CDATA[In recent years, criminals have launched cyberattacks on the international banking system through the worldwide bank messaging system known as SWIFT — the Society for Worldwide Interbank Financial Telecommunication.  The most highly publicized heist involved $81 million in fraudulent transfers &#8230; <a href="https://www.ludwigrobinson.com/blog/?p=128">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p style="text-align: left;">In recent years, criminals have launched cyberattacks on the international banking system through the worldwide bank messaging system known as SWIFT — the Society for Worldwide Interbank Financial Telecommunication.  The most highly publicized heist involved $81 million in fraudulent transfers from the Bangladesh Central Bank in February 2016 from its account at the Federal Reserve Bank of New York to accounts in Sri Lanka and the Philippines.  There have been reports of several other cases of fraudulent transfers involving SWIFT.</p>
<p>Sal Scanio’s recent article, <a href="http://www.ludwigrobinson.com/blog/wp-content/uploads/2018/03/BFS_1217_Scanio.pdf">Interbank Liability for Fraudulent Transfers via SWIFT: Banco del Austro, S.A. v. Wells Fargo Bank, N.A., 36 BANKING &amp; FIN. SERVICES POL’Y REP. 8 (DEC. 2017)</a>, analyzes one such case of fraudulent transfers via SWIFT to illustrate the framework for allocating liability between banks.  In <i>Banco Del Austro, S.A. v. Wells Fargo Bank, N.A.</i>, No. 1:16-CV-00628 (S.D.N.Y. filed Jan. 20, 2016), an Ecuadorian bank’s computer system was infiltrated by cybercriminals who were able to steal the login credentials of a bank employee, logon to the bank’s SWIFT terminal, and cause at least 13 unauthorized transfers via SWIFT by re-issuing cancelled or rejected transactions that remained in the bank’s SWIFT outbox and altering the amounts, beneficiary, beneficiary bank, and destination.  Between January 12 and January 21, 2015, a dozen SWIFT messages were sent from Banco Del Austro to its correspondent bank in New York, Wells Fargo Bank, N.A. that enabled fraudulent transfers totaling $12,172,762.  Banco Del Austro alleged that these transfers were unusual, suspect, or anomalous because they were inconsistent with the bank’s normal activity in its correspondent account at Wells Fargo. Banco Del Austro brought suit against Wells Fargo, asserting causes of action for violations of Uniform Commercial Code (UCC) Article 4A and common law claims of negligence and breach of contract.  The article discusses the development of this litigation and analyzes the legal theories of liability as applied to this case of SWIFT cybercrime.</p>
<p>For further information, contact Salvatore Scanio at sscanio@ludwigrobinson.com or 202-289-7605.</p>
<p>&nbsp;</p>
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		<title>Federal Reserve’s Secure Payments Task Force Seeks Feedback on Payment Use Cases</title>
		<link>https://www.ludwigrobinson.com/blog/?p=104</link>
		<comments>https://www.ludwigrobinson.com/blog/?p=104#comments</comments>
		<pubDate>Fri, 05 May 2017 22:25:12 +0000</pubDate>
		<dc:creator><![CDATA[Ludwig &#38; Robinson PLLC]]></dc:creator>
				<category><![CDATA[BANKING & FINANCE]]></category>
		<category><![CDATA[CORPORATE]]></category>
		<category><![CDATA[INSURANCE]]></category>
		<category><![CDATA[LITIGATION]]></category>
		<category><![CDATA[ACH]]></category>
		<category><![CDATA[ACH Fraud]]></category>
		<category><![CDATA[Card Not Present]]></category>
		<category><![CDATA[Card PIN]]></category>
		<category><![CDATA[Card Signature]]></category>
		<category><![CDATA[Check]]></category>
		<category><![CDATA[Check Fraud]]></category>
		<category><![CDATA[Cybercrime]]></category>
		<category><![CDATA[Data Breaches]]></category>
		<category><![CDATA[EFT Fraud]]></category>
		<category><![CDATA[Federal Reserve Secure Payments Task Force]]></category>
		<category><![CDATA[Malware]]></category>
		<category><![CDATA[Mobile Payment]]></category>
		<category><![CDATA[Online Banking]]></category>
		<category><![CDATA[Payment Card Fraud]]></category>
