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	<title>The Americas Post &#187; Preventive Actions</title>
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	<description>The Axis of the Americas: politics, security, economics</description>
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		<title>Mexican helicopters hit at least 28 times so far in drug war</title>
		<link>http://www.theamericaspostes.com/4136/mexican-helicopters-hit-at-least-28-times-so-far-in-drug-war/</link>
		<comments>http://www.theamericaspostes.com/4136/mexican-helicopters-hit-at-least-28-times-so-far-in-drug-war/#comments</comments>
		<pubDate>Thu, 19 Jan 2012 00:44:16 +0000</pubDate>
		<dc:creator>tlc</dc:creator>
				<category><![CDATA[Agencies and Law Enforcement]]></category>
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		<category><![CDATA[anti-helicopter attacks]]></category>
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		<guid isPermaLink="false">http://www.theamericaspostes.com/?p=4136</guid>
		<description><![CDATA[&#160; According to official figures released by the Mexican government this week, helicopters belonging to that nation&#8217;s police and military have been subjected to a minimum of 28 gunfire attacks in the five years since the government launched its campaign against drug cartels. The attacks demonstrate the increasing firepower of Mexican drug gangs, but may [...]]]></description>
			<content:encoded><![CDATA[<p>&nbsp;</p>
<div id="attachment_4137" class="wp-caption alignleft" style="width: 310px"><a class="highslide" onclick="return vz.expand(this)" href="http://www.theamericaspostes.com/wp-content/uploads/2012/01/ejercito-helicoptero.jpg"><img class="size-medium wp-image-4137 " title="The Americas Post - As pilots like to say, any landing you can walk away from is a good one." src="http://www.theamericaspostes.com/wp-content/uploads/2012/01/ejercito-helicoptero-300x233.jpg" alt="" width="300" height="233" /></a><p class="wp-caption-text">The Americas Post - As pilots like to say, any landing you can walk away from is a good one.</p></div>
<article>According to official figures released by the Mexican government this week, helicopters belonging to that nation&#8217;s police and military have been subjected to a minimum of 28 gunfire attacks in the five years since the government launched its campaign against drug cartels.</p>
<p>The attacks demonstrate the increasing firepower of Mexican drug gangs, but may confirm government claims that drug violence declined in 2011.</p>
</article>
<div>
<article>During the first two years of the drug war, the air force, navy and Attorney General’s Office reported no helicopter attacks.  In 2008 however, four choppers came under fire, wounding at least one officer aboard.</p>
<p>In 2009, bullets hit at least six government helicopters in the rotors, side doors or engine compartments.  All of them landed safely.</p>
<p>2010 was the worst year for anti-helicopter attacks, with 14 hit and one crew member hurt. Some of the aircraft landed with up to seven bullet holes in them, with rounds penetrating windshields, fuselages, rotors and landing gear.</p>
<p>Only three helicopters were reportedly hit by gunfire during 2011, although that number may be higher.  The federal police declined to release information on anti-aircraft attacks, but has admitted that last May gunmen opened fire on a federal police chopper, striking two officers and forcing it down, though officials reiterated that it did not crash.  The Russian-built Mi-17 landed about 3.5 miles from the shooting scene in western Michoacan.   The two officers onboard survived their wounds.</p>
<p>Mexico&#8217;s police have deployed helicopters in anti-drug operations for decades, and drug gangs have hung steel cables around opium and marijuana fields to  bring them down.  The first fatal attack occurred in 2003, when gunmen protecting an opium-poppy plantation shot down two police helicopters, killing all five agents aboard.  Such attacks were rare, however, before 2008.</p>
</article>
</div>
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		<title>U.S. Border Patrol changes tactics against illegal immigrants</title>
		<link>http://www.theamericaspostes.com/4134/u-s-border-patrol-changes-tactics-against-illegal-immigrants/</link>
		<comments>http://www.theamericaspostes.com/4134/u-s-border-patrol-changes-tactics-against-illegal-immigrants/#comments</comments>
		<pubDate>Wed, 18 Jan 2012 23:49:33 +0000</pubDate>
		<dc:creator>tlc</dc:creator>
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		<guid isPermaLink="false">http://www.theamericaspostes.com/?p=4134</guid>
		<description><![CDATA[The U.S. Border Patrol is preparing to implement tougher punishments on undocumented immigrants entering the United States from Mexico, to change the revolving door policy that has been in place for years. Instead of simply being sent back across the border to try again, immigrants captured on the U.S. side will now face harsher consequences for [...]]]></description>
			<content:encoded><![CDATA[<div id="attachment_4135" class="wp-caption alignleft" style="width: 285px"><a class="highslide" onclick="return vz.expand(this)" href="http://www.theamericaspostes.com/wp-content/uploads/2012/01/Border-Patrol-Chief-Michael-Fisher.jpg"><img class="size-full wp-image-4135 " title="The Americas Post - Border Patrol Chief Michael Fisher speaks to congress.  Photo Credit:  CBP" src="http://www.theamericaspostes.com/wp-content/uploads/2012/01/Border-Patrol-Chief-Michael-Fisher.jpg" alt="" width="275" height="183" /></a><p class="wp-caption-text">The Americas Post - Border Patrol Chief Michael Fisher speaks to congress. Photo Credit: CBP</p></div>
<p>The U.S. Border Patrol is preparing to implement tougher punishments on undocumented immigrants entering the United States from Mexico, to change the revolving door policy that has been in place for years.</p>
<p>Instead of simply being sent back across the border to try again, immigrants captured on the U.S. side will now face harsher consequences for illegal entry.  These range from inconveniences like being bused hundreds of miles away to distant border crossings, to aggressive prosecution for criminal offenses in the United States or by Mexican authorities upon their return.</p>
<p>Young, first-time illegal aliens may be allowed a &#8220;voluntary return&#8221; option without facing criminal consequences.   Repeat offenders and smugglers, however, will be singled out for felony prosecution in the United States.</p>
<p>The U.S. Border Patrol is more able to develop such individualized sanctions now that the number of illegal entries has fallen sharply,  from 1.6 million in 2000 to only 327,577 last year.  At the same time, the Border Patrol has grown to 21,000 agents with 652 miles of pedestrian fencing and vehicle barriers in place at busy crossing points.</p>
<p>The new approach will &#8220;break the smuggling cycle and deter a subject from attempting further illegal entries or participating in a smuggling enterprise&#8221; by imposing &#8220;ideal consequences to impede and deter further illegal activity,&#8221; according to U.S. Border Patrol Chief Michael Fisher.</p>
<p>A test program in the Tucson sector has already dramatically lowered the number of illegal immigrants released to Mexico without administrative or criminal penalties, says Border Patrol Tucson sector chief Rick Barlow.   Approximately 85 percent of illegal immigrants arrested on the U.S. side of the border were returned to Mexico without any penalty three years ago.  That figure has now been reduced to around just 10 percent of detainees.</p>
<p>The customized consequences are more expensive, the Border Patrol&#8217;s chief has admitted in testimony before Congress.   Lawmakers on Capitol Hill, however, have promised their budgetary support to meet the additional costs.</p>
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		<title>New York police deploy remote sensing technology</title>
		<link>http://www.theamericaspostes.com/4132/new-york-police-deploy-remote-sensing-technology/</link>
		<comments>http://www.theamericaspostes.com/4132/new-york-police-deploy-remote-sensing-technology/#comments</comments>
		<pubDate>Wed, 18 Jan 2012 22:10:04 +0000</pubDate>
		<dc:creator>tlc</dc:creator>
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		<guid isPermaLink="false">http://www.theamericaspostes.com/?p=4132</guid>
		<description><![CDATA[It&#8217;s not just in the airport anymore.  The New York City Police Department (NYPD) is working in collaboration with the United States Department of Defense to control illegal firearms by deploying technology to detect concealed weapons carried by people walking down the street. Using infrared rays, the system scans a “form of radiation emitted from [...]]]></description>
			<content:encoded><![CDATA[<div id="attachment_4133" class="wp-caption alignleft" style="width: 310px"><a class="highslide" onclick="return vz.expand(this)" href="http://www.theamericaspostes.com/wp-content/uploads/2012/01/Scanner.jpg"><img class="size-full wp-image-4133" title="The Americas Post - Now Big Brother can see right through your clothes.  Photo Credit:  NYPD" src="http://www.theamericaspostes.com/wp-content/uploads/2012/01/Scanner.jpg" alt="" width="300" height="168" /></a><p class="wp-caption-text">The Americas Post - Now Big Brother can see right through your clothes. Photo Credit: NYPD</p></div>
<p>It&#8217;s not just in the airport anymore.  The New York City Police Department (NYPD) is working in collaboration with the United States Department of Defense to control illegal firearms by deploying technology to detect concealed weapons carried by people walking down the street.</p>
<p>Using infrared rays, the system scans a “form of radiation emitted from the body” on a person carrying a gun on the city’s streets, New York Police Commissioner Raymond Kelly announced Tuesday at a State of the NYPD event.</p>
<p>Known as terahertz imaging detection, the technology functions on the basis that the rays cannot pass through metal, thereby creating a digital outline of any metal weapon gun people may be hiding.   It is reported to be capable of measuring energy radiating off a body from up to 16 feet away.</p>
<p>Kelly told attendees that the scanner would be used only when reasonable suspicious circumstances called for it and could decrease the frequency of stop-and-search incidents on the street.  The news, however, has raised concerns about privacy.</p>
<p>“It’s worrisome. It implicates privacy, the right to walk down the street without being subjected to a virtual pat-down by the Police Department when you’re doing nothing wrong,” the New York Civil Liberties Union&#8217;s Donna Lieberman told CBS New York.</p>
<p>According to NY Post reports, the scanners would be mounted on NYPD vans, with the rays aiming at people on the street.</p>
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		<title>U.S. Peace Corps pulls out of Honduras</title>
		<link>http://www.theamericaspostes.com/4129/u-s-peace-corps-pulls-out-of-honduras/</link>
		<comments>http://www.theamericaspostes.com/4129/u-s-peace-corps-pulls-out-of-honduras/#comments</comments>
		<pubDate>Tue, 17 Jan 2012 04:14:25 +0000</pubDate>
		<dc:creator>tlc</dc:creator>
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		<category><![CDATA[spokeswoman Kristina Edmunson]]></category>

		<guid isPermaLink="false">http://www.theamericaspostes.com/?p=4129</guid>
		<description><![CDATA[Worsening drug and organized-crime violence in Central America has forced the Peace Corps to pull out of Honduras and halt the flow of new volunteers to Guatemala and El Salvador, that organization has announced. Last month Peace Corps officials reviewed worsening conditions and decided to withdraw all 158 volunteers from Honduras in January and suspend training for 29 recruits. [...]]]></description>
			<content:encoded><![CDATA[<div>
<div id="attachment_4130" class="wp-caption alignleft" style="width: 310px"><a class="highslide" onclick="return vz.expand(this)" href="http://www.theamericaspostes.com/wp-content/uploads/2012/01/Peace-Corps.jpg"><img class="size-full wp-image-4130" title="The Americas Post - Honduran criminals won't have Peace Corps volunteers to prey on anymore" src="http://www.theamericaspostes.com/wp-content/uploads/2012/01/Peace-Corps.jpg" alt="" width="300" height="168" /></a><p class="wp-caption-text">The Americas Post - Honduran criminals won&#39;t have Peace Corps volunteers to prey on anymore</p></div>
<p>Worsening drug and organized-crime violence in Central America has forced the Peace Corps to pull out of Honduras and halt the flow of new volunteers to Guatemala and El Salvador, that organization has announced.</p>
<p>Last month Peace Corps officials reviewed worsening conditions and decided to withdraw all 158 volunteers from Honduras in January and suspend training for 29 recruits.  That evacuation has now been carried out.</p>
</div>
<div>
<p>“We are going to conduct a full review of the program,” Aaron S. Williams, the director of the Peace Corps, said in a statement.</p>
<p>Officials for the moment are retaining the 335 volunteers now in Guatemala and El Salvador, but not sending another 76 recruits who were to begin training there next month. The trainees will be redirected to other countries, the corps said.</p>
<p>In Washington, Peace Corps spokeswoman Kristina Edmunson said the moves were based on “comprehensive safety and security concerns” instead of any particular threat or incident.  However, Peace Corps Journals, an online portal for blogs by Peace Corps volunteers, does have an entry referring to a volunteer being shot in an armed robbery.</p>
<p>There was no immediate reaction from the governments.  All three countries have suffered a rash of violence related to drug traffickers using Central America as a transit point to ship cocaine to the United States from South America.</p>
<p>The wave of violence has hit particularly hard in Honduras, whose institutions are still recovering from a 2009 coup.  It has one of the highest per capita murder rates in the world — the highest by some measures — and this month, Alfredo Landaverde, the country’s former antidrug and security adviser who often denounced corruption, was himself gunned down.</p>
<p>Ms. Edmunson said that the corps occasionally temporarily withdraws or restricts work in the 75 countries in which it has volunteers.</p>
</div>
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		<title>Gadhafi son planned escape to Mexico</title>
		<link>http://www.theamericaspostes.com/4061/gadhafi-son-planned-escape-to-mexico/</link>
		<comments>http://www.theamericaspostes.com/4061/gadhafi-son-planned-escape-to-mexico/#comments</comments>
		<pubDate>Fri, 09 Dec 2011 01:02:12 +0000</pubDate>
		<dc:creator>tlc</dc:creator>
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		<guid isPermaLink="false">http://www.theamericaspostes.com/?p=4061</guid>
		<description><![CDATA[Mexican authorities said Wednesday that a surviving son of late Libyan dictator Moammar Gadhafi and three other relatives planned to enter Mexico under false names and hide at a Pacific coast resort. The plan to smuggle in al-Saadi Gadhafi allegedly involved two Mexicans, a Canadian and a Danish suspect, all of whom have been arrested [...]]]></description>