		<category><![CDATA[Salvatore Scanio]]></category>
		<category><![CDATA[SWIFT Fraud]]></category>
		<category><![CDATA[Wire]]></category>
		<category><![CDATA[Wire Transfer Fraud]]></category>

		<guid isPermaLink="false">http://www.ludwigrobinson.com/blog/?p=104</guid>
		<description><![CDATA[The Secure Payments Task Force, convened by the Federal Reserve to advance the safety, security, and resiliency of the national payment system, is asking for feedback on a set of payment use cases which together map out the lifecycle of a &#8230; <a href="https://www.ludwigrobinson.com/blog/?p=104">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p>The Secure Payments Task Force, convened by the Federal Reserve to advance the safety, security, and resiliency of the national payment system, is asking for feedback on a set of <a href="https://fedpaymentsimprovement.org/payments-security/payment-use-cases/?elqTrackId=7A44054A204F10A17F367428C0C9CE54&amp;elq=1941d6ba8c3a473c9317d5b775919801&amp;elqaid=11683&amp;elqat=1&amp;elqCampaignId=" target="_blank">payment use cases</a> which together map out the lifecycle of a payment for eight payment types.  The payments types include ACH, Card Not Present, Card PIN, Card Signature, Check, Contactless, Wallet, and Wire.  The payment use cases are intended to provide a common foundation for the payments industry to understand the landscape as it exists today and the associated risks.  Each use case addresses its respective unique payment flow overview, payment type operation, overview of security methods and associated risks, inventory of sensitive payment data and associated risks, and overview of standards.</p>
<p>As a member of the Fed’s Task Force, Ludwig &amp; Robinson is seeking feedback on these payment use cases, which has created an online <a href="https://www.frbsurveys.org/se/3FD0ADC72413656A">Payment Use Cases Industry Survey</a> for that purpose.</p>
<p>In addition, the Task Force is presenting Payment Use Case webinars to provide an opportunity to gain a high-level overview of each use case as a supplement to the <a title="Review the Payment Use Cases" href="https://fedpaymentsimprovement.org/payments-security/payment-use-cases/?elqTrackId=7A44054A204F10A17F367428C0C9CE54&amp;elq=1941d6ba8c3a473c9317d5b775919801&amp;elqaid=11683&amp;elqat=1&amp;elqCampaignId=">use case documents</a>, as follows:</p>
<p><i>Payment Use Cases Webinar – ACH, Wire and Check</i><br />
Date and Time: Thursday, May 11 from 3:00 – 4:00 p.m. ET<br />
<i><br />
</i><i>Payment Use Cases Webinar – Card Signature, Card PIN and Card Not Present</i><br />
Date and Time: Friday, May 12 from 2:00 – 3:00 p.m. ET<br />
<i><br />
</i><i>Payment Use Cases Webinar – Card Not Present, Contactless and Wallet</i><br />
Date and Time: Monday, May 15 from 2:00 – 3:00 p.m. ET</p>
<p>You may <a title="Register for the Payment Use Cases Webinars" href="https://information.frbcommunications.org/PUCRegistration201705?elqTrackId=F8512D599807A3D31AA60845C6C2F3DE&amp;elq=1941d6ba8c3a473c9317d5b775919801&amp;elqaid=11683&amp;elqat=1&amp;elqCampaignId=">register</a> for one or more of these webinars to learn about each of the payment use cases and provide your input.  This information can also be found on <a href="http://fedpaymentsimprovement.org">FedPaymentsImprovement.org</a>.</p>
<p>For further information, contact Salvatore Scanio at sscanio@ludwigrobinson.com or 202-289-7605.</p>
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		<title>Cybercrime: Maximizing Opportunities and Minimizing Threats for Financial Institutions</title>
		<link>https://www.ludwigrobinson.com/blog/?p=101</link>
		<comments>https://www.ludwigrobinson.com/blog/?p=101#comments</comments>
		<pubDate>Thu, 27 Apr 2017 21:44:05 +0000</pubDate>
		<dc:creator><![CDATA[Ludwig &#38; Robinson PLLC]]></dc:creator>
				<category><![CDATA[BANKING & FINANCE]]></category>
		<category><![CDATA[CORPORATE]]></category>
		<category><![CDATA[INSURANCE]]></category>
		<category><![CDATA[LITIGATION]]></category>
		<category><![CDATA[Account Takeover]]></category>
		<category><![CDATA[ACH Fraud]]></category>
		<category><![CDATA[Attorney’s Fees]]></category>
		<category><![CDATA[Bank Customer Contract]]></category>
		<category><![CDATA[Card Network Rules]]></category>
		<category><![CDATA[Cybercrime]]></category>
		<category><![CDATA[Cybercrime Reporting]]></category>
		<category><![CDATA[Data Breaches]]></category>
		<category><![CDATA[Data Security Breach Litigation]]></category>
		<category><![CDATA[Deposit Account Agreement]]></category>
		<category><![CDATA[EFT Fraud]]></category>
		<category><![CDATA[Electronic Funds Transfer (EFT)]]></category>
		<category><![CDATA[EMV Chip Card]]></category>
		<category><![CDATA[Malware]]></category>
		<category><![CDATA[Online Banking]]></category>
		<category><![CDATA[Payment Card Fraud]]></category>
		<category><![CDATA[Salvatore Scanio]]></category>
		<category><![CDATA[SWIFT Fraud]]></category>
		<category><![CDATA[UCC Article 4A]]></category>
		<category><![CDATA[Wire Transfer Fraud]]></category>

		<guid isPermaLink="false">http://www.ludwigrobinson.com/blog/?p=101</guid>
		<description><![CDATA[On April 6, 2017, Sal Scanio presented at a webinar, Cybercrime: Maximizing Opportunities and Minimizing Threats for Financial Institutions.  Sal joined panelists Alejandro Mijares, Manager, Risk Advisory Services, Kaufman Rossin, P.A., and Roy Zur, CEO and Founder, Cybint, in discussing &#8230; <a href="https://www.ludwigrobinson.com/blog/?p=101">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p style="text-align: left;">On April 6, 2017, Sal Scanio presented at a webinar, <a href="http://www.theknowledgegroup.org/webcasts/technology/technology-lpm/cybercrime-maximizing-opportunities-and-minimizing-threats-for-financial-institutions-live-webcast."><i>Cybercrime: Maximizing Opportunities and Minimizing Threats for Financial Institutions</i></a>.  Sal joined panelists Alejandro Mijares, Manager, Risk Advisory Services, Kaufman Rossin, P.A., and Roy Zur, CEO and Founder, Cybint, in discussing how cybercrime affects the financial services industry.</p>
<p>Sal’s presentation focused on the legal regime for allocating liability for unauthorized fund transfers, including wire transfers, ACH transactions, and SWIFT transfers.  He discussed several key and recent cases under UCC Article 4A that have grappled with the breadth of the “security procedure” defense, applied the UCC test for determining whether a bank’s procedures are “commercially reasonable,” and addressed circumstances where banks were considered to have or have not acted in “good faith.”  He covered applicable regulatory guidelines issued by the Federal Financial Institutions Examination Council and the New York State Department of Financial Services, including recent developments on reporting cybercrime.</p>
<p>Sal’s presentation also addressed the continuing trend in the payment card arena in which fraud liability is shifting from issuers to acquirer/merchants under card network rules and recent suits brought by issuing banks against merchants for data breaches.   (For an overview of the evolving payment card system and developing loss allocation, see Sal Scanio’s prior article, <a href="http://www.ludwigrobinson.com/pdf/ScanioPaymentCardFraud_New.pdf"><i>Payment Card Fraud, Data Breaches and Emerging Payment Technologies</i></a><i>, </i>XXI Fidelity L.J. 59 (2015)).</p>
<p>Finally, Sal outlined a number of practical measures that can be taken by financial institutions to reduce their legal and compliance risk.</p>
<p>For further information, contact Salvatore Scanio at sscanio@ludwigrobinson.com or 202-289-7605.</p>
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		<title>Eighth Circuit Upholds Ruling and Allows Attorneys’ Fees in Favor of Bank in Malware Wire Case Where Customer Refused Security Procedures</title>
		<link>https://www.ludwigrobinson.com/blog/?p=75</link>
		<comments>https://www.ludwigrobinson.com/blog/?p=75#comments</comments>
		<pubDate>Tue, 22 Jul 2014 19:10:12 +0000</pubDate>
		<dc:creator><![CDATA[Ludwig &#38; Robinson PLLC]]></dc:creator>