			<content:encoded><![CDATA[<div id="attachment_4062" class="wp-caption alignleft" style="width: 310px"><a class="highslide" onclick="return vz.expand(this)" href="http://www.theamericaspostes.com/wp-content/uploads/2011/12/Al-Saadi-Gadhafi.jpg"><img class="size-medium wp-image-4062 " title="The Americas Post - Al-Saadi Gadhafi wanted to go Al Puerto Vallarta.  Photo Credit:  AP" src="http://www.theamericaspostes.com/wp-content/uploads/2011/12/Al-Saadi-Gadhafi-300x168.jpg" alt="" width="300" height="168" /></a><p class="wp-caption-text">The Americas Post - Al-Saadi Gadhafi wanted to go Al Puerto Vallarta. Photo Credit: AP</p></div>
<p>Mexican authorities said Wednesday that a surviving son of late Libyan dictator Moammar Gadhafi and three other relatives planned to enter Mexico under false names and hide at a Pacific coast resort.</p>
<p>The plan to smuggle in al-Saadi Gadhafi allegedly involved two Mexicans, a Canadian and a Danish suspect, all of whom have been arrested according to Interior Secretary Alejandro Poire.</p>
<p>The plot was discovered by Mexican intelligence agents in September as al-Saadi fled Libya shortly after his father&#8217;s downfall.  He never made it as far as Mexico, ending up in the Western African country of Niger where he currently resides.</p>
<p>The plotters allegedly flew to Mexico, opened bank accounts and bought safe houses in several parts of the country, including one just outside Puerto Vallarta.</p>
<p>&#8220;The great economic resources which this criminal organization has, or had, allowed them to contract private flights,&#8221; Poire told a news conference.</p>
<p>Poire named Canadian Cynthia Vanier as the group&#8217;s ringleader.  He said she had been picked up on Nov. 10 and is now under house arrest with three other suspects on suspicion of document falsification, human smuggling and organized crime.</p>
<p>Poire said Vanier &#8220;was the direct contact with the Gadhafi family and the leader of the group, and presumably was the person in charge of the finances of the operation.&#8221;</p>
<p>The plot also allegedly depended on a Mexican woman living in the United States, who Poire said obtained the falsified Mexican identity documents.</p>
<p>A Danish man acted as &#8220;the logistic liaison&#8221; for the plan, Poire said.  He said the alleged conspirators also traveled to Kosovo &#8220;and several Middle Eastern countries.&#8221;</p>
<p>The Mexican officials made no mention of Moammar Gadhafi himself being involved in the plan, and Poire did not say which relatives may have planned to accompany the son to Mexico. The elder Gadhafi fell from power in late August and was killed in Libya on Oct. 20.</p>
<p>Poire said that false documents were issued in the names of &#8220;Daniel Bejar Hanan, Amira Sayed Nader, Moah Bejar Sayed and Sofia Bejar Sayed.&#8221;  The Gadhafi name does not appear anywhere in the documents.</p>
<p>&nbsp;</p>
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		<title>Starting in December, U.S. Customs wants to simplify air cargo screening.</title>
		<link>http://www.theamericaspostes.com/4016/starting-in-december-u-s-customs-wants-to-simplify-air-cargo-screening/</link>
		<comments>http://www.theamericaspostes.com/4016/starting-in-december-u-s-customs-wants-to-simplify-air-cargo-screening/#comments</comments>
		<pubDate>Fri, 25 Nov 2011 18:28:37 +0000</pubDate>
		<dc:creator>Carbonero</dc:creator>
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		<guid isPermaLink="false">http://www.theamericaspostes.com/?p=4016</guid>
		<description><![CDATA[Under a new pilot program, U.S. Customs and Border Protection (CBP) the entry process for air cargo  is designed to reduce the number of customs holds that delay air cargo and help give shippers a better idea of when they can take possession of their goods Already starting in December, importers or brokers of air [...]]]></description>
			<content:encoded><![CDATA[<div id="attachment_4017" class="wp-caption alignleft" style="width: 250px"><a class="highslide" onclick="return vz.expand(this)" href="http://www.theamericaspostes.com/wp-content/uploads/2011/11/The-Americas-Post.-Air-cargo-screening-will-be-simplier..jpg"><img class="size-full wp-image-4017 " title="The Americas Post.- Air cargo screening process will be simplified." src="http://www.theamericaspostes.com/wp-content/uploads/2011/11/The-Americas-Post.-Air-cargo-screening-will-be-simplier..jpg" alt="" width="240" height="160" /></a><p class="wp-caption-text">The Americas Post.- Air cargo screening process will be simplified.</p></div>
<p>Under a new pilot program, U.S. Customs and Border Protection (CBP) the entry process for air cargo  is designed to reduce the number of customs holds that delay air cargo and help give shippers a better idea of when they can take possession of their goods</p>
<p>Already starting in December, importers or brokers of air cargo will only have to provide thirteen data points and three optional pieces of information, instead of the current twenty-seven.</p>
<p>The new process, dubbed the “Simplified Entry Pilot,” is designed to&#8230;<a href="http://www.homelandsecuritynewswire.com/dr20111118-cbp-launches-program-to-expedite-air-cargo-screening"><strong>READ MORE HERE</strong></a></p>
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		<title>Over 100 Mexican cops arrested along US border</title>
		<link>http://www.theamericaspostes.com/3861/over-100-mexican-cops-arrested-along-us-border/</link>
		<comments>http://www.theamericaspostes.com/3861/over-100-mexican-cops-arrested-along-us-border/#comments</comments>
		<pubDate>Mon, 03 Oct 2011 18:55:30 +0000</pubDate>
		<dc:creator>tlc</dc:creator>
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		<guid isPermaLink="false">http://www.theamericaspostes.com/?p=3861</guid>
		<description><![CDATA[Soldiers from the Mexican Army and Marines yesterday detained 110 police officers from three towns in the northern Mexican state of Nuevo Leon, for presumed affiliations with organized crime. Arrested officers from the municipalities of Apodaca, Pesqueria and Mina were taken to the local headquarters for the federal Agency for State Investigations. According to an [...]]]></description>
			<content:encoded><![CDATA[<div id="attachment_3862" class="wp-caption alignleft" style="width: 310px"><a class="highslide" onclick="return vz.expand(this)" href="http://www.theamericaspostes.com/wp-content/uploads/2011/10/Mexican-Marines.jpg"><img class="size-medium wp-image-3862" title="There's a new sheriff in town" src="http://www.theamericaspostes.com/wp-content/uploads/2011/10/Mexican-Marines-300x220.jpg" alt="" width="300" height="220" /></a><p class="wp-caption-text">There&#39;s a new sheriff in town</p></div>
<p>Soldiers from the Mexican Army and Marines yesterday detained 110 police officers from three towns in the northern Mexican state of Nuevo Leon, for presumed affiliations with organized crime.</p>
<p>Arrested officers from the municipalities of Apodaca, Pesqueria and Mina were taken to the local headquarters for the federal Agency for State Investigations. According to an official source who requested anonymity, those detained will be investigated for alleged ties to criminal networks.  The suspects will be &#8220;tested&#8221; to see which of them will be allowed to continue in their posts.</p>
<p>Last September 113 officers from the town of Santa Catarina were detained by the military for investigation; 53 of them remain in captivity one year later. Mexican federal forces have carried out similar operations in other states, resulting in the complete dismantling of some police departments.</p>
<p>Mexican president Felipe Calderon has stressed professionalization of police forces as one of the fundamental pillars of his strategy against organized crime.  Among other goals, his administration seeks to form new state police units with higher standards to replace smaller municipal forces.  According to official data, Mexico currently has approximate 2,000 police forces, of which over half (1,060) have 20 officers or less.</p>
<p>&nbsp;</p>
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		<title>EISIC, Dr. Nasrullah Memon and Computational Criminology: Early Warning Informatics System could predict Terrorist Threats</title>
		<link>http://www.theamericaspostes.com/3794/eisic-dr-nasrullah-memon-and-computational-criminology-early-warning-informatics-system-could-predict-terrorist-threats/</link>
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		<pubDate>Thu, 22 Sep 2011 21:19:23 +0000</pubDate>
		<dc:creator>Carbonero</dc:creator>
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		<category><![CDATA[Interview Dr. Nasrullah Memon EISIC]]></category>
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		<guid isPermaLink="false">http://www.theamericaspostes.com/?p=3794</guid>
		<description><![CDATA[On the occasion of the EISIC (September 12-14,2011) held in Athens, we interviewed the Program Chair of the event Dr. Nasrullah Memon, professor at the University of Southern Denmark and member of the Steering Committee of the European Intelligence &#38; Security Informatics Conference EISIC on Counterterrorism and Criminology. The event was organized jointly with The [...]]]></description>
			<content:encoded><![CDATA[<div id="attachment_3795" class="wp-caption alignleft" style="width: 310px"><a class="highslide" onclick="return vz.expand(this)" href="http://www.theamericaspostes.com/wp-content/uploads/2011/09/DSC05226.jpg"><img class="size-medium wp-image-3795" title="Dr.Nasrullah Memon, Program Chair of EISIC 2011 in exclusive interview with TheAmericasPost.com" src="http://www.theamericaspostes.com/wp-content/uploads/2011/09/DSC05226-300x200.jpg" alt="" width="300" height="200" /></a><p class="wp-caption-text">Dr.Nasrullah Memon, Program Chair of EISIC 2011 in exclusive interview with TheAmericasPost.com</p></div>
<p>On the occasion of the EISIC (September 12-14,2011) held in Athens, we interviewed the Program Chair of the event Dr. Nasrullah Memon, professor at the University of Southern Denmark and member of the Steering Committee of the European Intelligence &amp; Security Informatics Conference EISIC on Counterterrorism and Criminology. The event was organized jointly with The International Symposium on Open Source Intelligence and Web Mining (OSINT-WM 2011), and having as Academic Sponsors The University of Arizona, University of Southern Denmark,  and The Hellenic American University, as technical co-sponsor the IEEE Computer Society, as local organizer the Hellenic American University and SPRINGER as the Industry Sponsor.</p>
<p>During the interview, Dr. Memon gave details about EISIC (past, present and future plans) , how the Intelligence Community can take advantage of the Intelligence &amp; Security Informatics discipline, the relationship between counterterrorism and computational criminology, the role of Higher Education, as well as differents kinds of Crime involving information and communication technologies. The privacy problem was also analized during the conversation.</p>
<p>Here is an excerpt of a very interesting interview with one of the world´s most brilliant minds in Defense, Counterterrorism and Security Informatics, Dr. Nasrullah Memon.</p>
<p><strong>Dear Dr. Memon, could you please tell us what is EISIC 2011? Please elaborate on its creation, mission, objectives and members.</strong></p>
<p>&nbsp;</p>
<p>EISIC is the European chapter of Intelligence and Security Informatics (ISI) series of conferences. The conference is dynamic and allows academicians, researchers and practitioners to keep abreast of new tools and methodologies in the area of Intelligence Security and Informatics. It is also a venue that fosters networking opportunities for people working in this scientific area.</p>
<p>After my graduation (PhD Defense), Professor Hsinchun Chen, Director, Artificial Lab, University of Arizona, the founder of ISI series of conferences encouraged us to organize the European chapter of ISI. In this context, the first event was organized under the name of EUROISI 2008 at Esbjerg, Denmark.  That event was organized more as a workshop than a conference and it was not very well attended.</p>
<p>In September 2010, while Professor Hsinchun Chen visited University of Southern Denmark, we discussed how to re-organize the European chapter of ISI as an annual event in order to create a consortium involving academic researchers in information technologies, computer science, public policy, criminology, and social and behavior studies as well as local, national, and European law enforcement and intelligence experts, and information technology industry consultants and practitioners to support counterterrorism and national/international security missions of anticipation, interdiction, prevention, preparedness and response to terrorist acts. In other words the mission and objectives for the organization of EISIC series of conferences that came out from the discussions with Prof. Chen are to provide opportunities to establish a European network in the area of Intelligence and Security Informatics.</p>
<p>The organization of the conference was a very difficult task and we started working for the success of the event from September 2010 with the collaboration of Hellenic American University, University of Southern Denmark and University of Arizona. We formed a team from the above mentioned academic institutes and Hellenic American University accepted to host EISIC 2011 in Athens, Greece while University of Southern Denmark accepted to host EISIC 2012 in Odense, Denmark.  As per program chairs, Daniel Zeng and me invited around 100 researchers from academia and industry to work as program committee members. We received 111 submissions for EISIC 2011 and we accepted 27% of high quality papers as LONG papers based on the peer-review process.  The research articles were received from 41 countries from all sub-continents.</p>
<p>The founding members of EISIC 2011 are: Prof. Hsinchun Chen, Prof. George J. Hagerty, Professor Uffe Kock Wiil, Professor Triant Flouris, Dr. Panagiotis Karampelas and myself.</p>
<p>&nbsp;</p>
<p><strong>What is your assessment of the conference in Athens?</strong></p>
<p>As per feedback from the audience we found it was a very successful event. The keynote speeches as well as the paper presentations were very well attended by the participants and there were a lot of positive comments on the quality of the presentations. There were also a lot of opportunities for networking between the participants and we witnessed several discussions about future collaborations between the participants. I would like to mention at this point that the host organization played a vital role in the success of the conference sponsoring the expenses of keynote speakers and finding alternatives of certain problems we faced because of unforeseen incidents such as strikes, etc.</p>
<p><strong> </strong></p>
<p><strong> </strong></p>
<p><strong>What activities does EISIC plan to carry out in the near future?</strong></p>
<p>We have a number of long and short term plans in the area of Intelligence and Security Informatics.  We have established the Counterterrorism Research Lab at University of Southern Denmark in October 2009.  Behind the lab there is a small group of researchers (around 10, one Professor, one Associate Professor and several PhD students) working in the area of ISI. We are publishing our research articles in the area in various conferences and journals and we try to establish connections with various law enforcement bodies and intelligence services providing them with our cutting edge technology and experience. Concerning EISIC, we plan to organize EISIC 2012 at our University at Odense on August 22-24, 2012. We also received a number of informal proposals for the organization of collocated events. As soon as we receive formal proposals, we’ll decide accordingly. We have also received informal proposals for the organization of EISIC 2013 and EISIC 2014 in Italy and Sweden respectively. The steering committee will decide as soon as we receive formal proposals for the organization of EISIC and related events in future.</p>
<p><strong>In regard to the Intel discipline, where do you classify the Intelligence Security Informatics ISI? Is it a separate intelligence discipline in and of itself, or part of other intel disciplines like HUMINT, SIGINT, IMINT, etc.?</strong></p>
<p>&nbsp;</p>
<p>ISI is a discipline where INTEL disciplines could be benefited. Let us take an example; we are working on a research project (sponsored by the Faculty of Engineering, University of Southern Denmark): Developing an Early Warning System to predict Terrorist Threats. Mostly we use OSINT (Open Source Intelligence), but there is room for counterterrorism experts/INTEL to work. We do not have yet a formal collaboration with INTEL agencies, but I’m sure INTEL people could be benefited as well from ISI research.</p>
<p>&nbsp;</p>
<p><strong>What role does higher education play in ISI?</strong></p>
<p>&nbsp;</p>
<p>As this is a new inter-disciplinary area, higher education can play a vital role in encouraging students from Sociology, Anthropology, Psychology, Criminology, Computer Science, and Applied Mathematics to adopt research in the area of ISI in order to educate experts to help us in building a <strong>SAFE AND SECURE WORLD</strong>. It is also a need of the hour to train INTEL people with this emerging area of research.</p>
<p>&nbsp;</p>
<p><strong>What is the relationship between counter-terrorism and computational criminology?</strong><strong></strong></p>
<p>&nbsp;</p>
<p>Computational criminology like Countering terrorism is an emerging blend of criminology, anthropology, social computing, computer science and applied mathematics. Modern concerns about public safety and security include a focus on a range of events from less serious everyday crimes like shoplifting to personal violent crimes like homicide and ultimately terrorism. Underlying all of these events is a decision process or a chain of steps in target identification, steps that focus first on rough and vague decisions and move towards the precise plot. The fields of counterterrorism and computational criminology involves the use of computational power to identify: (1) crime patterns and emerging patterns; (2) crime generators and attractors; (3) terrorism, organized crime and gang social and spatial networks as well as co-offending networks; and, (4) cybercrime/cyber terrorism. Algorithms are developed using computational topology, hyper-graphs, Social Network Analysis (SNA), Knowledge Discovery and Data-mining (KDD), agent based simulations, dynamic information systems analysis and more for detecting organized crime and predicting terrorist threats.</p>
<p>The methods and models used for counter terrorism and computational criminology can provide information about pattern theory and identification. In short, we treat terrorism as an organized crime, and therefore, it would be possible to use some of the traditional methods to detect terrorism evidences, but also new models can be developed looking into the new type of terrorism of 21<sup>st</sup> century.</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p><strong>What is</strong><strong> c</strong><strong>ybercrime</strong><strong> </strong><strong>and what current challenges does it pose</strong><strong>?</strong></p>
<p>&nbsp;</p>
<p>Crime involving information and communication technologies (ICT), for example:</p>
<p>·        ICT as an instrument, where ICT can be used as primary tool to commit the offence (Identity theft, Internet scams and Fraud-misappropriation of funds are some of the examples)</p>
<p>·        ICT as target, where ICT is the target of the offence (Hacking, Misuse of  ICT resources, Denial of service, Stealing information)</p>
<p>·        ICT as Ancillary Resource, where conventional crime can be assisted by ICT; in other words technology can be used to commit conventional crime or technology can be used to store information about crime (Fraud, Money laundering, etc., are known examples)</p>
<p>&nbsp;</p>
<p>As the cybercrime has border-less and transnational reach, therefore, there is urgent need to establish competency in predictive cyber analysis and to develop trusted relationships to encourage information sharing among the INTEL agencies.  There are number of challenges in cybercrime, for example</p>
<p>&nbsp;</p>
<p>·        Enforcing extraterritorial/ trans-border law enforcement activity</p>
<p>·        Many offences are never detected</p>
<p>·        Many detected offences are never reported</p>
<p>·        Difficult to quantify the offence</p>
<p>·        Difficult to “Police” the cyber space</p>
<p>·        Evidence can be intangible</p>
<p>·        Issuing warrant without knowledge of the precise location of data (evidence) can be problematic</p>
<p>·        Evidence can be destroyed during search</p>
<p>·        Encryption and other concealment technologies are available to offenders</p>
<p>·        Human rights and privacy issue, etc.</p>
<p><strong>How can</strong><strong> </strong><strong>the right</strong><strong> </strong><strong>to individual privacy</strong><strong> </strong><strong>be balanced against the need for protection from</strong><strong> </strong><strong>cybercrime</strong><strong>?</strong></p>
<p>&nbsp;</p>
<p>It is a very difficult question; I think security is more important than privacy of individual person in some cases.  But according to the laws of each country, the privacy problem should be dealt in treating with cyber criminals.</p>
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		<title>Obama Administration deciding where to kill &#8220;foot&#8221; terrorists.</title>
		<link>http://www.theamericaspostes.com/3762/obama-administration-deciding-where-to-kill-foot-terrorists/</link>
		<comments>http://www.theamericaspostes.com/3762/obama-administration-deciding-where-to-kill-foot-terrorists/#comments</comments>
		<pubDate>Fri, 16 Sep 2011 09:18:49 +0000</pubDate>
		<dc:creator>Carbonero</dc:creator>
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		<category><![CDATA[terrorism al alwaki and High Value Targets]]></category>

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		<description><![CDATA[Anwar al Alwaki the islamist cleric. This radical Islamic preacher — dubbed America&#8217;s new terrorist No. 1 — has been tied to the Fort Hood shooter, the Underwear Bomber,and now the Times Square plot Current U.S. Obama Administration policy is to attack only “high-value individuals” in Pakistan and Afganistan, besides Yemen and Somalia. But the [...]]]></description>
			<content:encoded><![CDATA[<div class="mceTemp">
<div id="attachment_3764" class="wp-caption alignleft" style="width: 249px"><a class="highslide" onclick="return vz.expand(this)" href="http://www.theamericaspostes.com/wp-content/uploads/2011/09/Islamic-Cleric-linked-to-terrorists-actions..jpg"><img class="size-medium wp-image-3764" title="Islamic Cleric linked to terrorists actions." src="http://www.theamericaspostes.com/wp-content/uploads/2011/09/Islamic-Cleric-linked-to-terrorists-actions.-239x300.jpg" alt="" width="239" height="300" /></a><p class="wp-caption-text">Islamic Cleric linked to terrorists actions.</p></div>
<p><img class="size-full wp-image-3763" title="Anwar al Alwaki the islamist cleric. This radical Islamic preacher — dubbed America's new terrorist No. 1 — has been tied to the Fort Hood shooter, the Underwear Bomber,and now the Times Square plot" src="http://www.theamericaspostes.com/wp-content/uploads/2011/09/Anwar-al-Alwaki-the-islamist-cleric.-This-radical-Islamic-preacher-—-dubbed-Americas-new-terrorist-No.-1-—-has-been-tied-to-the-Fort-Hood-shooter-the-Underwear-Bomberand-now-the-Times-Square-plot.jpg" alt="" width="240" height="300" /></p>
<dl id="attachment_3763" class="wp-caption alignleft" style="width: 249px;">
<dt class="wp-caption-dt"></dt>
<dd class="wp-caption-dd">Anwar al Alwaki the islamist cleric. This radical Islamic preacher — dubbed America&#8217;s new terrorist No. 1 — has been tied to the Fort Hood shooter, the Underwear Bomber,and now the Times Square plot</dd>
</dl>
</div>
<p>Current U.S. Obama Administration policy is to attack only “high-value individuals” in Pakistan and Afganistan, besides Yemen and Somalia. But the unresolved question is whether the administration can escalate attacks if it wants to against rank-and-file members of  Al Qaeda in the Arabian Peninsula,  based in Yemen, and the Somalia-based  Shahab. The answer could lay the groundwork for a shift in the fight against terrorists as the original Al Qaeda, operating out of Afghanistan and Pakistan, grows weaker after the death of Bin Laden. That organization has been&#8230;<a href="http://www.nytimes.com/2011/09/16/us/white-house-weighs-limits-of-terror-fight.html?_r=1&amp;nl=todaysheadlines&amp;emc=tha2"><strong>READ MORE HERE</strong></a></p>
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		<title>Sensor Urban Environments can prevent and fight robberies, terrorism attacks, natural catastrophes and other emergencies.</title>
		<link>http://www.theamericaspostes.com/3752/sensor-urban-environments-can-prevent-and-fight-robberies-terrorism-attacks-natural-catastrophes-and-other-emergencies/</link>
		<comments>http://www.theamericaspostes.com/3752/sensor-urban-environments-can-prevent-and-fight-robberies-terrorism-attacks-natural-catastrophes-and-other-emergencies/#comments</comments>
		<pubDate>Wed, 14 Sep 2011 21:49:45 +0000</pubDate>
		<dc:creator>Carbonero</dc:creator>
				<category><![CDATA[Ajax]]></category>
		<category><![CDATA[Counter Terrorism]]></category>
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		<category><![CDATA[Surveillance]]></category>
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		<description><![CDATA[This document was published by the criminology scientists Charalampos Doulaverakis, Nikolaos Konstantinou, Thomas Knape, Ioannis Kompatsiaris and John Soldatos. Doulaverakis was the keynote speaker at the EISIC 2011 SecuAll scientists are related to three institutions: a)  Informatics and Telematics Institute, Centre for Research and Technology Hellas  in Thessaloniki, Greece  b) the Autonomic and Grid Computing [...]]]></description>
			<content:encoded><![CDATA[<div id="attachment_3753" class="wp-caption alignleft" style="width: 310px"><a class="highslide" onclick="return vz.expand(this)" href="http://www.theamericaspostes.com/wp-content/uploads/2011/09/DSCF0009.jpg"><img class="size-medium wp-image-3753" title="Keynote Speaker Charalampos Doulaverakis Eng MSc after his speech in Athens, met with our Publisher Victor Bjorgan." src="http://www.theamericaspostes.com/wp-content/uploads/2011/09/DSCF0009-300x225.jpg" alt="" width="300" height="225" /></a><p class="wp-caption-text">Keynote Speaker Charalampos Doulaverakis Eng MSc after his speech in Athens, met with our Publisher Victor Bjorgan.</p></div>
<p>This document was published by the criminology scientists Charalampos Doulaverakis, Nikolaos Konstantinou, Thomas Knape, Ioannis Kompatsiaris and John Soldatos.</p>
<p>Doulaverakis was the keynote speaker at the EISIC 2011 SecuAll scientists are related to three institutions: a)  Informatics and Telematics Institute, Centre for Research and Technology Hellas  in Thessaloniki, Greece  b) the Autonomic and Grid Computing Laboratory, Athens Information Technology, Athens, Greece</p>
<p>c) Data Fusion International, Dublin, Ireland.<br />
<strong>Abstract—This paper introduces a novel sensor information</strong><br />
<strong>fusion system enabling security and surveillance in large scale</strong><br />
<strong>sensor saturated urban environments. The system is built over</strong><br />
<strong>state-of-the art sensor networks middleware and provides information</strong><br />
<strong>fusion at multiple layers. A distinguishing characteristic</strong><br />
<strong>of the system is that it support seamless integration with semantic</strong><br />
<strong>web middleware (including ontologies and inference mechanisms),</strong><br />
<strong>which enable intelligent high-level accurate reasoning.</strong><br />
<strong>This is a key functionality for efficient surveillance in large scale</strong><br />
<strong>environment, where manual inspection of individual tracking</strong><br />
<strong>systems becomes extremely resourceful and overall impractical.</strong><br />
<strong>A proof-of-concept implementation of the system manifests its</strong><br />
<strong>benefits and technical challenges, while also outlining lessons</strong><br />
<strong>learnt.</strong><br />
I. INTRODUCTION<br />
The proliferation of ubiquitous computing and the parallel<br />
decrease of the price of sensors has recently allowed sensor<br />
applications to make their appearance in a variety of domains.<br />
Especially, sensor applications with emphasis on large scale<br />
deployments in urban environments and the emerging wave of<br />
participatory sensing applications such as WikiCity [1], City-<br />
Sense [2], and Google Latitude [3] has offered fundamental<br />
changes and advancements both in the academia as well as in<br />
the heart of the society itself. Nowadays, more than ever, we<br />
are witnessing the materialization of visions and concepts such<br />
as the Internet-of-Things (IoT) [4] and M2M communications<br />
[5].<br />
Recent incidents have manifested that modern cities are<br />
very susceptible to terrorist attacks. For instance, the collapse<br />
of New York’s Twin Towers on 11th September 2001, the<br />
bombing of packed commuter trains in Madrid on 11th March<br />
2004, the London bombings in July 2005, or the Moscow<br />
metro in March 2010 demonstrate that prominent applications<br />
need to be devised in order to serve critical surveillance and<br />
security needs in urban environments.<br />
However, numerous challenges are associated with such<br />
efforts. The large scale nature of both the geographically<br />
dispersed environment as well as of the volume of the data,<br />
the multiple distributed heterogeneous components that need<br />
to be assembled, spanning sensor, sensor processing, signal<br />
processing (including A/V) components, often from multiple<br />
vendors are some of the issues that need to be addressed. Additionally,<br />
the need for automation, since manual observation<br />
of multiple camera feeds is not possible, and the inclusion of<br />
high-level intelligent reasoning for event inference are features<br />
without which the added value of the system is limited.<br />
In order to tackle these issues in global sensor networks, various<br />
frameworks have been developed, offering programmable<br />
and configurable solutions, e.g. [6]–[8]. Among the most<br />
important in these frameworks is the limited support for perceptual<br />
processing components – with the exception of some<br />
more heavyweight frameworks [9] – and limited support for<br />
semantics embodiment, inference, and high-level reasoning.<br />
Employment of Semantic Web technologies in sensor networks<br />
research focuses mainly on sensor modelling in order<br />
to enable higher level processing for event/situation analysis.<br />