				<category><![CDATA[BANKING & FINANCE]]></category>
		<category><![CDATA[CORPORATE]]></category>
		<category><![CDATA[LITIGATION]]></category>
		<category><![CDATA[Account Takeover]]></category>
		<category><![CDATA[Attorney’s Fees]]></category>
		<category><![CDATA[Bank Customer Contract]]></category>
		<category><![CDATA[Cybercrime]]></category>
		<category><![CDATA[Deposit Account Agreement]]></category>
		<category><![CDATA[EFT Fraud]]></category>
		<category><![CDATA[Electronic Funds Transfer (EFT)]]></category>
		<category><![CDATA[Malware]]></category>
		<category><![CDATA[Online Banking]]></category>
		<category><![CDATA[Robert Ludwig]]></category>
		<category><![CDATA[Salvatore Scanio]]></category>
		<category><![CDATA[Security Procedures]]></category>
		<category><![CDATA[UCC Article 4A]]></category>
		<category><![CDATA[Wire Transfer Fraud]]></category>

		<guid isPermaLink="false">http://www.ludwigrobinson.com/blog/?p=75</guid>
		<description><![CDATA[In a recent malware case arising from a large fraudulent wire transfer, the Eighth Circuit Court of Appeals upheld the district court’s grant of summary judgment to the bank. Choice Escrow and Land Title, LLC v. BankcorpSouth Bank, 2014 U.S. &#8230; <a href="https://www.ludwigrobinson.com/blog/?p=75">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p>In a recent malware case arising from a large fraudulent wire transfer, the Eighth Circuit Court of Appeals upheld the district court’s grant of summary judgment to the bank. <i>Choice Escrow and Land Title, LLC v. BankcorpSouth Bank</i>, 2014 U.S. App. LEXIS 10817 (8<sup>th</sup> Cir. June 11, 2014).</p>
<p>The bank received a $440,000 wire request purportedly from the customer, an escrow company, for transfer to a beneficiary’s account in the Republic of Cyprus.  The request, received over the Internet using the customer’s login and password, was authenticated via a secure ID token downloaded on the customer’s computer to show it had been initiated from its registered IP address. The customer, a common malware target as an escrow company, had been attacked and its purported request was unauthorized.</p>
<p>Significantly, in establishing online banking services, the customer had declined the use of “Dual Control,” as offered by the bank, requiring two users using separate logins and passwords to process wire transfers, as well as daily limits on wire transfer activity.  Subsequently, the customer inquired whether foreign wire transfers could be blocked to avoid fraudulent wires.  The bank advised that it was unable to stop just foreign wires, recommending again dual control which the customer still declined.</p>
<p>On appeal as in the district court, the customer argued that the security procedures offered were not commercially reasonable because none involved transactional analysis whereby wire transfers are subject to individual fraud review.  The Eighth Circuit disagreed, affirming thatit would be impracticable for the bank to review every outgoing wire and that there was no genuine question of fact whether the bank was required to use transactional analysis as a matter of reasonable commercial procedures.  The Eighth Circuit concluded that the security procedures offered were commercially reasonable for that customer, observing:</p>
<p>[T]his appears to be a case where “an informed customer refuses a security procedure that is commercially reasonable and suitable for that customer and insists on using a higher-risk procedure because it is more convenient or cheaper[,]” in which case “the customer has voluntarily assumed the risk of failure of the procedure and cannot shift the loss to the bank.”</p>
<p><i>Id</i>. at *26-27 (quoting UCC § 4A-203 <i>cmt</i>. 4).</p>
<p>Turning to whether the bank had proved it accepted the payment order in good faith under UCC § 4A-202(b), the Eighth Circuit described the good faith test as follows:</p>