Initiatives such as [10] use SUMO as their core ontology under<br />
which they define a sensor ontology for annotating the sensors<br />
and it can be then queried for sensor discovery. Other frameworks,<br />
such as the one proposed in [11], define ontologies for<br />
sensor measurement and sensor description. The framework<br />
emerges from the W3C Semantic Sensor Network XG1 which<br />
aims at providing ontologies and semantic annotations that<br />
define capabilities of sensors and sensor networks.<br />
Ontologies have been proposed for situation awareness<br />
(SAW) in sensor fusion applications where their ability to<br />
model a domain or a “part of the world” is utilized. Several<br />
approaches have been proposed as in [12] where the authors<br />
define a core ontology for SAW which can be used as a basis<br />
from which to build separate ontologies for arbitrary situations<br />
that are able to express objects, relations and their evolution<br />
over time.<br />
In [13], we  the authors used an ontology to create a unified<br />
expression of the Situation Theory [14], [15]. The Situation<br />
Theory Ontology (STO) is expressed in OWL which enables<br />
situations to be described using a formal language, thus<br />
allowing inference through a reasoning engine or by using<br />
appropriate rules.<br />
A framework for the designing of ontology for SAW is<br />
presented in [16] where a six step guide to design ontologies</p>
<p>based on the Basic Formal Ontology (BFO) is presented. The<br />
authors test their framework in a situation assessment in a postdisaster<br />
environment context and claim that their BFO-based<br />
ontology was able to capture the complexities of the testing<br />
context and provide adequate inferential capabilities for higher<br />
level fusion.<br />
All the above methods do not propose an architecture which<br />
will integrate sensors and low level processing modules with<br />
higher level fusion process for situation awareness. In order<br />
to address this limitation, a solution is presented in this paper<br />
that<br />
∙ Comprises a multi-level fusion system, at all JDL (see<br />
Section II-B) levels<br />
∙ Seamlessly blends ontologies with low-level information<br />
databases<br />
∙ Combines semantic web middleware with sensor networks<br />
middleware<br />
The structure of the paper is as follows: Section II analyses<br />
the architectural approach that is followed, Section III demonstrates<br />
the Low Level Fusion (LLF) capabilities, Section IV<br />
the semantic and reasoning capabilities, Section V presents<br />
implementation details and example use cases, while Section<br />
VI concludes the paper by presenting out comments and<br />
remarks.<br />
<strong>II. PROPOSED APPLICATION AND ARCHITECTURE</strong><br />
In order to test our approach, a suitable environment for<br />
setting up and deploying the proposed sensor analysis architecture<br />
had to be selected. Security surveillance environments<br />
offer an ideal set up in which the main characteristics that<br />
make it distinguishing are:<br />
∙ Usually security surveillance areas are sensor saturated<br />
environments with electro-optical (visual and IR cameras)<br />
and acoustic sensors being more common while<br />
others like temperature or RFID, etc sensors can also<br />
be found. The abundance of available sensors makes it<br />
more possible to capture the various events that take<br />
place in a surveillance session. However, the higher the<br />
number of sensors, the more difficult it is to manage and<br />
observe them. Additionally, it makes it harder to filter out<br />
information that is irrelevant or discover information that<br />
could potentially be useful.<br />
∙ Surveillance environments are deployed in areas that are<br />
densely populated in terms of people but also in assets,<br />
e.g. buildings or vehicles, hence many events that could<br />
be of interest are taking place. This fact, coupled with<br />
the higher chance of these events to be captured by the<br />
sensors (the previous characteristic), makes discovery of<br />
important events difficult.<br />
∙ Multiple processing algorithms and context-acquisition<br />
components, which are used for extracting information<br />
and detecting events, require a method for managing the<br />
data that they produce.<br />
∙ Due to the variety of sensor modalities that are deployed<br />
there is a large degree of sensor and data heterogeneity</p>
<p><img 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" alt="" /></p>
<p><strong>Fig. 1. Architecture of the proposed system</strong><br />
that need to be tackled by the sensor management and<br />
analysis system.<br />
Public security in urban areas can be a challenging task to<br />
security personnel. Threats posed to citizens include crimes<br />
such as robberies, terrorism attacks, natural catastrophes and<br />
other emergencies. Being aware of threatening situations either<br />
in the moment or being able to forecast events from security<br />
monitoring applications enables security personnel to take the<br />
right actions in context. Fusion of data from appropriate sensor<br />
types supports inferring threatening situations in the context of<br />
situation specific parameters. An example of such a deployed<br />
sensor network is the case of urban surveillance in an urban<br />
war environment where data feeds from multiple sensors, e.g.<br />
visible spectrum and IR cameras, acoustic sensors, seismic<br />
sensors, etc, are directed to a command center and critical<br />
decisions have to be made in short time regarding the threat<br />
level in a situation.<br />
Taking into account the above facts, a method is required<br />
that will enable efficient information processing and management.<br />
Semantic web and ontologies can efficiently handle<br />
heterogeneous information through semantic description of<br />
knowledge. Additionally, ontologies are used to model domain<br />
knowledge through class definitions and relations between<br />
classes. The knowledge model and the underlying data can<br />
then be used for supporting reasoning services in order to infer<br />
new knowledge that is not explicitly stated. These features<br />
can be utilized in a sensor network in order to provide the<br />
backbone for intelligent sensor fusion.<br />
<strong>A. System architecture</strong><br />
Figure 1 illustrates the approach followed in the hereby<br />
presented work. At the bottom layer are the sensors, that are<br />
translating their perception of the world into raw sensor data.<br />
This data is processed by the leaf nodes, that are operating<br />
at the LLF layer which adds structure to the data. The nodes<br />
are named “Leaf” nodes because, if the architecture can be<br />
considered as tree-like, then these nodes can be considered<br />
as leaves, in the sense that they do not have children nodes<br />
of inferior capabilities or at a lower level. When deemed<br />
necessary, signal processing components can be hosted in<br />
dedicated hardware since, specifically in A/V processing, algorithms<br />
may be extremely resource-hungry. At the high-level<br />
fusion (HLF) layer, intelligence is added to the system, by</p>
<p>mapping the collected data into ontology concepts, achieving<br />
thus uniform information representation throughout the system<br />
and enabling reasoning.<br />
The Central Control layer that is logically on top of the<br />
infrastructure offers monitoring and control capabilities. In<br />
essence, it comprises:<br />
∙ A database (DB) where high-level information such as<br />
events and threats is stored<br />
∙ An Environmental Service (ES) that enables geospatial<br />
services<br />
∙ The Semantic Fusion component that performs analysis<br />
on the system-wide high-level collected information in<br />
order to infer events and potential risks and threats<br />
∙ The Common Operational Picture (COP) that offers a<br />
visualization of the system state with regard to deployed<br />
sensors, detected objects, sensed events and inferred<br />
threats.<br />
In the following sections, we analyse how the aforementioned<br />
layers and components function and interoperate in<br />
order to achieve intelligent information fusion in an urban<br />
environment.<br />
<strong>B. JDL model for sensor fusion</strong><br />
In order to improve communications among military researchers<br />
and system developers, the Joint Directors of Laboratories<br />
(JDL) Data Fusion Working Group began an effort<br />
to define the terminology related to data fusion. The result<br />
of that effort was the creation, in 1986, of a process model<br />
for data fusion and a data fusion lexicon [17]. The JDL<br />
process model is a paper model of data fusion and is intended<br />
to be very general and useful across multiple application<br />
areas. The JDL data fusion process model is a conceptual<br />
model which identifies the processes, functions, categories of<br />
techniques, and specific techniques applicable to data fusion<br />
(Figure 2). According to the model data fusion process is<br />
conceptualized by sensor inputs, human-computer interaction,<br />
database management, source preprocessing, and four key<br />
subprocesses:<br />
1) Level 1 (Object Refinement): is aimed at combining<br />
sensor data together to obtain a reliable estimation of<br />
an entity position, velocity, attributes, and identity;<br />
2) Level 2 (Situation Refinement): dynamically attempts<br />
to develop a description of current relationships among<br />
entities and events in the context of their environment;<br />
3) Level 3 (Threat Refinement): projects the current situation<br />
into the future to draw inferences about enemy<br />
threats, friendly and enemy vulnerabilities, and opportunities<br />
for operations;<br />
4) Level 4 (Process Refinement): is a meta-process which<br />
monitors the overall data fusion process to assess and<br />
improve the real-time system performance.<br />
Revisions of the model suggest the addition of 2 more<br />
levels: A lower Level 0 (Source preprocessing/Sub-object<br />
refinement) which aims to estimate the state of sub-object<br />
entities such as signals and features, and a higher Level 5</p>
<p>(Cognitive or User Refinement) which introduces man in the</p>
<p>fusion loop where the aim is to generate fusion information<br />
according to the needs of the system user.</p>
<p><img 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" alt="" /></p>
<p>Fig. 2. The JDL model levels and how they are related to the proposed<br />
system’s layers and nodes<br />
The current paper focuses in the definition of a sensor fusion<br />
architecture which addresses matters that correspond to the<br />
higher JDL levels 2, 3 and 4, i.e. situation, threat assessment<br />
and process refinement respectively, as is depicted in Figure<br />
2. Ontologies, with their inherent ability to model relations,<br />
can be employed to provide enough specificity in describing<br />
the higher level concepts of JDL but also to describe the<br />
relations between these concepts [18]. The ontology provides<br />
the standardized form in which situations are defined so<br />
that appropriate algorithms for situation assessment can be<br />
formulated.<br />
III. LOW-LEVEL FUSION CAPABILITIES<br />
In order to perform Low-Level Fusion, our work relies on<br />
the GSN2 middleware. The middleware constitutes an opensource,<br />
Java-based implementation. It was designed in order<br />
to allow processing from a large number of sensors and as<br />
such, it covers the functionality requirements of low level<br />
fusion in sensor data streams. In order to acquire information,<br />
GSN introduces the concept of “virtual sensor”. Any data<br />
provider, not only sensors can provide data to a GSN instance,<br />
as long as a virtual sensor configuration file (in the form of<br />
an XML) defines the the processing class, the sliding window<br />
size, the datasource and the output fields. GSN Servers can<br />
communicate between them, thus forming a network where<br />
information is collected, communicated, fused and integrated<br />
in order to produce the desired results.<br />
As far as it concerns data acquisition, each GSN node can<br />
support input from more than one data stream. In order to<br />
combine the information, an SQL-like procedural language is<br />
offered. This allows to the user to define LLF functions in the<br />
following manner, while GSN takes care behind the scenes<br />
about crucial issues such as thread safety, synchronization,<br />
etc.<br />
SELECT source1.S1 AS NumberOfPersons, source2.S2<br />
AS ExistenceOfSmoke<br />
FROM source1, source2<br />
WHERE NumberOfPersons&gt;0 AND ExistenceOfSmoke=&#8221;true&#8221;<br />
In the example above, there are two data providers for one<br />
GSN Server.</p>
<p>This virtual sensor definition will produce events only in<br />
the case when the WHERE condition is satisfied. The example<br />
above demonstrates the concept of fusion: results are provided<br />
by taking into account the inputs from both the sensors.<br />
Using the abovementioned approach, a variety of signal<br />
processing components can be integrated into one unifying<br />
architecture. For instance, the example above can be supported<br />
using a Body Tracker [19], [20] and a Smoke Detector, in order<br />
to produce alerts when persons are detected near smoke. In the<br />
same manner, results by processing components such as face<br />
detectors [21], unusual event detectors [22] can be fused in<br />
order to achieve the desired system functionality.<br />
Communication with these processing components constitutes<br />
a difficult to tackle problem, mostly in terms of<br />
implementation since:<br />
∙ Two worlds have to be brought together: image processing<br />
and the distributed systems. The former typically processes<br />
images or videos that are fundamentally different<br />
in nature from streaming data. As such, the component’s<br />
input has to be modified in order to take into account<br />
streams that may lack synchronization, be erroneous, or<br />
overwhelming the network with data.<br />
∙ Integration is hardly a trivial task. Prototypes in Matlab,<br />
algorithms implemented in C++ will need to communicate<br />
with the java-based GSN servers, running either<br />
locally or remotely. Web services/socket interfaces can<br />
be developed, imposing though, additional processing<br />
overheads.<br />
Next, in order to allow GSN-GSN node communication, the<br />
information produced can be forwarded to other GSN nodes<br />
either in push or in pull mode. Data streams can be forwarded<br />
in order to be processed at remote GSN nodes. In order to<br />
forward these data streams, GSN supports subscriptions, onceoff<br />
queries or even simple data forwarders. Data is forwarded<br />
using a RESTful approach (remote wrappers return XML over<br />
HTTP).<br />
<strong>IV. SEMANTICS AND REASONING</strong><br />
The Higher Level Fusion (HLF) layer of the proposed<br />
architecture consists of the underlying ontology which will<br />
be used as the backbone for performing the reasoning that<br />
is required for situation assessment. OpenLink Virtuoso3 has<br />
strong support for Semantic Web technologies and provides<br />
services like RDF triple storage, a SPARQL compiler, rulebased<br />
reasoning and can expose relational data as RDF.<br />
Virtuoso acts as a federation layer between the relational and<br />
semantic data thus enabling their seamless integration. A block<br />
diagram of the HLF approach is presented in Figure 3 (Virtuoso Universal Server: http://virtuoso.openlinksw.com/).</p>
<p><img 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" alt="" /><br />
<strong> </strong></p>
<p style="text-align: center;"><strong>Fig. 3. The High Level Fusion process</strong></p>
<p><strong>A. Ontology for high level fusion</strong><br />
The ontology is the main information gathering point in the<br />
proposed architecture. It is defined according to the domain<br />
where the sensor network is placed and it defines the entities<br />
that are taking place in a situation, the events and the relations</p>
<p>between them. All data that are produced by the processing<br />
modules and by the LLF nodes are eventually stored here<br />
where reasoning is performed in order to infer new knowledge<br />
which corresponds to events and situation assessment that<br />
cannot be performed at the LLF level.<br />
In order to take advantage of research that has been conducted<br />
in the area of semantic enabled situation awareness, the<br />
current system uses as its core ontology the Situation Theory<br />
Ontology (STO) [13] which has been developed specifically<br />
for that purpose and is based on Situation Theory. In short<br />
STO is written in OWL and models the events/objects and<br />
their relationships in a way that can be extended using either<br />
OWL axioms and properties or in combinations with rules<br />
for supporting complex cause-effect relations that cannot be<br />
expressed in OWL alone. The main classes of STO are<br />
displayed in Figure 4.</p>
<p><img src="data:image/png;base64,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" alt="" /></p>
<p>&nbsp;</p>
<p><strong>Fig. 4. Situation Theory Ontology with its main classes and properties</strong><br />
Situation is the central class. Instances of this class are<br />
specific situations. The second class is the Individual class,<br />
which is a counterpart of the individuals in situation theory.<br />
Similarly, Relation captures the n-ary relations. Attribute is<br />
a generalization of locations and time instants in situation<br />
theory. Instances of this class are attributes of individuals<br />
and situations. An attribute may have a dimension associated<br />
with it so the class Dimensionality represents this fact. The<br />
Polarity class has only two instances that correspond to the<br />
two possible values associated with a tuple, either that a<br />
given tuple holds or that it does not hold.</p>
<p>Classes of STO are related through a number of OWL properties.</p>
<p>Situations are linked with four kinds of entities. First, the property<br />
relevantIndividual captures the individuals that participate in a<br />
situation. The property relevantRelation is used to assert that<br />
a given kind of relation is relevant to a given situation. Since<br />
situations are objects, they can have attributes of their own.<br />
The STO is extended with classes and relations that correspond<br />
to the actual application scenario. In order to be able<br />
to use it in a real sensor fusion environment two additional<br />
ontologies are integrated. These are the “Time ontology”</p>
<p>(Time Ontology in OWL: http://www.w3.org/TR/owl-time/</p>
<p>which holds the timestamp of any concept instance that<br />
is stored during runtime and the “WGS84 Geo Positioning<br />
ontology” (Basic Geo (WGS84 lat/long) Vocabulary: http://www.w3.org/2003/01/geo/5)</p>
<p>which holds the latitude and longitude values of<br />
entities.<br />
<strong>B. Mapping relational data to RDF</strong><br />
As explained in Section III, the data that are produced by<br />
the processing modules and by the LLF nodes are stored in the<br />
relational database that backs GSN. In order to forward these<br />
data to the ontology they have to be translated into semantic<br />
notations. This task is performed by the mapping layer which<br />
maps the relational schema to the semantic schema. There<br />
are two strategies for accomplishing this transformation, using<br />
either a push or a pull method.<br />
The push method forwards the data to the ontology using<br />
semantic notation as soon as they are generated. This has to be<br />
implemented in the lower level layer with the semantic layer<br />
having a passive role in the process. The advantage of this<br />
method is that the transformations are executed fast and the<br />
ontology is always up-to-date. The disadvantages is that each<br />
lower level node will have to implement its own push method<br />
while there is the risk that the ontology will be populated with<br />
data even when no query is sent to the semantic layer.<br />
The pull method transforms the relational data to semantic<br />
on request, i.e. during query time. Virtuoso supports this<br />
functionality through “RDF Views” where mappings, simple<br />
or complex, between relational database tables and ontology<br />
concepts and properties are defined. During query time, the<br />
mapping process is triggered and data are transformed on<br />
the fly. The advantages of the pull method is that the actual<br />
mapping is defined at the higher semantic level rather than the<br />
lower levels and that data are transformed on request so that<br />
the ontology will accumulate instances that are needed for the<br />
actual query evaluation. The disadvantage of this method is<br />
that it could lead to longer response times during queries.<br />
In the proposed system, the pull method which utilizes<br />
Virtuoso’s “RDF Views” is used as it is best to separate the<br />
semantic layer from lower level processing. This will make<br />
extension of the system by adding more sensors and sensor<br />
processing modules easier without having to mix the lower<br />
level processing level with the high level semantic fusion level.<br />
Additional information can be integrated by the HLF layer<br />
in order to derive situations.</p>
<p>Information coming from sources like environmental services which could provide details about<br />
the geographical locations of specific structures or points can<br />
be queried, as long as they expose I/O interfaces, and these<br />
data can be used for inferencing.<br />
<strong>C. Reasoning</strong></p>
<p><strong> </strong><br />
Reasoning uses the ontology structure and the stored instances<br />
in order to draw conclusions about the ongoing situations.<br />
Under this approach relations between classes like<br />
rdfs:subClassOf, properties like owl:sameAs and relations<br />
that are defined by experts in the ontology are utilized<br />
for inference. The knowledge base can further be extended by<br />
using rules to describe situations/events that are too complex<br />
to be defined using OWL notation only.<br />
For utilizing the above, two different reasoners are integrated<br />
in the system, Virtuoso’s internal reasoning engine<br />
and the Jena Semantic Web Framework (The Jena Semantic Web Framework: http://jena.sourceforge.net/.)</p>
<p>Virtuoso provides inference capabilities using OWL only thus does not provide<br />
support for an external rule set. However, Virtuoso implements<br />
a powerful geospatial inference mechanism which is a crucial<br />
feature when dealing with sensor networks and sensor fusion.<br />
On the other hand, Jena supports external rules, advanced<br />
reasoning capabilities and seamless integration with Virtuoso<br />
where in this case, Virtuoso is treated only as a triple store.<br />
Both of them can be employed simultaneously on the same<br />
dataset and their activation is managed programmatically by<br />
the application.<br />
Another issue that had to be dealt with is that sensor analysis<br />
modules and the LLF processes can generate a significant<br />
amount of data over time, enough to make the reasoning<br />
service not responsive. To overcome this problem, the solution<br />
that is proposed is to use a time window where reasoning is<br />
performed using only facts in a specific time interval. Jena<br />
and Virtuoso can support this type of inference by assigning<br />
a RDF triples to a specific “context” type, thus dealing with<br />
RDF quads.<br />
The reasoning service can also use information and data<br />
from external services in order to use them in the inference<br />
process. In the proposed architecture, an Environmental<br />
Service provides the location information of sensors, events,<br />
waypoints and critical or important landmarks which are<br />
subsequently used for geospatial reasoning.<br />
It should be noted here that in a real world application the<br />
different information sources that provide data to the proposed<br />
fusion architecture could make use of different ontologies<br />
for their purposes. In order to enable a seamless integration<br />
of these sources an ontology mapping process between the<br />
information source ontology and the HLF ontology would have<br />
to be defined.<br />
<strong>V. IMPLEMENTATION AND EXPERIMENTAL RESULTS</strong><br />
Implementation is based mostly on two types of GSN-based<br />
servers that communicate with the sensor world, with a central<br />
node that monitors and controls the network. As illustrated</p>
<p>in Figure 1, the Leaf Nodes are the ones that consume the</p>
<p>sensory information. These ones are in fact GSN-based servers<br />
configured to process incoming data from the sensor layer.<br />
In order to integrate Signal Processing components as in<br />
Figure 5, our implementation allows the use of standalone<br />
hosts. This happens because the components can either be<br />
resource-hungry in terms of processing capabilities to the<br />
extend that they utilize the whole processing power for their<br />
efficient operation or simply because the implementation is<br />
not portable, as in linux/windows-specific libraries.<br />
A. System Implementation<br />
In the scope of a proof-of-concept implementation and<br />
also as a testbed for our experiments, the snapshot of the<br />
architecture above that was implemented employs 1 computer<br />
node that hosts a Leaf Node and two processing components:<br />
a Smoke Detector and a Body Tracker, a camera that streams<br />
its feed using RTP, a node that hosts a Semantic Node that<br />
offers HLF capabilities and, finally, the Central Node that has<br />
the overall system supervision as already depicted in Figure<br />
1.<br />
Bottom-up, the system can be described as follows:<br />
First, the camera generates an RTP feed with its perception.<br />
The feed is processed by both the signal processing<br />
components (the Body tracker and the Smoke detector).<br />
The first component generates a stream containing at<br />
all times the NumberOfPersons detected by the component.<br />
The second one, simple however, is not as straightforward:<br />
it splits the image into particles and reports the<br />
NumberOfSmokeParticles detected. Then, the LLF Virtual<br />
sensor, according to the example presented in Section<br />
III fuses the data. Figure 5, illustrates the behavior of the<br />
BodyTracker.</p>
<p>&nbsp;</p>
<p><img 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" alt="" /></p>
<p style="text-align: center;">Fig. 5. Body Tracker Sequence Diagram</p>
<p>The sequence is initiated by the Body Tracker wrapper,<br />
which is polling for results the Body Tracker component<br />
host at fixed time intervals. The host, when it receives<br />
the POLL command – note that the component may<br />
support a number of functions such as START, STOP,<br />
REQUEST_VIDEO_DETAILS etc. – it returns a string containing<br />
a description in XML of the number of persons tracked.<br />
This description is of the following form:</p>
<p>&lt;frame&gt;<br />
&lt;frame_counter&gt;1534&lt;/frame_counter&gt;<br />
&lt;person n=&#8221;1&#8243;&gt;<br />
&lt;trackID&gt;25&lt;/trackID&gt;<br />
&lt;x&gt;587&lt;/x&gt;<br />
&lt;y&gt;493&lt;/y&gt;<br />
&lt;w&gt;79&lt;/w&gt;<br />
&lt;h&gt;130&lt;/h&gt;<br />
&lt;quality_detection&gt;2.8480&lt;/quality_detection&gt;<br />
&lt;quality_color&gt;7.6249&lt;/quality_color&gt;<br />
&lt;quality_motion&gt;5.1601&lt;/quality_motion&gt;<br />
&lt;/person&gt;<br />
&lt;person n=&#8221;2&#8243;&gt;<br />
&lt;trackID&gt;30&lt;/trackID&gt;<br />
&lt;x&gt;1024&lt;/x&gt;<br />
&lt;y&gt;491&lt;/y&gt;<br />
&lt;w&gt;41&lt;/w&gt;<br />
&lt;h&gt;83&lt;/h&gt;<br />
&lt;quality_detection&gt;42.8867&lt;/quality_detection&gt;<br />
&lt;quality_color&gt;6.7535&lt;/quality_color&gt;<br />
&lt;quality_motion&gt;9.0603&lt;/quality_motion&gt;<br />
&lt;/person&gt;<br />
&#8230;<br />
&lt;/frame&gt;</p>
<p>Note, next, that sampling the video source takes place<br />
asynchronously. This happens because the camera will be<br />
streaming at 25 fps, while for the needs of the LLF, 500<br />
ms may suffice between two consecutive polls. In addition,<br />
tracking a person is a more demanding task than detecting<br />
it, since the former implies comparing consecutive frames for<br />
differences between them while for the latter processing single<br />
frames is enough. Therefore, the asynchronous behaviour is<br />
explained from the fact that the camera fps is not aligned<br />
with the messages per second that the component produces.<br />
Under any circumstances, the LLF Wrapper receives a<br />
notification from the BodyTracker. The same information flow<br />
applies to the Smoke detection component. The LLF Wrapper<br />
generates results only in the case when the fusion conditions<br />
are true. Of course, more processing components and more<br />
complex fusion conditions can be added in the processing<br />
scheme hereby described.<br />
For the HLF, the major difference is in the introduction of<br />
an ontology and reasoning procedures where more complex<br />
conditions for fusion can be applied. HLF only deals with<br />
higher level detections and events meaning that it communicates<br />
directly with the LLF and individual perception modules,<br />
pulling data in order to make inferences. An example situation<br />
where an alarm would be triggered by a rule, expressed either<br />
as a Jena rule or as a SPARQL construct query, which would<br />
state ”If smoke is detected near an object then raise an alarm”<br />
with objects being a Person or Vehicle. The classes that are<br />
inserted are<br />
Smoke rdfs:subClassOf Non-RigidObject<br />
Person rdfs:subClassOf RigidObject<br />
Vehicle rdfs:subClassOf RigidObject<br />
Alarms can then be retrieved with a simple SPARQL query<br />
issued to Virtuoso as<br />
SPARQL<br />
SELECT ?x WHERE {?x rdf:type STO:Alarm}<br />
This example illustrates the use of the subclass inference in</p>
<p>order to define situations that hold for a class of objects<br />
which is something that cannot be defined using the LLF<br />
layer only. In a similar way, the owl:sameAs property can<br />
be used for reasoning. The property can be evaluated during<br />
runtime. For example if two distinct detection instances is<br />
decided that are actually the same entity, e.g. if they have<br />
the same geographical locations, then by inference through<br />
owl:sameAs the rules and properties that apply to one also<br />