<p>[W]hile there may be some evidentiary overlap between the commercial reasonableness of a bank&#8217;s security procedures and its compliance with reasonable commercial standards of fair dealing, we do not believe that the two inquiries are coextensive. While the commercial reasonableness inquiry concerns the adequacy of a bank&#8217;s security procedures, the objective good faith inquiry concerns a bank&#8217;s acceptance of payment orders in accordance with those security procedures. In other words, technical compliance with a security procedure is not enough under Article 4A; instead . . . the bank must abide by its procedures in a way that reflects the parties&#8217; reasonable expectations as to how those procedures will operate.</p>
<p>[T]he focus of our good faith inquiry is on the aspects of wire transfer that are left to the bank’s discretion. . . .Where, as here, a bank’s security procedures do not depend on the judgment or discretion of its employees, the scope of the good-faith inquiry under Article 4A is correspondingly narrow. . . . [T]o establish that it acted in good faith, [the bank] must establish that its employees accepted and executed the . . . payment order in a way that comported with [the customer’s] reasonable expectations, as established by reasonable commercial standards of fair dealing.</p>
<p><i>Id</i>. at *29-31.  The court concluded that the bank met its burden because: (1) the customer was aware that the only time the bank’s employees saw the payment order was after the wire had cleared its security procedures, (2) the customer was also aware that the employees’ role was to route payment orders, not to check for irregularities, (3) the “payment order was not so unusual that it should have raised eyebrows,” as the amount was not unusual for the customer, and (4) the bank was under no obligation to review the memo line of the payment order. <i> Id</i>. at *32-33.  The Eighth Circuit contrasted this case with <i>Experi-Metal, Inc. v. Comerica Bank, </i>2011 U.S. Dist. LEXIS 62677 (E.D. Mich. June 13, 2011), where the district court found a lack of good faith by the bank in allowing, <i>inter alia</i>, $5 million in overdrafts from an account that had a zero balance.</p>
<p>Finally, the Eighth Circuit addressed the bank’s counterclaim for attorney’s fees based on an indemnification provision in the customer agreement.  The district court had found that the indemnification provision conflicted with Article 4A, and dismissed the counterclaim.  The Eighth Circuit reversed:</p>
<p>[The bank’s] counterclaim seeks attorney&#8217;s fees, not damages stemming from the fraudulent payment order, and Article 4A contains no provision allocating attorney&#8217;s fees between the bank and its customer in the event of litigation.  Although awarding attorney&#8217;s fees to a bank under an indemnification agreement might reduce a customer&#8217;s overall recovery against that bank, it would do so for reasons extrinsic to Article 4A&#8217;s attempts to balance the risk of loss due to a fraudulent payment order. We thus conclude that the portion of the indemnification provision relating to attorney&#8217;s fees is not inconsistent with Article 4A and that [the bank] may seek attorney&#8217;s fees from [the customer] under this provision.</p>
<p><i>Id.</i> at *38-39. Plainly, a bank’s ability to obtain attorney’s fees upon prevailing in customer claims under Article 4A may become a significant factor in the resolution of such claims.</p>
<p><i>Choice Escrow</i> represents another decision illustrating the importance of bank customer agreements in allocating losses for unauthorized electronic funds transfers.  <i>See</i> Salvatore Scanio and Robert W. Ludwig, <a href="http://www.ludwigrobinson.com/news-a-publications/developments" target="_blank"><i>Surging, Swift and Liable? Cybercrime and Electronic Payments Fraud Involving Commercial Bank: Who Bears the Loss?</i>, 16 J. of Internet L. 3 (April 2013)</a><i>.  </i></p>
<p>For further information, contact Salvatore Scanio at sscanio@ludwigrobinson.com or 202-289-7605, or Robert Ludwig at rludwig@ludwigrobinson.com or 202-289-7603.</p>
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