apply to the other thus enhancing the reasoning capabilities of<br />
the system.<br />
B. Advanced inference<br />
In order to demonstrate the inference capabilities of the<br />
proposed architecture, a scenario was set-up which makes<br />
full use of the data chain from low level sensor data to high<br />
level complex event detection and situation awareness/threat<br />
assessment. The example demonstrates how external services<br />
can be utilized in order to detect “critical” situations. For<br />
setting up a realistic usage scenario, the Environmental Service<br />
which exposes an interface where all interest points, e.g.<br />
buildings or sensors, positions in absolute lat/long coordinates<br />
are registered, is employed. These locations can be queried<br />
in real time by the HLF layer and are used for inferencing<br />
through geospatial reasoning. These data along with the lower<br />
level processing modules are used by the HLF layer in order<br />
to derive hypothesis about the criticality of a situation.<br />
To demonstrate the use of sensors typically deployed in<br />
urban environment we selected video cameras which can be<br />
used to detect persons and also incidents, such as smoke, in<br />
an area of interest. Sensor locations are associated with a<br />
priori knowledge during reasoning. Detected smoke at a petrol<br />
station marks a significant threat to public safety based on<br />
a priori knowledge about the location and can be associated<br />
with a clear emergency action plan. A public square with a<br />
highly varying number of persons and smoke allows inferring<br />
various situations which can be controlled as necessary based<br />
on a security agenda. A specific public area can be subject<br />
to an event schedule which can provide significant semantic<br />
input to inferring on the threat level associated with detected<br />
situations. A gathering of locals celebrating with a bond fire<br />
on a public square is different from an unplanned detected<br />
smoke event during mid-day hours.<br />
1) “Smoke detection in critical location” situation: Reasoning<br />
over triples in Virtuoso requires that the underlying<br />
triple store was populated with inferred event data from the<br />
smoke detector and body tracker. RDF views have been<br />
developed and used to load the underlying data from the<br />
sensor inference database. Using the scheduler component in<br />
Virtuoso we trigger a procedural logic which updates the triple<br />
store via RDF views from the sensor inference database and<br />
subsequently invoke on the reasoning.<br />
In the example of smoke detection at the petrol station<br />
the relevant smoke event together with location data of the<br />
video camera is forwarded to emergency personnel with the<br />
relevant information. The reasoning process associates the<br />
smoke detection event with a criticality factor according to</p>
<p>events modelled in STO and information coming from the<br />
ES. The process of modelling events in STO is described in<br />
detail in [23]. Figure 6 illustrates the model with instance<br />
data by example. We used the STO:FocalSituation class<br />
to mark significant situations that prompt action by security<br />
personnel. The class interlinks the data associated with events<br />
which we query via SPARQL and forward to emergency via<br />
a Web service call.</p>
<p><img src=&#8221;data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAmEAAAG/CAIAAACfS5feAAAgAElEQVR4nOydd1gU19fHR2MDC1FjD4oaFWvU2AsaCyrYEQuJiRB7RFFBQHoVpFcpgqBIkyK9V0FAuiC9l92lLWzve98/7i/zbgBLFGWB+Tzz8MzM3rlzmdmd79xzzj0XARgYGBgYGBj9gQx2AzAwMDAwMISU/2kkDQMDAwMDA4NGo9FoTCYT00gMjP7hcrmD88qKMcJgsViD/WXH6B9MIzEw+ofBYNTU1KSlpaVgYHxNsrKy2tvb6XT6YH/lMfoB00gMjH6g0+k8Hu/cuXPXr1+/h4HxNTly5IiTkxP2+BVOMI3EwOgHOp3O5XIvXbpEpVK/mcENY2QSEhJibm4OsMevUIJpJAZGP6Aa2dra+lWfjxw257npcxqJ9lXPgiHM+Pj4WFpaAuzxK5QMjEYymUwWBsZX5ls6bL6NRpI6SUl+SXtG/RrpGtGF7/p6J8IQZjCNFGYGRiN7enoaGhpqMTC+Gq2trQP71f8w30AjuWxupFvEbkRKbvbJ3cguXzNfDpvzlc41WHA4HPQRg/E+MI0UZgZAI/l8vrq6+tmzZy9jYHw19uzZk56ezufzB/w30C/fQCPd1N3kZp88MeP4//7OOmlz1foTj+Xz+ZmZmSEhIdXV1XCASlJSUkhISEhISEREREREBFyPi4vj8/nwEBwOFxMTk5ubi+7pS0lJCXospKvri3q3FhYWmzZtQjfJZHJ0dHRMTAwOh4N7SktLY2Njv+QUvWhoaAgLCxvYQTtkMrmwsHAAK+wFppHCzABoJADg6tWrJSUlX+87hIFhZGQUGBgIvtVz5GtrpLuG25/L/pCdLCM356Tc7JNyc04eniL722IFJxXHjx5LIBB+//33OXPmjB49+ueff7569SoAYN26daNHjx49ejSCIAiCwPWffvoJKqKent7mzZsnTZokISFx4MCBgoKCfms+f/48eiwkMzPzS/5NdXX1GTNmwPWsrCwpKamJEydOmjRpy5YtMJJTQ0Nj0aJFsACVSiWTyZ9xFg6HQyQSeTweAMDT03PixIl0Ov1Lmo1Cp9Pb29sVFRW3b98+IBX2C6aRwszAaKSysnJxcfHX+w5hYBgbGwcHB4Ohr5FkIjnaM/r4D8dkp8icmiMnN/skXE7NkTs69YjMpEMvHV9+wDfJ5/MvXbp0+vTp+vr6zs7Ot2/fhoSE8Hi8np6ezs7Ozs7OQ4cO7dy5E653d3cDAO7evbt8+fLk5OSOjo7a2lo1NTUJCYmqqqq+lZ8+fXrjxo2dAnA4X2T+1dbWFhcXBwAQicQtW7aYmpp2dHR0dHSkpqampqYCANhsNqpnSkpKR48e/YyzZGVlTZs2raOjAwDA5XLhQ2lA0NXVha8dBw8eHKg6+4JppDAzYBpZVFT09b5DGBjDQyNpJGqCT4IUsvPEzOOoOv5rmXVyB7L9pUMopZvSbw1MJlNMTCwkJOR9pzhx4sS+ffvQza6urhUrVkRGRgqW+fXXX01MTAAAbDa7qamJxWLB/XJycrt37+5bJ51Ob2xsZLPZvfYTCARBYyyJRGpsbCQQCOgeVCNfvXo1btw4CqX3P0WhUDo7OwEADAZj//7969evb2xsJBKJ7e3taM1MJrOpqQlVawKB0NjYSBMQwsDAQARBXr9+3draSqVSOzo6UHsybDn6D3K53KamJriOw+E+YHaGvHv3LigoaNeuXTt27PhwyS8B00hhBtNIjKHB8NBIH+NnB0UOyM3qTx3/WU7OOnFo4kHnu8791sDn8+Xl5Q8dOoQ+63tx7NixPXv2oJu+vr5r1qzpFTjj6Oi4detWAEBlZSWCIDk5OXD/+fPnFyxYYC5AW1tbdHT05s2bEQTZs2dPUlISLJmZmamgoCAmJrZgwYKLFy/SaDRfX9+VK1ciCPL999+rq6uTSCQgoJHt7e3Lli3T0dGh/buTp6WltXTpUgBAUlIS8g/KysqysrKXLl2CZTIyMsaPH9/c3Mzj8f78808xMTEEQTZu3BgWFgYLLF26FB64cOFCa2vrWbNmwf83LCxs69atCIL8+uuvCQkJAIDOzs7vv/9eX1//woULoqKicnJyqGf0AygpKW3cuPGjxT4bTCOFmWGrkSwWq7S0tKGhAXopenp6Sv+hvLz83bt3cF3wLZhAIFRVVX1hGJ6Xl9fx48e/tPX/kYqKiurqavQ1H4fDVVdXD2D9XV1dZWVlH33p/qoMA4188Ifp6R/lj0478gGBhMuxaUdP/yivK6fDYfVj6qytrd20adOmTZs2btzo6OgIDaoovTRSXV191qxZvWrw8vJCEITH4zU0NPz000+oo+Ty5ctjx4794R9mzJhhZWW1YcMGJyenpKQkMzOzlStXVlVV4XA4cXHxv//+Oz4+Pjw8XE9Pr62traKiIjk5OSsrKy0tTUJCwsHBAQhoJAAgLCxMQkJi69at+/fvf/nyJQyrUVVV/fHHHwEARCJx586da9asSUpKqqys/OWXX86fPw8PTEtLQxCkvr6ex+MlJia+evUqJyfHwsJCQkICKpyzszOCIL6+vq9fv3Z2dh43bhyfz8/JyVm2bJmDg0NSUtLDhw9XrlxZXl5OoVC+++6748ePv3jxIiEhYe3atbdv3/7ojfv9998FI48GHEwjhRkh0sgOMiOprDWxtCWtHPeqEp9eifvoklLW+rapH89NZmamtLQ0giAzZ848fvx4WVlZVFQU0h+2trYAgJaWlkuXLi1dunT8+PHS0tJeXl6f/V9oaWmJiop+/lX4j1RUVMjJyY0ZM0ZUVPTQoUNBQUEAgGvXri1evHgAz2JraysiIvKFrqkvZBhoZJBt0LWNV6XH7Rd0Q/ZdTs2ROzBB+q+f//I18+Vy+o/PZDKZycnJ9+7dk5KSkpWVha44SC+N1NLSmjNnTq/DPT09xcXF+9pO5eXlt23bJrjn2LFjf/31F7opIyOjrq6uq6sreAqUnp6egoICLy+v+fPn//bbb+DfGgkA6OjoCAgIuHLlypIlS+7fvw8A0NTUlJCQgJ+ePXsWrXbdunUXLlyA6+np6QiC1NbWws36+vrU1FQ1NTVoXwUAvH79GkEQIpEI/zX4Azxz5syff/6Jnvro0aPKysosFmvUqFFoB1RVVXX+/Pl9/5FeYBo5khEijSxu7Lz1/LVd3Fvd4Fw1v6x7/tkfXW4+y3BNLutVT01NzcaNG83NzfPz87Ozsx0cHLKzs6lUan5+fn5+/suXLxEE8fDwgJvt7e1tbW2bN2+Wk5NLT0/Py8tzd3dfuHChlZXV5/0XhoaGs2fP/sJL8QFqamp+/vln+LwgkUjS0tLKysp5eXm5ubkeHh4vX74EALS0tFRUVMDyN27cuHbt2mecKDMz8+eff4Z9lM7OzpKSEqwf+eXEecdeWP7n0WlHPmBuPTr1yB/LzgfbBX9KhWQyef78+fb29uieXhoZHx+/YcMGaPlEMTMzQ3tpgsjLy/cK4Jw5c+adO3fQTTk5ub179/76669ycnK9jnV0dNywYcOuXbvWrl07YcKEixcvgj4aiZKeni4mJkYgEAwNDVGNlJOTk5KSguuCGvnq1SsEQZqbm0kkkoKCwvbt26WkpBYuXIhaiaGdtrGxEQDg4eEBNXL+/Pk3b95Ez3jmzJlffvmFy+WOHj1aUCMXLlzYt3m9wDRyJCNMGtnUaRJeAADwzarSDMwxCM376KIZmOP9qrJXPba2ttB60y84HA5BkPz8fHTPo0ePVq1aJRgs7u3tvWTJkp6eHgAAj8dDx1oJDroS7FQJ7u+rkYKfstlsQaURfJHvNaKLx+P1q0n5+fkIguTl5XG53MTExAkTJtDeH8XH5/N37969Y8cOLpfL+wf0Iy6Xi54CbgoeGxoaCh9M/Q41E9zJ5/PRq4HWP+AMD40EALx99VZ2iszJWSfep5GHRA6+Dn/viAsWi1VfXy+4R1JS0szMDN3spZFUKlVSUtLa+v9HXpJIpCVLljg6OoI+X4O+/cgTJ04oKiqim4cOHbp//762tvbevXsFi5WUlEyZMiUuLg5u7ty5U15eHvw7rlUwlqeurm7KlCktLS1GRkaoRh4+fBiNGFqzZg3af4X9yO7ubg0NjfXr18P+YnNzM9qPjIuLQxAE+k3QfqSCgoLge8CRI0dUVFRgPxK+SgIA7t69i448+QBKSkrQffuVwDRSmBFGjXz++os0MjY2dubMmVlZWf2epbq6GkGQjIwMuMnj8Q4fPvzw4UPBMjQa7ZdffgkNDQUAXL9+HfUvysnJ3bhxIzExcePGjfB129/ff/Xq1VOnTr116xbUVAMDA1QjCwsLT58+LSYmJisrC1XZ2dlZRUUFfurv7w+fAv7+/tu3bxcTE1u1atWzZ8+g3mhrax84cODly5ebN2/etm1bSkoKPGrPnj0IgkyaNGnu3Lnx8fGLFi3y9fXt9T/q6+vDyMb4+PgxY8aMGTNGTExMW1tbQUFBR0cHlklPT1+0aBEM7r9z587ChQvFxMTk5eXhyDkul7tixQoEQSZPnrxp0yZHR8dffvkF6l9OTs7x48fFxMQUFRXh+AECgbBkyZInT56oqanNnz9fXV39a+QBHzYayWKwat/Wys0+KTPpUK+xH0e+Pyw7Rebd63dM2nud4mQyecOGDXfv3o2IiIiOjlZTU9u6dSvsQkFkZWXR3hjk+fPnkydP1tbWjo6O9vf3l5aW3rdvH1Sa6upqcXFx9Md74sSJXh2m169fS0pK2tjYREdHGxkZrVq1qqampqWlZc6cOdeuXYuOjg4LCzMwMEhJSZk3b56VlVVsbKynp+f06dPPnTsHANDU1IQ/h1evXi1ZssTW1jY6OjoiIkJWVhZ2E9XV1efNmwfPdfPmzTlz5kRFRRUXF1tYWCxdujQiIiIoKEhBQQFKoLm5+cKFC6ETVENDA0EQ+DPPy8sbN26cjY1NUlKSk5MT9Efm5eVJSkpaWVlFR0cbGxuvWrWqsrKSQqEgCIJGBauoqPTbzUWpqqqKjo6WkpJatGhRdHT0V4q6wDRSmBmGGsnhcG7dujVv3rxTp07p6ek1NDQIftpLI5lM5tixY93d3XtVMnfu3Lt37wIAzp49i1qftmzZMn/+fGNjYzs7u+DgYGdnZ3l5eW9vbx8fn8uXL1+5cgUAYGJiAt0/b968kZWVtbe39/Hxsba2lpaWrq+vz8jIWLt2LXw8nT9/XlVVFQAQFxfn7Ozs5uZma2s7d+7c6OhoAMDVq1cRBLl//76dnZ2SktKqVava29sBALa2tgiCaGhoODs7k8lkR0fHadOmnThx4tatW2gah8uXLy9YsAAA0NDQsGLFCklJSXt7+4yMjJUrV6Lv5tHR0QiC4HA4Npvt4uLi4uLy+PHjy5cvo3a5e/fuIQhibGzs4+NjZmY2fvx4AEBJScnKlStVVVXt7e0vXbq0ZcsWAoHQ3t6OIIiMjIylpaW9vb2EhMRnW6o/wLDRSEh6SPr1Tdf2fbcXyuSpOXLS4/YrrVJMCUgGHzNph4SE/Pbbb7Nnz0YQ5Ny5c72GJp85c0ZWVrbXIZGRkdBDv3btWnV1dTRUraysbPTo0W/evIGb58+f79VBBABERUXt2LEDQZADBw6kp6fDnZmZmadOnUIQZMmSJTdv3uzp6QkLC1u+fPns2bOdnJy2b98Oe5+GhobLli0DAJBIJBsbGxkZmXHjxk2dOvXevXvQh6qjo7NixQpYZ1dX1/HjxxEEsba2ZjAYioqKkydPVlBQsLa2FhMTa2lpoVKpysrKkydP3rNnj4uLy+TJk9GIXFdX11GjRh08eNDNzW3u3LnwuRYTEyMlJYUgiLS0NByO2dXVNXnyZHQkjKam5qpVqz5wqXV0dBAEGT9+vIiICLzaH7k3nwWmkcLMMNRISHp6+t27d3ft2rVixQrUBAT6aCSDwRgzZszjx497Hb548WIjIyMAQE9PD/pAgW5LtMz69et1dXXj4uLi4+MfPXo0derUlpYWa2trqJEqKiqHDh2KjIyMj4+PiIhYtmyZkZERn8/fs2dPREQEhULZtGkT+guHJ3r9+vW8efOg++fy5cswJh4A0NXVNWrUKPjDrq2tRV0vkIKCAgMDg927d//0009Q7JWVleGDCQBw/Phx9IkpKSmJ+iaheaq5uRlu8ng8HA7n4OCAIAh85qampiIIAgeWOTg4TJkyBQCgqKj4xx9/oKeWkpJ68OABmUxGEAT18Vy+fHn16tX93+MvYJhpJAAgwjXi2sarMpMOwT7lpXWXAq0CPv1wIpGIx+P77u/u7oYvYb3gcrl4PJ72b8s8h8MhEAiozV/w2y4Ii8XC4/F9re54PF4wMw6FQoGnJpFI0JNNoVAE44l4PF5bWxscEIkeIliAw+Hg8XjUdI9+1GsnXBdsOSxDo9EYDEZbWxtqPe7Vch6PRyAQ0KcemUwWPHtfKBQKHo8nEAgEAgGPx/cKIR4oMI0UZoatRqLo6OisXr0adTf2tbXu27evV7+HwWBs27atbxrJTZs2oQqRl5c3atSoyZMnjx07duzYsSIiItOnTy8uLrazs4O2o3Xr1k2YMGHcuHFjx44dN27ctGnToJX13r17d+7cSUhI2LNnD/zp+vr6/vrrr1u2bJk9e/aoUaM0NTUBAJcuXUKVprOzExWh4uJiVMZ68fTp0x9//JFMJqupqaEaKSMjIy0tDddXrFjRSyMJBAKDwbh9+/auXbvWr18/ceJEtHIYCQyfwvb29mJiYgCA2bNnw3BEyOHDh6WkpBgMBoIgiYmJcOf169fRsw8gw08jAQBZka/lZp04OevEiRnH457Gf70TYXwAHo+no6NzrQ+9/L5fD0wjhZlhqJG9QvhiYmLExMTQN+teGgkAsLGx2bBhg2AMzosXL3766Sdo2xRk06ZNv//+O1wvKyubNm1aZmYml8vlcDgcDge66wwNDefOnQsA2Lx5s5qaGvopGhmRnZ29c+fOvXv3wllV8/LyZs2a5e/v39raymAwJCUlb9y4AQC4dOkSagVqb28fNWpUeHg4AKCwsBBBkMrKSgAAjUYTfI9uaGgQFRXF4/Hq6uqoSklLSx86dAiuL168WFlZGa6npKQgCEKhUAwMDNauXVtQUEAmkwsKChAEgembIyIiEASBTlZ7e3vYj9y7d++tW7fQMx46dOjatWtUKhVBELSzfu3aNdR6NoAMS43ksrnVRdUHJkgXpRYNv0k/hgp8Pr+lpaWhD99sxhJMI4WZYaiRbm5uhw8fTk9Pr6mpKSgoOHjwoIqKCmp76auROBxu2bJl+/fvLy4urq6uDgwM/Omnn/T19eGnRkZGaAT5xo0b4agviJKS0vr163Nzc5uamt69e+fh4dHW1mZubg6HbIeFhc2ZM8ff37+hoaG+vj40NDQqKgoAwOPx1q9fP2bMmLdv3wIAXr16NX78+KSkpPr6+piYmClTpsDu5sWLF1euXAlPBB1+sB9ZXl6OIMjTp0+rq6ujoqL27NkTHR1dU1NTXl6uqKh44sQJAMCtW7eWLFkCjz19+rSkpGRNTQ2BQLhx48bWrVurqqry8vIuXbqEIAiVSr158+aaNWtaWlrKy8sfPnyIaiSMp4+JiamtrbW2tp48eTIAIDIycvny5VFRUTU1NT4+PpKSkm/fvu3q6kIQBO12X716VVJS8gu/DH0ZlhoJAOByuEUphUw6NoHUyAXTSGFGuDTSNLwAAOCXVf0lGllUVHT69Ok1a9YgCDJ37lxlZWVBF0tVVRWCIGjoAaS6ulpeXn7SpEljxoyRkpKCiQUgBw4cQPtka9euPXPmDPoRDodTVFRct24dTIJ16tSplpYWMzOzqVOnwgJWVla7d++eMGHCxIkTDxw44O3tDffr6enJyspCQyuPxzMyMpoxY8bMmTONjY1nzZoF+5EXLlxAda6trQ1BEBiwzufzLSwsEASB6VGUlZU3btw4atSoKVOmKCgo1NTUAACuXLmCxtNXVFSsXbsWQRAbG5u2trZdu3ZNmDDh6NGjKioqCIK0tbXhcDhZWdlx48Zt3bpVT08PQRAY2spkMuEw7QMHDpibm4uKisKOsp2dHQx53bBhg7+/PwCgtbUVqik848WLFwc2gwFkUDTy4sWLfc0JGBgDS1BQkIWFBcA0UigRLo00eJmH66Z5pJVrBuboh+R+dFEPyPZK798f2drampGRUV5e3ms/g8HIzs7udwqewsLC7OzsXqba6urqd+/ewfXS0lIoQoLgcLiMjAx0f3Nzs+DgSwqFkpubm5+fz2Aw0J1EIrFXss2ysrLS0lIAwLt376AXpK6uDnY0AQBsNjs7O1swECM7O7us7H/JEzo6OrKysgTnt6uvrxe8HQQCISMjA/5fVCo1NzeXSqWyWKysrCwYksNkMt+8eQMjHbKzs2n/hHXweLzMzMympqa2tjbBeQebm5szMjLQyAsWi5WdnQ2tsvDsX2MSmEHRyOvXr+fk5CRgYHxNNDQ04Hv5t/luY/wnhEgj37UQ1QNydINz9UNy9UPzPmXRCMjx+ljMDsbwYFA08tatWy9fvtTFwPianDhxAqa3/TbfbYz/hBBpJJPDbSPR20j0djK9ncz4lKWNRO+hsb7wvBhDgsGytfY7FgIDYwB5+fIlZmsVWoRIIzEwPoCQxOx0ddPCUsoj0yoj0z++vEwp7yAO2Hy/GMMVLGZHmBkwjUSddhgYX4MHDx7AWU0G/DfQL+/TyJqmrhumEbcfxty1jLn9MPqWeVTf5fbD6LuWMXcsYv42jahs6HzPP4SB8T8wjRRmBkYjlZSUXr58WYPxxdTW1g52E4SUa9euvXjx4ps9R96nkfUtRHWbOG2HRG2HRH3nJFP3VFP3tH8vqfqPkrUdEnUcE+/ZxNX0N3fbB+Dz+d3d3b1G5hGJxL7zWPWip6dHMC6sFzQarVcw2gegUCgUCuUTC38z+l6WYQOmkcLMAGgkh8NxcXG5ePHiVYwv48qVK8rKyjdu3Lhy5cpgt0Xo+PPPP9++fcvhcAb8N9AvH9ZIHYfEm2aRPpFFDCaHx/9/eHw+g8nxi3570yxS97M0ksFgzJ079+nTp3Czs7NTUVHxu+++U1BQ+PCBkpKS0KfVL/fu3fv02Z1OnDghOMbpM6DT6YGBgV5eXh7/ALMQfzZsNltcXNzT0/OjJSsrK729vfudrObzwOFwHh4eA/XS8ObNG8FEkhBMI4WZAdDIrzHJw4jF29sbG5D3PlgsFpVKHfDfQL98WCPvWcdGpVfiOylMFicgrsQ3qtgv5q1vVHFAbAkAgEJjpbypu2cde8869r9qJJ1OHz16tIuLC9xUV1fft29fUFBQfPxHMtVNmzZNT0/vfZ9evXr1UyZKhOzatWv//v2fWLhf4MRVo0ePFvmHAwcOfEmFbDZ73LhxcD6vD+Pl5TVt2jSYe5JEIvWb0vajcDiclpYWODIqLS1NRESkr7D9J/h8fmtra3Jy8pQpU9BZR1AwjRRmBkAjMQYKAMCLFy80NDSwGzHofFgj71jGVNR3AAC6SXR12/g7FtGqVjF3LWLuWcUm59QWlONiMqqglP5XjWSz2SIiIjA3PY1GW7hwYVJS0qccOHv2bENDw/d9euPGjU9Portv3z4ZGZlPLNwvLS0tCIJERETQ/+ELzaRsNnvSpEmPHj36T0cZGRl9Xurg5ubmCRMmwGQaAwKFQpkxYwaCIAiCJCQk9PoU00hhBtNIIYLJZJJIpJs3b+bm5mL3YnD5sEbetYwpqSYAAHrIDD3npPt28doOCXC5axlzxyL6nnWsrtN7ba3Nzc04HA4A0NbWVlFRAXe2trZWVlZSqVRUI7OyshAE8fb2RgPiKioq6uvr0WQODQ0NsB4goJF8Pp9AIJSVlQnOCvf333/D1IZ4PL5vqu6qqqra2lp0c6A0Mi8vr+9H0Lvca2d3d3dVVRVqz2SxWLW1tWVlZWhiig9rJLwsMA8UiUSqq6uDlfz1118zZswoKytraWnB4/FoX5DNZldUVNBoNAAAl8ttbGwsKytra2tDK4SzOj979qyioqKnp6eurg7N50yn08vKygQTelRVVcGqamtr32dU43K56enpQUFBCILAnJSCYBopzGAaKUTAH1h4eLipqSmHw6HT6YPdopHLRzWytLoNANBDZug6JWnYxt+3T0AXbYcEHccPxeycOHFiy5Yt7u7uS5cuFRcXp9PphoaGP/7443fffXf06NExY8ZAf+ShQ4eQfwgJCbl8+TKCIN9///2xY8dgF2fZsmWnT5+GdaIa6ejouHjxYgRBpk6deufOHRiqo6KismDBAmtrawkJCTExsTt37sAvW2Nj4x9//DFmzJiJEyf+9ddfcDDo+zSyqqpKvQ82NjZ9S7a0tIwdO/b06dNosSdPnnR1dV26dElERERUVPTy5cvQCkqj0bS0tNauXTtmzJht27a5u7vzeDw5OTk4Bc369evhgB8Oh9OvRtbX1//555+jRo0SExM7evRoVVVVQECAiIgIAKCmpga9eidPnlRUVNy5cyd6FJqQUllZGfbwFi1a5ODgAN8/4EzmCIKIiIg4OjpOmDAB6is6IeXq1as9PDwAAHw+f86cOUpKStevXxcVFd2+ffsHRsHR6XQEQdDZK1EwjRRmMI0UOgAA9vb2MO/GN3O/YfTiwxp53z7B2C01NbcOAECmMkkUJonKJFGZJAqT0El58rJA+UHkB/qRJ0+enDVr1pMnTzIzM8vLy/X09ObOnRsXF/fmzZvQ0NDvvvsOBqe8evUKQRAXF5f8/Pz9+/cfPny4pKQkNzfXyckJph5UUFDQ0dGBdaIaWVVVVVBQUF5enpubO2/ePNglvXPnjoiIiIeHx+vXrxMSElavXm1ra8tms8+dO2dra1tfX19XV6esrAwndTlw4EC/GpmRkfFTH/ot2draKiIiMmvWLIl/+P33369du3b48OHs7Ozs7GwZGRklJSUAgIGBwbx588LCwt68eePv7+/n5wcTIrHCHw4AACAASURBVJaUlFRWVtrY2CxcuBAqd78aeerUqQMHDpSUlOTl5Tk5OVVXV/v6+o4bN47JZDKZTEVFxdmzZ+fm5tbW1srLy2/btu1/N7G+HkEQOOtyQUFBcXFxRUVFaGjo9OnTYSJJmND/8ePHBQUFcDZyPB5fU1OzatUqW1vb3NxcPz8/SUlJmMd/9uzZUlJSL1++zMnJOXr06OHDh2GPti8EAgHTyCEHppFCB5vNrqur+/vvv5uamr5ZGCdGLz469kPVMsb6aWbc6+qUN3VwSc6pTc2t4/J4tc1E/9i3Grbv9UcePnx43759cJ3H461duxYmrIegtlb4SM3OzgYAyMrKHj58uLq6ut+HL/i3P7KpqSk5OdnCwmL69OnXr18HffyRTk5OP//8c1pa2vz5869cuXL79u3bt28fOnRIVFSUzWbLysoOiK01OTkZ3fPu3bvp06ejhuWysrJ58+bFxcUtXry4r+0RAFBUVBQSEnLhwgUEQaCpuV+NPHLkyIEDB6qqqlD78+PHj0VERGDMjp6e3oIFC+D+U6dO7dixA65DjUxJSYGb5eXl0dHRGhoaCIL4+fnBC4gm909LS0MQpLu7G8ZPoae+c+fO3r17AQDTpk2ztrZGzz527Nj3DcLBNHIogmmk0AGNYFZWVmjgBsa35xPGRybcs45TMY+6YxENFxXzKFXL2K4eGgCgtoV41zLmUzQSTnaGZoFnMpmoRjY2NiIIAmN2Ghsbz5w5s3v37tWrV9vY2AhOdwqZPXu2iYkJAMDIyGjjxo3S0tLbtm0TERG5ffs2AODGjRuCE5b5+PgsWLDAzMwMQZBNmzatWbNmzZo1GzduPHjwIJPJlJGR6VcjU1JSpvUBFR5BoEYKxuJGRkYiCILmwYfTvZmYmCAI0mvigfr6+sOHD+/evfvAgQMrV65EC/Srkc3NzefOnYOXBQ59efLkCaqRmpqa8+fPhyXl5OTQpsILm5mZyWAwFBUVd+zYIS0tvWHDhlGjRsExuHAGvczMTCAw0+q+ffsEo3MNDAy+//57AMD06dPRSdrd3NxEREQwjRxOYBopjNDpdA6Ho6urC0eVYRbXb89HNdLgUbKRa4qhSwp0Peo4JmrZJ+g5JRFJdADAu9p2VatP0sjOzs7FixfDyUEBACwWa8KECX01EkKn0xMTE0VEROBMZDQaDX0cz54929bWtrq6WkREBA3IXLNmzcWLFwEAf//99/Lly9F69PX1//zzz4SEhEWLFvWdA+d9/sjGxkbbPjx79qxvSaiR6LTbAICKiop58+ahUTxv3rxZuHBhZmbmihUr4AxrKOfPn9+1axcc4Ah9ih/oR0IYDEZqaqqoqOjr16+Dg4NRjbx79664uDgsc+rUKdQfWVtbiyDI27dv3d3df/zxRzQyaOzYsb6+vrC1aD8Sxu8QiURTU9Ndu3ahJ7127drJkycBANOmTYMKBwBwdXUVFRV9n0YymUwEQdLS0nrtxzRSmME0Ukjh8/mZmZl3794lk8lMJnOwmzPi+GjMTnElnsXmtraR1G3j4NgPGM4K+5E1TV0f6EceOHBASkoK3TQwMFi1atXTp0+fPn1qaGgIPWEAgIaGBgRBEhMTAQD6+vq2trZBQUF2dnbz5s2DM6lJSUldvXoVVjJ16tSHDx/icLiZM2eampr6+fnZ2dlNmDABFrh169akSZM8PDx8fX0tLS2XLl0KX7+OHj26Zs0ab29vPz8/R0fHa9eucTicffv2Dcj4SHRKUcjdu3c3b97s4+Pz7NmzzZs3q6mpAQAsLS0nTZrk5OTk6+v78OFDDw+PBw8e/PTTTzAFwY0bN1CNHDt2bN/xkUZGRjY2NkFBQY6OjvPmzautrX3+/Pno0aOhRj569EhEROTx48dJSUkhISFz5851dXX19va+cuUKnEs8Ojr6hx9+8PLy8vHx0dfXR22tOBzuhx9+UFZW9vf3Dw4ORhCktbUVj8dv2LBBRUXF19fXxMREUlIyJycHADBx4kRzc3PYHmdn5++++66vRnI4nJCQEGdnZwRB7t696+vr29HRgX6KaaQwg2mkkAItrioqKtBghXUlvzEf1khN23gn/+zCChzcU9vcVdtMrG3uqmshAgAKynAOvtn37ePfF7Pz22+/nTp1Ct2kUCgaGho//PDD7t27/fz8JCQknj9/DgBoaWmZOXPmq1evAABubm7S0tJjx47dvHkzaqzbuXPnlStX4PqqVaugVywkJGT16tWLFi3y9vbesWMHlCJ9ff3ly5dfvHhx7NixGzZsCA0NhUd1dHTo6elt3rx57Nix0tLS5ubmXC737Nmz586d69vsTwdKNerwg1CpVGNjYziduImJCfyGs9nsx48fr1ixYuzYsSdOnAgPD2cymXfu3Jk6derx48c9PT1nzZpVWVkJAFi4cKGXl1evE3l4eBw4cAD+U+Hh4QAAX1/f+fPnQ5ViMpmqqqrjxo1TVVXl8XgGBgazZs06duyYj4/PrFmzoMJZWVnNnTt369atfn5+8+fPR69MQkLCDz/8AANr586d29zcDAAoKiqSl5cfO3bs7t27YS+Zz+cvWbLE2dkZHvX06dMFCxb0HQxKoVB+/PHH8ePHz5w5U1RUdOzYsVlZWeinmEYKM5hGCi9MJrO5uVlTU7OsrIzNZg92c0YWH81Fp2Ie5eiXXViOK69rF1wKy3HOATkq5lEfyEUHR/X02kmj0WDgCYVCgRleeDwemUwWdD2SSCTBLGs0AVsrhUJBf8wsFguuMxgMWIDBYKCpZ/r6MrlcrmA2V/jv9232p8Pn83u1XLDyvv87i8XqlU4WHWhIJpNhmCiFQnlf0lrBf4rNZpPJZDSEB9aAbqKnFmwenU7v9xRwKnJ4FwRDVUkkkmD96P1Cz97vBaFQKOR/6HUfMY0UZjCNFF7gY8LPz8/Y2BgbLvmN+YBG3rOO1bJP0HFM1LSNRwN2BBcN23gdx0RthwS1/55nB2MEgmmkMINppLDD5/MVFRVh0Dxmcf1mvE8j65q77lrEaNjGa9p9fLljEVPdiM2NhfERMI0UZjCNFHZ4PF5qaqqJiQmRSGQwGIPdnJHC+zSSyeI04XuaCaRPWRrxPQxWP/ZGDAxBMI0UZjCNHAIAAB48eABzrwx2W0YKUCMvX77cr3sJA2MACQ4OhoM7B/tbj9EPmEYOAZhMJh6PV1JSIhKJLBZrsJszIoBxHCdOnPDw8AjDwPia/P3332ZmZtjjVzjBNHJoAABwcXHx9PTEstN9M1gsVlBQkLGxsdGw4MGDBw4ODiYmJoPdEIzePHjwoLCwEHv9FU4wjRwawFj8mzdvwsnnBrs5I4JhNnk4i8UKCQl5X7ptjMGFy+ViEXnCCaaRQwYul5uTk3Pnzh0Oh4MF72B8IgwGg8PhFBUV6evrW1tbt7W1Yf0VDIxPB9PIIQPsSqqqqsI5fbC3ToyPAgeqe3p6XrhwAc76xGAwsG8OBsang2nkUILFYvX09Fy5cqW0tJTH4w12czCEGgBATU2Nra0tTAWOebIxMD4DTCOHEmjmHSxSHOMDsFgsPp+fk5OjqKjo7u7O4/Ew4zwGxueBaeQQA2bg/OOPPxobG3k8HmY3w+gFAIBEIqmoqKioqMD5GrEshhgYnw2mkUMPNptdUlJy9+5dPB6PxV9goECP9bNnz65du5aYmMhgMNhsNvYWhYHxJWAaOfSAFlcDAwMfHx8seAeDRqNRqVQYnvP48WNTU9Pi4mKs+4iBMSBgGjkkge4lLS2tlJQUPp8/2M3BGDSoVCr8DRcVFV29etXNzQ3+kLE3JwyMAQHTyKEKACAxMVFdXZ32j2RijDTodDqcqdHLy0tfXz8tLY3NZjOZzMFuFwbG8AHTyKEKtLhev34dzlOP9RtGGjCjbF1d3YMHD4yMjHA4HGZfxcAYcDCNHMKw2ezKykptbe26ujoseGfkQKVS2Ww2ACAoKOj3339PTk4GAGDhORgYXwNMI4cwsCvp7u5uYWGBpRQYOQAAqqqqlJSU7OzsOBwOdusxML4emEYObeh0OoPBuHDhQn19PfasHPbAn2tZWZm6unp2djaLxcK8jxgYXxVMI4c8fD4/KirK0tKSTCZj7qhhDACAxWLp6eldvny5oaFBeLyPqO0XA2MI8Yk5WDCNHA4AAHR0dHx9fbE7OPygUqkcDgcAEB4efu3atbCwMDKZLFRTKbFYrNraWmNjY30MjCGCkZHRmzdvPiWMA9PI4QCLxaqrq7t06RKFQsGCd4YTVCqVz+c3Nzc7OTkZGhrCGGZhs68CAPz9/c+cORM+AomARPZZIsIjIga7cRjv5fbt2wYGBp8ieZhGDhMAAFZWVgEBAZhXcnhApVIZDAYAoKKi4vbt2+bm5rA3KTzdRxQAgJ+fn52d3dc2jmFgDBSRkZEmJiYA08iRA4PB4PF4169fT09Px+7jMIDL5TIYjODgYA0NjcrKSiA03se+AAD8/f3Nzc0H52k3qPCY3eSWVEKpO+Hto/9fSh+TW9J4zJ7Bbh3Ge3nx4oWpqSnANHLkQKVSeTxecnKypqYml8sV2ucpxqfA4/Ha2trs7e3V1NSqq6uF/IcJRqpGUtryuqoCCEV2zVl6zVk6zVnazVnazVk6zVl6hCL7rqpAalv+YLcRo38wjRyJwMxkN27cyM3N5fP5QmiUw/gwVCqVxWIBAJKSks6cORMcHAwAEKrwnH4BI08j+Xwuk1SHL7RrzNRsztJtyTH892LQnKXTmKmBL7Jnkur5fO5gtxejN5hGjlBYLFZbW9vVq1erqqq4XO5gNwfjvwEAwOFw169fNzY2JpFIfD5/SNgDwEjTSD6fTW9vzjFuydbvo47/XrL1m9+YcOgdgM/vtyYWi+Xp6SkjI6OsrBwZGclmsxMSEmRkZGRkZI4ePXr+/PkjR47ATZhNCQCQlZWlqqqqoKAQGBgIL36/tLa26uvry8jIGBsbZ2Rk8Pn8np4eOTk5BQWF06dP379/39fXF9Z8/Pjx8+fPHz58GG6+ffv2q1w0IQPTyBEKmnnHwcEBu5tDCBie09jYqKGhER8fT6PR2Gz2YDfqUwEjTCO5jE5yUwLsL35EI3MMWnKMyE1JXEZX33qoVOqlS5e2b98uLS195MgRKSmpnJyclJQUaWlpaWnpDRs2IAiyZcsWuJmUlAQAePDggaSk5LFjx2RkZKSkpA4dOoTH4/vWXF1d/euvv8IDjxw5sm/fvp6eHjKZfOzYMQRBvv/+e3V1dR8fH1hgxYoVCILs2rULbsKJ1YY9mEaOXBgMBplMVlBQaG9v53A4Qm6mw4CvNQAAa2vrP/74o6ysDAAwtCZyASNMIxnEcnyhzcfU8f8XfKENg1jZt54nT54sW7aMRCLBza6uru7ubvTTyspKBEFaW1vRPSEhIWJiYq9fv4abPT09+/btO3z4cN+az549e/bsWXQTTsYO19etW3fjxg3BwvHx8aNHj+bxeJ95OYYmmEaOaNhsdk5OjpaWVkdHBzZcUpiB6WnS0tKUlZV9fHw6OjqGoiMZjDCNpLblN2VqfrpGNmVq0toL+9ajr6+/fPny950lNzcXQRD4zgS5cuWKqqqqYJn8/Pz169c3NjYCAMLCwqKjo+H+DRs23L59u99q16xZc+nSJcE9ISEho0eP7uzs/OQLMBzANHKkAwDQ0tIKDw/H7qnQwuPxOjs7vby8dHR0YmNjAQBD9IUGjESNVP8vGqner0ZWVlYuWrRISUkpOzu7o6Oj16e9NJJEIk2bNi0gIECwDJvNnjt3roeHBwBg8eLFa9euhfsDAwNnz55taWlZXFwMzfgomEZCMI0c6cDMO+fPnwfCl5YFg8Fg8Pn82tpaTU1NHR0daG4d7EZ9PmAkaqTGf9FIjX41EgCQlpYmJycnISEhKSlpbGxME4jB6aWR7e3tCIKEhob2qmHSpEkPHz4EALi7u3t7e6P7XV1dDx48KCYm9uuvv/r7+6P7MY2EYBo50qHT6Uwm08fHx83NDW4Odosw/geLxeLxeG5ubr/99ltRUREYat7HvoCRqJED0I9Eqa+vDw4OXr16tba2Nrqzl0b29PSIiYkFBgYKHshkMpctW9ZXOCFsNvvdu3d2dnYSEhJRUVFwJ6aREEwjMWh0Oh0A8NdffxUWFmLjQIQEHo/X09Pj6Ojo5ubGZrOHx30BI1EjB8Af2QtPT8/p06ejT+S+/sgLFy5oaWkJHvL27dtffvmlvr7+wzUfPXr02LFjcB3TSAimkRg0Go3G4/HS0tJUVFSwOzvoQLdQXl7euXPnnjx5wufzh40NHIwwjWQQy3AFVp+ukbgCKzqxom89CQkJMHMk5P79+1JSUmh8aV+N9Pf3nzhxYmpqKtyk0+mHDx+Wlpbm8/kAgMLCQjhsg8/n+/r6wkAeAACPx9u5c6eOjg7cXL9+vbKysmAzMI38MJhGDmcYDAaJRNLX109NTR1C4+2GHwAAEol07949DQ0NGM0/nKzfYIRpJIfRQWqM+/TxkaTGeA6jHwWys7ObPXu2vLy8vLz8qVOn1q9fLyiZWVlZCIKUlJSge/h8/r1792bMmHHq1KmzZ8/u27dv9+7dcCZRAMCqVau2bNkC1+Xk5NasWXPu3Dl5efmDBw/KyMi0tbWRSKTz58+PGjVq1qxZgvGx/v7+CIL0DRoa3mAaiUGj/TP5LY1G++233wgEwhANmxzSwO5jSEiIurp6UFBQT08Ph8MZ7EYNMGCEaSTg89g0fHO24Ufz7DRn6zfnGHFobYDfz+hDNpudkZGhoaGxY8eO69evV1T8q69ZXV19/Pjx5ubmXkelpqbKysrKyMh4eHh0df1/agJtbW1jY2O4TiaTQ0NDlZSUduzYYWFhQSQSAQBEInH//v2HDx8+ePDghQsX0AOzsrJOnDhBJpMH6vIMCTCNHKpwuVw2m42OkGMymXw+/9OfqnBCpV45zAAAXl5eNjY2QChnVhquwKkf4cVXV1fPyckBwzTGGIw0jQSAz+PQiRW4Atum/vO1GjZn6TZlauIL7ejESj6PM9jtxegNppFDEgaDUVRUVFNTAzt8TCazo6MjMzOztLSU9mmxqQwGo7OzMycnh0gkotGSbDa7ubn56tWrjY2Nn21xpdPpHA5nOFkIvyrwd1VcXKympubi4gJ/XMP1BQWMPI2EkHFZHeXP8IU2zdl6zVm6zVk6zVk6zVm6zdn6+EKbjnIfCj57sNuI0T+YRg496HQ6m822tLQMCgoCALBYLBwO9/jxY319fRcXFxKJ9CkjBDgcTk1NjZqaWn19PSqHcNqs8vLyK1euMBiMzxhpwGQyCQSCk5OTYLUY74PD4VAolNDQUC0treDgYB6PNyy7jyhgpGokAIDL7CI3J+KLnfFF9vgiO3yRHb7IHl/8iNycxGUSB7t1GO8F08ihB9RIBweHsLAwAACLxYqKigoICKBQKGQy+RO7IBwOp66uTldXt2+XEQBgaGgIM+/81w4Ng8Ho6Oh48eJFS0sL5tT8AHQ6HU79aGRkpKqq2tbWNhJ+U2AEayQAfMDn8fncfy88wOcB0P9cHxjCAKaRQgoMooH+Qg6HAwCg0+l0Op3L/d8Mc46OjlAj2Wy2tbU1dGKx2WzoZeTz+Ww2m06nU6lUDofD4/F6eS4BAI2NjahGQt0FAMD6CwoKlJSUaDQa7NlATyfaAHQ0AjwK1oaeDn5RWCwWdLOx2WzBGgbzmgoHVCoVXuSAgIDTp0+npaUBAJhM5nC1rwoCRrRGYgxJYmJiTExMAKaRwgabzS4vL09PT6dQKEVFRRERESQSiU6n5+bmRkREVFVV2drawq5eUVGRtra2h4dHREREU1MTkUhMSEiIjY0tLy/v7u5ms9lFRUWvX79mMpl0Op3FYhEIhLi4uFevXuXn5+vp6TU2NnK5XAaDUV5eHhYWlpOTA6cXiI+Pf/LkSV1dXXNzc2xsbHFxMZPJJJPJWVlZiYmJOByOxWL19PSUlJRER0eHh4eXl5fDlD1dXV1xcXEEAoHJZKakpFRXV7e0tMTHx5eUlNCwPD40GgCgvLz85s2bTk5OJBJpeCQH+ETAP2/lTk5O2tra2traOjq6+kbmOrr62traOjp6+kYP9Y0f6uoZamNgCAdycnKWlpaYRgodAIDo6GgdHZ3o6Gg3N7dHjx41NjY+ffrU1tbW3t7+6dOnenp6MHl/cnKyhobGw4cPra2tExISnjx54uDg4Ojo6OjomJWVBQDw8vIyMzODcbCFhYWwBldX18ePH+vp6TU3N3M4nLi4ODs7O3t7ezs7Ox8fHzhM2Nra+tGjR4GBgY6OjhYWFrGxsbGxsa6urlZWVq6urkQiEY/He3p6Ojg42NvbW1tbp6Wl8Xi81tZWVVXVyspKHo9namrq4uISEBDg5ORkbm6elZU1kp2UMJ9RaWmphoZGbGwsi8UaaVcDABAQEPDgwYPc3Nzk5OSUlNTkpMQQL5OEmPDU1LSk+MhQb7NgT4PYiIDU1PTU1JS+S1pqSmpqSjIGxrdCX18fWj4++vXGNPKbAntyxsbGjY2N0HwaHx/v4uLS3d0N7Z92dnbQ1kqn083MzDIyMuAD6PHjx/AGdXV1wZGO7969y8vLY7PZ3d3dzs7OiYmJ0HhbVVWlo6ODw+Gqq6vt7e3r6+v5fD6JRPL29o6Li+Nyufb29h4eHnDcXkZGxv3798vLy2GYiY2NTUpKCgAAml4BACkpKZaWljQajUAg6OrqVldXc7lcS0vLFy9eUCgUAEBiYqKtrS2FQhnqSUc/A5iLnMPhGBgY3Lp1q7a2FgDAYDBGgn1VENDX1srpyrL6kYl7DQDg9FRlmv2QZijS/c53IIxkGBgDQEREBGZrFUYAAHFxcVZWVhwOB/r2HBwcoNMReihRfySVSn3w4AHMu5Gbm2tnZxcdHZ2Tk9PZ2QlnTob+SA6H8+7dOysrKxKJxGKxuFxufX29rq5uR0fHy5cv3dzcoO8TAJCenm5paclgMFxdXa9duwZzHBcVFRkaGpLJZDabzeFwoELz+fzCwsLw8HBvb28jIyNTU1MymSyokQ8fPoT+Ntg2AwOD7u7uYayRdDqdz+ej/yC8U/AdIj4+XktLy8vLi0AgCLqHRxTg3xrZVh7x2mkTo/tdqc9BL9vbVh6xyUZTOxsSq6OuBlnImvhUWXlnWnlnCC6m7mkv4ku/2fMRAwOL2RFSAABxcXFQq5hMJolEMjIyQjWSx+P11Ug+nw97jWFhYR4eHm5ubg0NDdCgx+VyeTxeTk6OkZERmUxmMplcLhfG7HR0dAQHB7u5ucF7CgBIT083NzdnMBj29vYvXry4du0aHI5paGhIJBJZLBaLxbK3t4+JiXnz5o2Tk1NsbGx2dnZISIiJiQmFQumlkcnJyTCGKCcnx9jYuKenZ7hqJJPJbG9vDwwMbG1tZbFYDAaDQqHAK+Pm5qaqqhoXFwcAGGn2VUHAvzWytfB5ovEMLp9BrHZL8jrjrr4xXluUQqwm1oa8fnrSWffEPZvkWxaJt8yiVMyjNGzjNGzjVcyj3IPzvu1DEmNEg2mkkAIENBLKZFBQUFBQEFS7np4eKysrdHgGqpEdHR3QNMpkMi0sLBISEgAANTU1796943A4eDze3t4e5nXk8XjFxcU6Ojp4PL68vNzBwQGHwwEAGAyGr69vZGQkl8u1trbOysp69uyZk5MTDofrpZFRUVGurq7ohOaZmZmGhoYjWSPZbHZTU5OamlpVVRWXy2WxWOnp6RoaGtCpDGNZYfeRwWBwudwRGL4EemlkkW+i0fcM4isACjtKDIq9NxYHHCa3v+Kw3hLfmee5rXJx1HoelhqUUPo0vFDTNl7LIUHNKvbJy4L/+pgrKSmBL5QQPp8fHh7u6+s70tKqYXwGmEYKKQCAyMhIY2NjBoMB41Hr6+udnJwePXr05MmT8PBwfX19OBsclUrV1dVNTk4GAMTGxrq4uDx+/NjNzc3FxaWlpQUA4O3tbW5uDp/aycnJ1tbWjx8/9vX1DQwMVFdXb2pqYrPZ4eHhDg4Ojx8/fvTokaenZ1tbG4fDMTExiY+PJxAIJiYm/v7+enp6XV1dUCPNzc3DwsLy8vKsrKw8PDwCAwO9vb11dXUpFAoej1dTU4MxOwYGBvHx8fALk5mZqaWlNbw1srm5WVdXt6amBgBAp9Otra2NjIwIBAIQmPqRxWI1Nzc/ffq0vb3984aQDl1xBf/WSEJ5ZIbt0u4iFQbBg0ON5DHjuYw4Vk8QixTCIvqSKrRf24u2VUcBAKh0lsWTV7pOiaqWn6ORampqEydOhOtcLvfOnTtiYmJTpkyBXvyRDJPJdHFx2bZt29mzZ589e9be3g4AuH79+v379wfwLKampn/++ecAVvgtwTRSSOFwOMXFxdHR0egDkcViNTU1hYeHw5EViYmJ+fn50OMYEREBo2na2tpycnL8/PyioqLweDyTyeRwODk5OUlJSUwmE8ptQUHBixcv8vPzm5qaQkNDoRzSaLSCggIfH5/k5GQohAwGIyYmBk7tW1FRISMjk5SUBJP4MBiMuLi4wsJCNpsNayspKamqqgoLC6NSqV1dXSEhIdDeGBUVVVpaymaz2Wx2dXV1WFgYmUweuo94COsfOBwOHFED/0EAAB6P19XVbWlpYbPZjx490tHRgQ8dKpXKYrHgoFIul1tTU3Pv3j08Hg8AYDKZaG4deI/QU7D/QbBA351DCPBvjeTzuNTOuijtaYRUBdDhxOl+yiE+Yba7M9sfc9qcGO/uphmImpgYRr3GwfJO/tm3zKI+QyN1dXXnzZsH1+Pj49etW1dRUQFvyuc/OwcVKpXq4uLS1NT0JZXQ6fQrV67s3LlTXl5eQUFh//798LVbT0/PysoKlnn+/DkMj/+vFBYWent7w3VnZ2c1NbUvaSoAoK6uztXVFdWhbwamkUIKzCHA4/EEdzKZTB6PB4cz8ng8NKc59ETCNOUwpxaAtQAAIABJREFUSATNagZjdrhcLiyJjvpHh/bDgf/oflg5PB08BRz1aGxsHBsbC/6xFsKPaDQaPB18pvP5fJpA3ArMbAcbBnMLwAJDF3gpAgMDMzIyamtrPTw8YAK5srIyd3d3b2/vpKQkExMTT0/PP/74Q15e3tDQ0M7Ozt3dnUqlhoWFJSYmwvvi7e2tpaVlY2Pj7u4eFhZWVFTEZrNZLNarV69evXrFYrH8/PwyMjLy8/Pd3d1DQkJgfDKLxers7IyNjbW1tQ0ICIAGgMG+JP8N0Ceulc/nddS+KvDYn2YyM91KMsX2F2KxDsCZdmfIJxovsLUy07J+aeaZ6Rma7xVWYOSactcy5jM00sDAYO7cuXD95s2be/bs+bLH5uDT3d2NIIjgDFmfQWBg4Pz583t6euAmnU7va3yeOnWq4PRYn46ZmdmYMWO+pHm9CA8PRxBkACv8RDCNxPg4XC43Ly9PVVWVSCQOxe7LQAGN3jY2Ng4ODtHR0UFBQTk5ORkZGdDynJaWFhAQoKmpaWVl1dbWFhUVpaOjExAQEBMTw2QyHRwcfHx8AAAsFis8PFxbWzsgICAhISEiIuLZs2fwdcfFxSUrKwv6ce3t7SMjIyMjIz09PT08PLq7u7u6ugICAoKDg2NjY1++fPn06dPm5uahdTvAe/LshHo9fKgm73jv0PMr48l5VwlxMtFma03vKalaJ96zTb5rGa1iHqVmHav9fn9kW1vbgwcPOjs7q6qqNDU1CwoKAAD5+fmampphYWHKysoLFiwAADQ0NCxdunTu3Ln3798PDg6G7dHU1AwPD4fpAOvq6kxNTeFoJQAAh8OJjY01MDAICwuDJgEAQFZWlqam5vPnz9FuqLOz86tXr+rr642NjWEcOJfL9fPze/jwIZy1EYfDmZqatre3R0dHm5iYVFdXAwCamposLCx8fX1hDAEAoLu7297eXktLC0bnAQBevXrl7OxMoVCePn3q5OQE564CADx69AhBkLNnz2pqakKXymfw6NGjH3/8se9+Hx+fkJAQAEB6erqYmNiWLVs0NTVhSwoLC2GZ7OxsOEEQk8lMSkrS09ODZdB/ZO/evaKiopqamnAsmaenJ/yIRqM9efJEU1MzPz8f7mlsbHzw4EFXV1dsbKy5uTkcGdULDodz4cKFUaNG3b5929TU9MmTJ+gEYZGRkTB43sLCorS0tLS01MTEJCIiQvDwyMhITU3NwMBAOOwNANDS0mJkZGRmZpabm/vhvimmkRgfBw7vi4yMvHfvHhi+s1J8FKiRtra2wcHBcEQHhUJxdHSEFun09HQtLS1NTU34tK2pqdHT04Mv5gwGo7m5GYfDwY4+jCiGU/o1NTU5OTkRCITa2lpXV9fOzk4WiwUzNsAfGpVKdXZ2zsnJycrK8vT0bGlpIRAIBAIBZlYaWnNMgvdopHtY+S2HYgMrH79rIs0Rewtctz57cNEhtMHlRa5L4JtHgW/sn2dpOSRoOyS+TyMLCgoQBLl69erRo0fFxcVDQ0PNzMwkJSXFxcV37NixZMmSFStWAAByc3NFRUXHjRsnLi7+119/Xb9+feXKleLi4uvXr1dSUgIAhISEIAjS2NgIH6NSUlLr1q1buHDhunXrrly5wuPxzMzM4CErVqw4fvw4FM65c+euWrXqt99+W7x48fz5842MjPT19Tdt2iQuLr558+aenp78/HwEQf7444+dO3dKSEj8/PPPrq6uCgoKy5YtmzNnjrq6OgCgpKTk4MGDq1evXrhw4dq1a/38/AAAurq68P/asGHDvHnzTp48CQVVUVERQZAZM2aIi4sXFxcLXoru7u5Vq1aJ/5sFCxbU19f3umh4PP7nn3+WkZGJi4sT/HTNmjX79+8HALi4uIwZM2by5Mni4uLOzs7jx4+3s7ODZQwMDGCvrr6+fu/evQsXLlywYMHSpUttbW0BADgcbsaMGaNHjxYXF79w4cLvv/++cOFC+G0/dOjQ8uXLxcXFV65cCWtLTk5GEERRUXH37t0LFixYu3ZtX5lkMpkrV65EEGTevHnbtm2TlZWFzyIWi7VhwwYvLy8AAIIg27dvP3HixOLFiyUkJLS1teHP5+bNm1u2bJGQkFi7du3t27dZLFZGRsa6desWL168ZMmSTZs2vXjxou83CgXTSIxPgslkdnd3q6ioFBQUjKj0aYKg/UgoYFwut6SkxMzMjEajubi4qKqqpqenm5iYwJidsrIyPT29trY2GJgDranQ9F1dXQ3dlhwOh8FgeHl5wbwzL1684PF4dDodxgODf0bjeHh4wB6klpaWnp6erq6unp6ehobG06dPh9a9AO/RSM/Q/Lu2aSaWbn7XJ3ucR6peefUq0NlD03VK/EBca3FxMYIgbm5uMJNiVlbWvHnzYFw3AEBVVRXtMP32229bt24FAERERIwfPx6mlGKz2e/evQMA1NXVmZmZwX7kjRs3tm3bBt3GRCKxoqIiIyNDUlIS+ueIROLBgwdhbMvy5ctlZWVhZLiTkxOCILA3SaVSFy1a5ODgUFNTgyCIl5cXj8fj8/m//PKLpKQklKXo6Ohp06bV1taeO3fO0dERNjIhIWHt2rU0Gs3KymrSpEm5ubmwbWJiYi9fvgQAEAgEBEESExP7XgoGg+Hg4GDxbywtLbu7u/sWLi0t/euvv5YvX75gwYKbN292dHQAAKSkpOTk5GCBhQsXamhoAABYLJaoqKirqyvcb2FhMX369F61WVtbz5kzB97ohw8fzpgxA+5XUlJav349vKQnT56ElzchIUFSUrKuru7NmzcIgvj5+UGvzapVq/p1XoaGhn733XfwWD8/vy1btrDZ7MzMzPXr13d1dXE4HFFRUS0tLVggIyNj8eLFRUVFLi4uZ86cgf97Z2fnjh07QkNDjx07dvLkSVhtU1NT3+mpBcE0EuOTgF3JoKAgXV1dAMBQj7v5PFCNREe81NTUWFhYODs7+/r6AgCIRKKOjk5fjYR5zNGUDjDDER6Phzuzs7NdXFwePXpUWloKx4Q8fPgQpjGCHmhvb+/U1NRnz575+fkRicTW1tbW1lYcDtfV1TW0bgR4v0aqWcXpOsQYWT81sPCycI+1e55l9/y13fPX5h7pKbl1PB6/s5tm9/y1inn/MTtQI6uqquDmrVu3jhw5gn6qr6+PxuwoKChs2bIFAFBVVbV69WpFRUUvL6/S0t55Cbq6uiZMmABjWFAuX778yy+/oJtOTk6zZs0CACxZsgT2WgAAERERCILA3wsAYMWKFTdv3mxoaEC7pwCAgwcPos2rqqoaNWqUr6/vokWLZsyY8cMPP0yfPv2HH35AEKSgoMDe3h71pPL5fBEREXt7ewAADodDEAQNGhcEhvsV9OEDFsXOzs7U1NTt27dfvHgRALB7925UIyUkJGCPjclkvk8jo6Ki1NXVjx49OnXq1IkTJ0JBMjMzE9TIjRs3AgAmT54M+8eQJUuWmJubl5aWIggCw78BADt27Dh69GjfRgYHB3/33XfQe0okEtetW1dYWGhgYHD58mUAAI1GGzdunL+/P1p+2bJlmpqaSkpKU6ZMmTlz5vTp02fOnIkgyKVLl549e7Zs2TIjI6Pg4OCPjv/BNBLjPwAAcHZ2hlMBj0CLK6qRsJdAJpPT09PV1NQeP37M5XKJRGJWVpaOjg60FAlqJBx1k52dDbMUVVdX379/v6KigkKhMJnMtrY2PT09Z2dnGNlEp9MtLS1fvnwJr3BWVpaFhQUOhysrK7O0tIS542k0WlNTU1VV1bDRyHtWsVoOiXesU+7apKjZ/B975x3X1PX///v51Lban2391GrVTx0FrbOOarVapa1SpQrFPapVEQQHiIisIAHCJuy99xRQ9gbZe49E2SNhhoRAQnbO74/z8X5TUEutrYj3+ciDx83NueeeexPO6573eZ/3O0vfKVPfKUPfKUPDMjk+lwSLeUSXP8+vFWokanX8+eefobUQQiAQUKU5d+4c1Ej4Heno6CgqKq5btw7OFqMMDw8jCALDPqBcuHABjocgXl5eH374IQDgyy+/RIc+Dx48+Ne//gUHZACADRs23L17t7OzE0EQdArt4MGDhw8fhttNTU3z5s1zc3N79913zczMnJycHBwcnJyc/P39aTSatbX1kiVLYEk+nz9//nxPT08AAJVKfZ5GjoyMfPzxx8gU4CToC0hJSZk3b55QKJSVlZXUSGgK5nA4c+bM8ff3h/udnZ2hRvr4+GzevPnu3bsODg5Xr1794IMPoEZaWVktXrwYFkY18p133rl//z56RmlpaRMTk+bmZgRBUGPv3r17T506NbV5sbGxqEYCAG7evHnlypUDBw6gy8Tff/99yS9xx44d1tbWmzdvPnr0qKurq4ODg4ODg4+PDzQDREVFXbt2bdeuXT/99FNHR8cLbgumkRh/AhjBTkVFZWho6I1zqvzrQI20sbHJy8sbGhrS1NQ0MzNramry9fW1tLT09fVNSkrS19eHnVFTU5Oenh50SRWJREQiMTAwEPY1aF5lNze30dFRPp8fGhqakZEBTa8TExPOzs6Ojo4eHh5mZmaOjo7FxcUw61lGRgaML29paenh4ZGVlfVmfQvgBbZWYpqlb150RmNEaj0xqEjXId3AOdPAOVPTOiXhERkW84h+7tqPSRoZEhKyZcsW1Lp47dq1FStWwG1UI2FgRbhTVVX1q6++AgAMDg4+fPgQDt+PHz9++vRpOPEMAKDRaMnJyevXr0d783PnzsFBjLS09F/RyH//+99FRUUHDhyAk3kQGC3EzMzsmRpJoVCmSjhEJBL19fVRpoC6q6BkZ2dLDpTNzMx2794tFov379+PauTixYvv3LkDt5ctWwYzYAAANDQ0YMM2bNiAFggKCpozZw687aampvPnz4f7lZSU4LMFescAAM3NzV9++WV9fX1lZeV0NDIyMlJygF5YWIggyK5du+CXCDUS/osBAPLy8qSkpFpbW01MTI4cOSJZD1yfBrd5PN6HH34IB8clJSXFxcVTz4tpJMafAC7nqK6u1tDQgMtCXneL/ml4PN6TJ08IBMKVK1dgjywQCPr6+qqrq3t7e6F3Bo1Gg3HpqqurYUYzDofT3Nzc2toK3VA5HM7Y2FhlZSWZTOZyucPDwz4+Pq2trfCWTkxMEInEzMxMCoVSWlra19cHhRAq9NDQUF1dXVVVVX9//+u+GX8a8HyNvGWd4h5dLhKJAQDZZe14txxr/wJr/wJj95yMklaxWMye4LtGlD5PI6FTDOoqOT4+/ssvv2zfvv3nn3++fv36tm3bULufvLz8+vXrAQAZGRk//vjj4cOH5eTkNmzYAB0vHz58iCAIXHdYXV29cuXKH374QVZW9vDhw9evX+fxeOrq6tu3b5eVld2/f/+ePXugXf0///nPjRs3YP1RUVEIgkC/LQDAsmXLrl+/Ducj4ZQnAODbb7/du3cv3Ibq3tzcnJmZ+dlnn8nLy8vKyh45ckRGRqa1tdXS0vK9996DJfl8PoIg0Jt0YmLiyJEjq1evPnLkyIuHQS8gPDz8s88+k5OTk5WVPXTo0Ndffw0t/Fu3bj148CAsg8PhFi9eLCsrm5+f7+vru2LFCjk5ORUVlW3btsExtIuLi7S0tJyc3KVLlw4fPowgCHS+LS4uXrZs2Z49e6ysrC5cuCAlJQUAaGho+Oabb2RlZWVlZbdu3QqtuDk5OQiCwDsJAPjqq6/k5OSmtra1tXXdunXbt29XUVERiUQcDmfz5s0mJibwUxaLtXDhwu3btx8/flxWVnbVqlW3b98GAAwODu7cuXPfvn1ycnKHDh2SlZW1t7fH4/GHDh06ePDgwYMH9+zZA7/uzZs3b9q0aep5MY3E+NMAAAwMDLKzs9/09Y5/FpjkxNfX18/PDzpowP1wpAgDL6BrQ+E2fIyA85HoelY2mw1XuAoEAoFAUFhY6OfnB3dCjbS0tITuGNCLQbINMNYuXGf5xj2jgBfNR6bfc8s298kbY/MAAE8Hb//bYLK45j5599ye69fa09Nz6dIlyTX1DAaDQCBcvHixpKQkNjYWHet4enoSCAQAwPj4eGJi4pUrV44ePZqTkwM/bWhouHjxIrrEAprB5eXlnZyc4ChQLBZHRkbKy8ubmJigU2h3795FZ8KqqqouX76MznIZGBhERUUNDw9funQJ/mYAAEQiEV2kT6FQLl26BKcqW1tbHR0d5eXlcThcUVERn89PSkq6desWLCkUClVVVaEzFwCATqdfuXLl6tWrz3TGmQ5isbi5udnOzk5eXv7OnTuoMdbS0tLV1RUtRiAQFBUV4eX7+/v/9ttv+fn5ycnJ6urqsEBERMTp06djY2MLCwtVVFTgFw0AyMnJ+eWXX2JiYkJDQ6EfAwCgt7dXT09PXl4eHcKSyeRLly6hI28LCwvUd2kSdXV1ioqK1tbWAIDh4eE9e/aUlJTAj1gs1vz58/X19U1MTOTl5SXXfoyNjd2/f//8+fMXLlyIj48fGRnp7Ox0c3OTl5fX0dFBHXbs7OyIROLUk2IaifGnAQCUlZVdvXoVPs297ub87cBpQnjVv/32W2hoKHhFocmhIsLOBa7igHs8PT2Liopm3yMIeLFGumbhnDP94qrCkuvCU+rRV1hynW9cFc458wXrIzHeNnx9fX/88UeRSATfslisd999V9Ih6FWBaSTGyyAQCO7fv+/g4DC1H4dLAGeNRw/MFzYyMmJubm5qagpjtb/CARyLxZoan298fPwNuoEwJtR0+gTwHI30jqnUtE7Rc8zQc8y4bZNyyzp50uu2zf8+1bRO8Y3F8n687XA4nB9//NHc3Bzdw2KxEARB5yNfIZhGYrwMMMqoiopKe3u7pDGQw+HQaLTOzs6ZP76EI7YXl4EW0YKCAhMTE19fXxqNBtcv/t0tgUbXV3uWvw8ul0smk+FUFgAAWpufGQAIPC/OTk6zfVCRa0TpH77sg4oe5pBeeT+I8WbB5/Nra2tR/x0AgEgkKisrQ2MhvUIwjcR4SQAAsbGxcH0xulMsFufl5Wlpac3kXwgMZg2jU76gDHRoDA0NVVVVhf7icKXjP9nUNwI+n//o0aNbt27hcDhDQ8O0tDQ6nY5OL0mKPXiORmJgzFgwjcR4STgczujoKJFITE1NRWOvvxEayeFwRkZGbG1tSSTSM2O5wXBfTU1NlpaW7u7u2A/+xcDHeYFAkJaWlpOTY2VlpaKioqysHBwcnJycjPY1sAeJiIiQXOGAgTHDSUlJMTMzA5hGYvxZoK8mlUr97bffUGshACAnJwdq5IwdcgEAYmJicDjc1MlUOLXG4XAePXqkqanp5+cHJFI/YjwP6McLewYulwuXoNnb2xsZGd2+fVtbWzskJIRKpY6NjeXn58vJyWlra9/FwHgTUFRUhOtt/vC/ANNIjGcgEomcnZ09PDygKAoEgoaGBl1d3YGBgZmZkgLmt1JWVu7q6pq0rAK65zCZTBwOd/36dbjQ+HW1880FPjCh/UVVVVVjY2NYWJiOjo6srKyNjU1cXFxJSUkBBsabQHl5+dDQ0HT8AzCNxHgGfD6/o6NDT0+vpaUFrv8DAJiYmMDlYq+7dZOBzYuMjCQSiZKDSHT2MSIi4vz58wUFBQCASQqKMR0ksxa3tLSQSCQKheLo6KilpaWrq3vu3LkffvihoaEBACDGwHhDmGZXgGkkxv+A2ZLh7waqTkVFhZqaGhxKAgCMjY1jY2Nn4I+Ex+MNDw/funWrsbERnUOFbSaTyYaGhq6urjBqyett55vCxMQEDGgAAQBQqVRnZ2c3NzcnJ6ebN2/euHHj+vXrmZmZbW1tOBzu7NmzcKH6jLXDY2C8NJhGYrDZbLZAIEhOTg4JCRkeHoYyA2Ot4XA4NOXhjNVIAEBcXJyxsTHaTUP7al1dna6ublhYmEAgQLUTYyrQ4oSGOQUAVFdXl5eX19TU3Lt37+bNm7dv3/bz8/Py8vLz84P3FgDQ19fn7e0NJ3ffrGReGBjTB9NIDDabzeZwOHQ6/d69e1paWjAMMbqIUEdHh81mz2SNFAgESkpKXV1dcK4UttDJyUlfXx9eyxu0KvEfQygUwn95gUAwMTEBc3tZWVkRiUQLC4tbt25pampqaGjk5+d3dXVRKBRUPqFGwths3t7eb0lUJoy3FkwjMf4H9GAkkUgXLlyA2ewgMTExMBImHo+faRoJDaphYWFEIlEoFMJfc1VVlaWlpb29PYVCEYlEmAGQzWZzOBwYAQD9WpuamrKzswsLC11cXK5evaqqqqqtrR0dHR0aGnr//n00GJhQKIRZwNgSbq4lJSV6enpwrST2/IExu8E0EuN3iEQiJpMZHh5+/fr1oqIiAACDwdDQ0Ojq6iIQCDBb+utu4/+BzkTCbLo8Hi8hIUFJSQnah2dT8Lw/CxpJDvrR0On00dHR4eFhW1tbPB5vZmamq6urr69/9+7d6OjooaEhCoVCo9EkB4tTKxQKhUwm09zc3NDQsL+/XywWv7W3F+PtAdNIjMnA38SjR4+MjY19fX3Hx8ejoqI8PDyio6P9/f2hae51t/F/AAAePHhgamoKAOjs7Lx06ZKVlRXMqMd9CioVr7uxfy9wYQaXy0V9UCkUSnx8fFpaWkhIiJKS0pUrV65cuRIVFZWamhofHy+piPDAF5tMAQBjY2N4PN7X13d4eFgoFGICifE2gGkkxrMBAIyOjhIIBCMjo56eHk9Pz4iIiFu3bg0NDc2QJZITExN8Pv/q1atUKrW2tlZXVxfN5AcAGBgYoFKpQ0NDjx8/1tHRsba2ZrPZs2zmDC5dhdcrEomoVOrAwEBnZ6exsTEOh9PX1zc1Nb13756zs/Po6CiDwZBMtzT9CHwTExNisTgsLExFRSU/Px8AIJkODANjdoNpJMazQSefqqurr1y5YmFhoaWlde7cOTqdPhM0Es5ExsTE+Pj4hISE3L59e2xsTCAQhIeHR0VFhYSEqKmpKSsrKysrq6urZ2RklJaWsp86cL7RSI4UAQAtLS1hYWExMTEeHh7welVVVVNSUvLy8lpaWtBinKf82dPB4amPj4+NjQ00aP8dF4WBMWPBNBLjD4BL5eLi4rZv3/7ZZ59Bu9zrbhSbx+MxGIzt27evWLFi165dd+/e1dXV1dLSIhKJNjY2dnZ2NBqNz+fDFSxwTu51N/kVMDEx0dfX193d7ezsrKGhoaWlpa+vb29vb21tHRQUBEO6o2sznhm09iXOODo6mpiYyOfzZ8c9xMD4U7zZGinpmIDxd9Pa2uri4iI5iHm9jI2NHTt27OzZs2QymUQiNTQ0wJUes5vIyEhNTc2EhIQnT540NDTQ6XT0Ixg9RPItGgRgEhwOZ/rGUii6s2AIjoHxErzZGikUCisqKi5evKiG8Tdz7do1TU3NO3fuvO6G/B/Xrl3T0dHR0dHRfIqGhsbrbtTfzs2bN+HiRYi6ujr6kZOTk6+vL1rM3t4+MDAwICBAS0tLsoarV68ODg7y+fzX/e+LgfEG8GZrJAAgMDBQW1u7Y/bR2dXZ2dPZ9btXR2d3R0fn624ZxgwlICDAzs4ObtfW1trY2Pj7+4eHhzc0NEgWO3HiRFNTExYZBwNjOrzxGhkcHDxLE9eJAeABwAFgAgDO0xdmWMZ4LomJiT4+PnC7vLw8Ojr6mcW8vLzi4uJEItEk8yn6duqGZBnM6IrxVvHGa2RISIi9vf3f3//8o4iFHFZf0UC9O7XCklphTq2woFZYUCssaeRQzkjzHx+P8VaSmJjo7e0Nt4OCgmBQpKnExMT4+/uDp8sioeZB/1W4AQPr8Pl8+BctwOfz0Z2zbBUNBsbzwDRyxsFhtAw2ePfXOlIqzHvLTCRf1EqrgTrX4cfhYuFMcZzB+CehUCgBAQH9/f3FxcUODg4UCoXH4+Xk5Dg6OmZkZPj5+UHxa21tvXfvnqWlpa2tbXl5OZvN9vHxgYsjOzs7TUxMzM3NHRwcYDyB4eFhGK4oLi5ucHCwtbXV39+fTCY/fPjQ09OzpKQEyiePxyORSAEBAc7Ozrm5uePj4zPBvRkD4+8G08iZBXukeYgU1FNs0FuKp5SbUsoJv3uVmfSW4nvLjBkdyXz2wOtu7CsgODgY5qTEmA6tra16enpJSUlpaWnJyck9PT1+fn6BgYHp6elZWVmOjo6BgYEAgP7+fhsbGxcXl8TExLa2tqGhIR0dncHBQQDA0NCQvb29g4NDcnJyWVmZj49PbW0tAKCmpsbd3Z3L5cJkKbGxsSkpKYmJiU5OTvn5+WKxuKqqKiQkBJ4oPDw8LS2Nw+FgdleMWQ+mkTMGsVjEHx9o8u0pNniGOv7uZdpdqMPsfSQWcp5ZE4/H8/Dw2LBhg5SUlJaWVmlpKYPBWLVq1ZIlS5YsWbJx40ZpaWm4fenSJXhIdna2srKylJTUhQsX0tLSntfGCxcuoMcuWbLkyy+/lFx78BJ8/fXXP/zwA9weHBzU09NbunTpt99+SyAQOjo6AACKiorKysp/5RST0NTUlJWVfYUV/pO0tbUZGRlBtQMAVFVV+fn5oas7EhMTvby84HZISAhqa+Xz+QMDA2hEnvv374eEhMDt5ORkODcZFxeXkZEBAKipqTExMYHxyuFbV1fX/v5+f3//vLw8KpXa19dXU1Nja2vb3d2NOcdizHowjZwpiIW88b7C/hrH3lL8CwWSQCkn9JYa0UhBnBHSM6syMjLavXs3gUAwMzO7fv26tbU1n8+3srIiEAgEAmHOnDnwUwKBAMdw/v7+0tLSWlpaZmZmWlpaq1evft4tlZKS+uabbwhPsbW1RVesvxz79+9XVFQEANDp9GPHjp08eRLWfP78+ZSUFABAUFBQTEwMLEwgEJKSkl7iLFlZWffu3YPbCQkJqGPLG0dbW5uxsTGMMQQACAgIkLwh8fHx6HxkYGDg83x2IiIiAgMDRSIRn88nk8ne3t4UCsXb2xvmSa6pqSGcNiLZAAAgAElEQVQQCKOjozDULZVKNTU1LS0ttbKyMjExMTY2xuPxJiYmhoaGzc3NmHMsxqwH08iZgpA3PlDvTqkw/6NBJHyZUMrNRtoSptbT3t6+YMGCqqoqdM+kMAsrV660tLRE33Z3d3/66afh4eHonrS0tIULFzY0NEytfNWqVTCA+KsC1Uh/f//ly5dLfoSOe1AWLFigo6PzEmcxNzd/5513XrqRMweokWNjY/BtcHDww4cP0U8lfXZerJFBQUEAAB6PNz4+Hh4e7unpGR4eDv+hoEYymUyBQCAWi9vb293d3RsaGqysrMhkMp1OHxgYGBwcHB4eHh8ff90dAAbG3w6mkTMFIY9JrbSilJlMVURqOWG4ZvJrsBI31vGMmbyOjo7//Oc/ubm5zzvR8uXL0UEVACAwMPDQoUOTypw8eZJIJAIASkpKrly5AsO5AQCkpaVv3bo1+hQmkwkA6Onp0dXVVVBQSEj4P80eGxsLCQk5e/YsgUCAgv3o0aNbt24pKCjo6Oh0dXXBYqhGBgUFLV26dHx8fFJLLCwsXF1dAQAPHjz44IMPVq9eraCgEB8ff/fu3by8PFgmNTX15s2bAAAmk+nj43PixAkFBYXQ0FAYEmhoaGjTpk3vvfeegoICgUAIDg7G4/HwwJ6eHn19fQUFBVRpyGTy5cuXnzx54u7ufunSpeLi4ud+Ya+DSRpJJpPd3NyoVOrExMTAwIC/v7+fnx/8SFIjGQzGgwcP0KPu37/v7u4Ov0GxWJydna2lpVVWVgaD8tTW1hobG7e2to6Pjw8NDfn4+MTGxvL5fBgFd2hoiMVijYyMNDU19ff3Y247GLMeTCNnCkIek1ppMVUjqRWEnlJCQbzpowdm2TH4rPtG8JUZpV+Q6lFdXd3T0zOpKgMDg08++cTS0jI+Ph61y6FM0kg5ObkjR45MKqOsrLx9+3YAgJeXF4Igo6OjcP+uXbv+/e9/z3nK8uXLs7Oz9+zZs3///v3792/evBmHwwEAhoaGdu3a9d133/30008HDx48fvy4UCi0sLBQUFA4ePDg999/v3PnTpjaHtVIBoPx448/btu2zd3dHSaXgHz11VcHDx4EAERHR8+dO3flypX79++Piop6//33oXYCAAgEwr/+9S8AQHd399mzZw8dOnTo0KFNmzYZGBjAxqxdu/bdd9/dv38/Dof79ddfpaSkAACNjY3ffPMNbPmWLVv09PQAALm5uQiCnD179tSpUzIyMlJSUtClZYbQ0tKip6cHH00AAEKhMD093dra2sbGJiUlxcvLy9PTE37k7e0dFhYGt3t6etTV1fv7++FbZ2dnHA537949+CDV2trq6upKpVJ5PJ5IJKqrq7t3756/v7+VlZWFhUVISEh/f79QKKRSqcHBwa6urgQCwdHR0c/Pr7OzE5uPxJj1YBo5UxDymNRKy6ka2V9JID0ieLuYxPppl2W65yc55CXa5yXaFyQRC9L9HzxIeBgfP6kqgUDg7+9//PjxTz/9dM+ePXBiD2WSRn733XeHDx+eVIOKisqWLVsAAL29vQkJCajZc/369QoKClFPiY+PV1RUVFdXh5/W19evW7eurq7OxMTk+++/R7vywcFBoVCIVt7X1/fhhx8GBAQACY2ExSwtLb/77ruVK1cqKiq2tbUBAPbu3XvixAlYQEpKytjYGAAgFovnzZvn6+sL9xOJxIULF066BDs7u//85z/wEcHBwWHx4sVw/6VLl6D8//rrr9euXYM7m5ub165d29DQUFFRgSAIOgrfunXrjRs3nveV/fOwWCwymTzJCt3T09PW1iYUCgcHB9GItd3d3fApBADA4XDIZDL6r37jxo2cnJzGxsbBwUGxWJyfnx8ZGQmdVEUiEbS1UqnUxsbGpqYmNpsNs2jxeDw2m93d3V1VVdXa2spkMrElkhhvA5hGzhReoJFNOYSkcFNPonpOVjoAAAA+ACIgZrs6E7OzcyRHXZOg0WhmZmZr166VDPY9SSOVlZV/+eWXSQeqqak9Uxu++OILIyMjyT3/+te/Hjx4gL6VlpbW1dVds2aNg4PDpGMLCwvV1NTk5OQWLVqEIAj0wJTUSIhIJGpvbz969OjRo0cBAN9//z2qkatWrYKjPQ6H88EHH0zVSA6H4+rqeu7cuW+++eadd975+OOP4QjYwsJi0aJFsPDly5d37twJAHjnnXckV9lLS0ubmJg0NTUhCIIOufbs2XP8+PGp9+GNRkNDg0QiAQB4PB6TyfT29i4rK4NJQkQiUVVVlZGREbxvQqFQcnUHDCMgEokEAgEmkBhvCZhGzhSeNx/ZX0loyjGNDTSaGO+xc3BLSk4BAPD4QluifXJyikgkSk5OlqxHMvMDAIDL5c6dO1dypnCSRmZlZW3dulXSJMvj8Xbv3h0ZGTm1kVJSUpJeM0wmc968eajfKQBgzZo1xsbGmzZtcnR0lDywpqZm3bp1hoaG0dHR2dnZ8+fPh5bSqRoJycjImDdvnlAoPHDgAKqRK1euhLZcDofzzjvvQMcTAICLiwvUSGNj4x07dnh6eqamppqams6dOxf29ebm5ug4EtXI+fPnS3q1rFmzxtraurGxEUEQdLp0z549Z86cmdq8NxoNDY36+nqhUMjj8dra2oKDg9G82UKhsLGx0cXFhcFgYHONGBhsTCNnDiI+m/Ykglpp1ft7mYQaGeVrALg9AAB7e/ucnBwfH5/U1FQAAIPBmGRKJZPJenp6aC8fERGxfv169C2YopFjY2Nbtmw5cuQIXHXHYDDu3LmzZs2aoaEhAEBzczORSETzYU3SSACAmpraqVOn4HeRnp6+YcOG9vZ2Ozu7TZs2wcErl8t98uSJi4vLRx99BFfydXd3z50718XFBUhoZGxsLJFIhOZZPp+vrq6uoKAAfj+OXLp0KRzdCgSCtWvXQtcbOp1+8eLFZcuWAQA2btyIGn6JROJ7770HNZJAIMybNw/6916+fPnrr78GAKirq588eRI+HGRlZa1fv76zs7O0tPTt0Ug2mw19UyeFAph+2iwMjFkPppEzBbFIwKGTBurdekuNpmpktB9OxGoFALBYLCUlJQ8PD3jUVI3s7u7evXv39u3bV69evWbNmm3btk0aEX7wwQdaWlqSe9ra2nbt2rVu3boVK1bs2LFj7969dXV18CN3d3dJn50FCxZMssF2dnYeOnRow4YNK1as2LRpExwdMhgMeXl5uHPHjh2//vprR0fHTz/9JC0tvWPHDk1NTQRB7OzsgEQMgcTExDVr1uzYsQPWs3///sbGRgDApk2bfvrpJ7QxCxYsWLVqVWZmZkJCwueff7527drz58/v3r37gw8+AABER0dLS0uvXr362LFjioqKaMubmpo2bty4ZMkSXV3dX3/9ddWqVQCAnp4eOTk5tOXOzs4AgMzMTARB2tvb4Rk3bNjw888//6XvdeYhqZHsKQIJs1K/jv9mDIyZCKaRM4vhJ1G9ZcaSSyQlxpHdAAB7e/vs7Gxvb28YDWeqRgIA+Hx+fn6+mZmZubk52t2juLm5TZ3CFAgEERERBgYGSUlJ6CIBAEBTU5ONjQ06jvT09Jy6qoTFYvn7+xsYGExyAU1KSjIwMIiOju7r6wMADA4OOjk5BQYGjo6OOjs7V1ZWAgAiIiLQScGRkZH4+HgDAwMfHx/U3yc0NFRyvjM8PPzevXtUKhUAkJOTY21t3dbWVlVVheZ+KS4uhqtNHj9+bGNjg/6+m5ubcThccXFxRkYGdBcCALDZ7ICAAAMDg5qaGrinq6vL0tISfSYICQmJn+IS9aYzSSMxMDBeAKaRMwshb2y0K727ULe31IhSZvq7+UhWj72jW0JCIgCAy+VCd/+p85EYGC8G00gMjOmDaeSMQzAxPEYtoJFDKBXmPcU4aqlBQyYuKdzE004jOztTsqSbm1t2dvYL/FoxMKaCaSQGxvTBNHKGwqU/ZnSm0J5E01sjO2rCPB0Noj2vV+YGVhQl19bW1tbW1tfXV1ZWxsbGSkYjw8D4QzCNxMCYPphGvgGIAWhsItXVN1VX11ZVVVc9paampqqqqru7+3U3EONNAtNIDIzpg2kkBsbbhaamJqaRGBjT5I3XyIiICEtLSxMTE1VVVVVVVbVr19Vv465dv6mqqnrt2g11LZy6luG1G7dUMTAwVFVVVVW/+eYbGLvudf/7YmC8AbzxGhkaGmpnZ0ej0QYGBgaHaP19lLI4g54O0sgIo7+7uTKRUHpfu6O5mEZn0keG6CPDU1+04aEBDIy3hqtXrzY2NmIaiYExHd54jfydrVXAYvYUljivGyE/YDKGelrKsgz/lW/9WV+lJ4veOzImpI9xJ71GmFwW5//CbWNgzHowWysGxvSZVRpJqQ7Ms1kFwHh9wB43CxVzp/A8i0/Z4+1PEi+H4PfouZffc82e9NK2Sw9JqnstXRUGxmsB89nBwJg+s0sjqwIfWa/gCcYnRlIqY85G3VmYafTh2MiT8YH8xvhLYYZfG7gUaNnlatmmatul3XPNuueadccuLSRxBiUIxMD4u8E0EgNj+swqjeyp8Msy/UBATxULi+ltTh1ZlzoKbrPpeQJO2WirY3OMbLj7hcKSoorG3rTCFm27NEOXrLv26aF/fhyZmJhIIBDQt0NDQ7q6uurq6gMDA3+1A5stSKYfodPpWlpara2tf6XCtLQ0ExOTv9yu3yEUCmFiy/T0dJiZ8s8y/UuDKaVe4hSvHEwjMTCmz6zSyOG23JqQw705Z9ndziJ2IhBkiXkZPEYkb/Q+nx42/gRX6jDnSU38BE/M4wtDkmoJ3rl3iGkvoZE3btz46KOP4Pbo6Ogvv/yycePGnTt3zqic9a8LkUh0/PjxHTt2jIyMwD2dnZ0IgmRkZPyVarW1tefOnfsqGvh/yMnJ/frrrwAAXV3d999//yVqaG9vRxAkMzPzD0vq6+tv27btJU7xysE0EgNj+swqjQQA8Fj0VPzn1KzT3HZzVo8Lq9uR0+fOHfDk9RLpFWrpxktxxtZxed08vhAA4BJRqmmd8hIaqaOjA3NHAACCgoJ2796NRv1+QxkeHlZSUnr8+PFfr6qlpWX16tWLFi2CUdcBAN3d3QiCTA2G/qfA4/H//e9//3rzJHn48CFspImJCcyu9Wfp6upCEOTRo0d/WLKwsDAsLAxuOzk5EYnElzhdY2OjkpISg8F4iWNRMI3EwJg+s00jxWIRj0Urcf8x8c6cFP1PkvAr6dX6gIIfSJeNu7vY3Cninmu2qdcjK/98a/8CY/ecl7O14nC4lStXwu1z586hyZveXPr6+hAEKSsr++tVubi4qKqq4vH4W7duwT2vRCPNzMxeTsamw0tr5ODg4DQ1UpIDBw7s2bPnJU6XnZ2NIIhkYpaXANNIDIzpM9s0EhIRGkQwJTji1aJu/j9uw/WWiB0h+lsMjW3uEDPu2GVq2aZq2aYaOGfec8t+nka2trYeP36cTCbHxsbKyMjATjAgIEBGRsbMzOzEiRNr164FANTU1HzyyScff/yxjIyMvb396OiolpYWLFNVVQUAqKioOHr0KJprqbOz08LC4tChQwQCobq6GgDA5XI9PT1lZGR0dHR6e3thMVVV1bCwsLS0tMOHD9va2opEIiqVqqmpefLkyYKCAgAAiUQ6fvx4fX29qampgoJCdnY2ACArK+vYsWN6enowFxUAoLKy8ty5c/v37w8ODoZ7wsLCbty4QSaTb9y4oaSkRCKR4H51dXUEQTZv3iwjIzMpnZZIJOrv76f+nr6+PjiTN5VffvklJiaGRCLt27cP9uZQI+E9jIqKgjkmS0tL1dXVZWRkzpw5U1JS8syqBAJBSEiIjIyMiYnJ2bNnpaWl4f7h4WFTU1MZGRkcDgdTQwMAcnJyDh06dPTo0eDgYLizr6/PwcFBTk4Oh8NB+VdRUYmKimpubj5x4gSBQLCxsbGxsQEAmJqaLl++nEQi3bp16/jx45Kal5ubKy8vf/jwYcm4uNXV1adOnTpx4oSrqyuCIHl5eVNbHhERISMjo6SkFBcXx+fzg4ODb968CQAoLy//5JNPFixYICMj4+7ubmxs7OXlBY+qr68/fvw4nU4XiUT+/v5Hjx6VkZExNTWFlyMWi+Xk5BAE2bVrl4KCAswO/RJgGomBMX1mp0Z6PWjSdK0zswu4f21Oc8DmhrBjOdFOCaW0lMKW1MInSfmPI1Lr9Rwz7rk+12enrKwMQRAlJaXLly+fOHEiNzf3zJkzX3/99YkTJy5fvrx+/fqvvvoKANDY2Lhs2bJPP/30xIkTBgYG+/fvV1RUPHnypKKi4vXr1wEAUVFRCIJAX56ysrJly5YpKCicOnVKUVFRU1OTzWZfvHhxz549J06cOHLkyK5du6D3x5IlS9atW6empnbq1Kl169adO3fuzp07Fy5cOHTo0Jo1a/r6+mDzTp8+fenSJUVFxZUrV2ppaSkrK585c+arr766ePEiACAhIeHAgQNKSkoXL17cv38/NO4ZGBggCKKmpnb+/Pl9+/bt3r0bGu7gfhkZmRMnTkwKADs4ODh//nzk97z77rvPjBNLJpO3bt3a3t7O5XJ3794N83ZBjaysrCSRSIqKig0NDQCA0NDQixcvnjlz5vTp01JSUoWFhZOq4nA4x44d27p1K7znX3311fr16wEAnZ2dJ0+e/O2333777bczZ86cPXuWwWCEhoauXbv27Nmzp0+fPnjwYFpaWldX1+rVq+Xk5E6dOnXs2DElJSUAwKJFi3bs2KGhoXHmzBl3d/e9e/dCG4CVldX7779/48aNCxcuHD16VFpaOjU1FQDg6+srKyt7+fLlS5cuycjIBAYGwp/cokWLTp48eebMmePHjyMIMjX1ip6e3jfffHPq1KnTp08fOHCgv79fS0tr8eLFAIDa2tqlS5cuXrz4xIkTQUFBGzduvHDhAjwqLS0NQRAqlcrn8zU1NX/99dezZ8/KyMj88ssvHA4HAHDy5EkEQQ4fPnz58uWJiYlnCOA0wDQSA2P6zE6N9I2t1HbKt7DzC7692v3SwvqiBLYAcLh8DlfA5vABAONsnn1wkbFHjrbdszWysrISQRA4PgMAJCUlrVu3jkKhoD0gams9c+bMgQMHAAAPHz6cO3cuekPHx8cBAMPDw7m5uXw+XygUHjlyREVFBT3F+Ph4VFTUV199RaPR4J5z586pqakBAFatWqWqqgp3hoaGIgiCDvikpKSIRCKZTJbsmnfu3Llz507oNllSUvLBBx80NDT89NNPvr6+w8PDMHfxF198wWQyLSwsFi1aBM84Ojr6wQcf3L9/H7YTQZBn+hwJBIK6urrq31NbW/vMKVhnZ2f0Gm1sbDQ0NAAAvb29c+bM8fPzMzIyQi8EZXR0dO3atbCkJImJiV9++SWqxCYmJnA+EofDnT17tru7e2RkpL29ffv27QEBAYcOHTp//jx6LIfDgQ83IpEI7oFJm//73/9ev34d3blv375jx44BAAgEwieffEKn0+F+IyMjOTm5np6eHTt2JCQk0Gg0Go3m5eW1efPmnp6evXv3Ojs7w5IDAwNTba1cLveTTz5xc3NDb6BYLNbS0lqzZg3cc/z48Z9//hlub9iwAX7p4KkptaenR7K25OTkOXPmwAeLwsJCBEGgXr40mEZiYEyfWauRug7pRm7ZRm6ZRq6ZeLdsvHsOfGnbpaUXtwAAxGLxC3x2KioqEATp6OiAb8+cOXPy5En0U11dXdRn59ixYzIyMgCAvr6+Q4cO/fjjj3fu3ImOjp5UIZVKnTond+LECcl5KUdHx48//hgAsHz5cjMzM7gzJiZmzpw56KBBWloah8M9fvxYsjP9/vvvz5w5A7fr6+vffffdoKCgBQsWzJkzR3Lw19jYaG1tjbacy+W+9957fn5+4Knr6VSbIfxJuLq62v8eJyenZ86K/fTTTzt37sTj8Xg8/siRI6tXr+bz+QMDA3Pnzl24cOHly5fRktXV1SoqKocOHVq6dCmCIOjkJcrFixfl5eXRt8bGxsuXLwcA7Nu375133pG8rps3bxYUFGzcuPH8+fMGBgaPHz8WCoUIgoSHh0+q87PPPrOyskLfysjIQI00MTH5/PPP0f0pKSnz588PCAh4//33Jc/1/vvvBwQELF26dHh4GJaUNCOjiMViW1vbDRs2XL161czMDFpKb9++jWqkvLy8rKws3N60adMkjaRSqQCAgICA06dP7969+7333kMQBFrm09PT0QIvDaaRGBjTZ9ZqpJ5DuqFL1h27jDt2GfpOmfdcswxdsgxdsm7bpKQWPoHF/lAjUT9PBQUFyf5a0mcH1UgAwPj4eGRkpJ6e3rp16yQXUAIABgcH586dm5WVJblTWVn5u+++Q9/a2tpCAVuxYgUej4c7o6Ki5syZg85oSktL4/F4qJFtbW1wJ7SRwu3q6up58+Z5e3t/+OGHycnJ1dXVlZWVVVVVzc3NXC7X0NBwxYoV6Hc9d+5caD/s6OhAEKSoqGjqrRgeHl67du1/f88XX3yBjqpRuru7P//889WrV8Myq1evnj9/fnl5+cjIyJw5cwgEwq5du3x9fWHJzZs3a2trJyUlVVZWbtiwQVlZeVJtJ0+eRIUEAGBmZgY1Ulpa+tatW3V1dZWVlZWVlQ0NDdCU3djY6OHhcf78+S1bthQWFi5btiwkJGRSnUuWLJH8XiQ1UtJpNjY2dvfu3QEBAQsWLCguLq6qqqqsrKyurn78+HFGRsZ7773X398PSz5zHAkpKCiwt7c/dOjQvn372Gy2np4eqpGHDx8+ePAg3F69ejWcpwQAFBcXIwjCYDBCQkLWrVvn4+NTUFDw8OFDVCOhMXZoaGjq6aYPppEYGNNn1mrkHdtUh5Ci8sbewuoul4hSTZsUHYd0HYf0G+aJSfn/Uz7XyLJpamRiYuK6deuam5uh+8yxY8fQ/g7VyK6uLtSQeO7cuX379gEASCSSvr4+dK9QVVXduXMn7F77+/tra2uLiorWr18PTaYUCmXfvn3QheTzzz//KxoJh4zHjh1TVVXl8/lwf21tLZvNNjIyeqZGwjUM8fHxQqEQNUX+WZycnOTk5CSjB1y/fv327dt0Oh1BkIaGhpSUlI8//vjx48cNDQ3o7aVQKCtXrpS0QkMyMjLWrl1bX18PnYbOnj37xRdfAABcXFy2bNmCXntXVxeZTG5oaICWUjqdPn/+/Li4ODs7u02bNkFLAI1Gq6ioAAAsXbr0mRpJIBA+/fRTBoMhFouHh4cVFBRwONz4+Pj27dvRwAUCgaCmpmZwcPDHH380MzMTiUQTExOxsbFTx988Hq+iogL+a5WUlLz77rsDAwOGhoaSGrljxw5Y56lTp+Tl5UUiEZPJNDExQRCExWJduXLl22+/hYXj4uIQBIEuYHAcSSKRoF3d1dUVmsoBABYWFjk5OQAA+CRUV/dcb21MIzEwps+s1cjbNilukaXDdDYAoKyhxzO6PDC+OjC+2jO6vLKJIhCKOql0++Ci2zapz9TIkpISBEGam5vhWz6ff/Pmzc8//3zFihVKSkrffPPNkiVL4EcHDhzYsmULACAtLW3Xrl3Lly//7LPPvv76a6h8YWFhCIJAXezs7Pzxxx+lpaUXLly4bdu227dvi8ViOzu7jRs3Lly48Msvv7x48SI0YM6bN+/u3buw/uDgYDi2gG8/+eSTu3fvNjc3Iwjy5Mn/BsRbtmxB15+Ul5cjCNLa2lpXV7dt27Zt27YtXLhww4YN+/bt6+7uxuFw8+fPhyVZLBaCIJ6envACNTU1582bJyUl1dXV9bzu9QXw+fx9+/bZ2tpK7kxOTt62bRtsEhxDW1tb79ixo6Wl5caNG59//rmUlJSmpub/+3//T3I2ESIQCG7fvr18+fLly5dfunTpu+++W7hwIQBgYmLi/PnzX3/99bJlyz7//PM9e/Z4eHgYGRlt3bp14cKFUlJS58+f5/P5DAZDQUFhzZo1Cxcu3LJlC/TZmTt3rr6+PnqKLVu2wLlkY2NjBEEOHjz46aefrlq16tixY/ArS05O3rhx4+bNmxcuXLh58+YffvhhZGQkKytr9erVS5cu/e67727evCk5bw1hs9mKiorwa123bp2BgQEAQE1N7dNPP4UFcnJyli1btnDhQkdHRzKZvGbNmmXLlsnJyZ05cwZBkMHBwYaGhs2bNy9btmz37t1qamoIgpSXlwMA6HT60aNH586du3fvXrFYvGjRInSojdqrR0dHEQRBfWWngmkkBsb0mbUaqeuQjnPOxLlkDo2wJAY2AAAgFot7+pm69ukviEU3ODjo4eEhuVhbLBYnJiZCL5jKysrQ0FC4Pz09PT4+HgAgEomePHni6+vr5OSE2iE7Ozs9PDwkXRDj4+OJRGJBQQHqu19XV0ckElNSUtAywcHBcNwDAGhtbfXy8kIdZMLDwysqKhgMhoeHB/RDgXWmp6fD7aGhIQ8PDxjjZmJiIjc3l0gkJiQkQANdeXk52nKBQODj44OOlYVCoZeXV0hIyMvFQ+ByuVFRUZ2dnZI76XR6dHR0Z2ent7c3vCcikSg4OPjx48cikSgmJiY4OJjNZsfHx8Mx0FRSUlK8vb0HBgZqa2vRFSwAgKamJnd3dx8fn9bWVrFYzGazCwoKiERiXFyc5KKUjIwMIpGYnZ0NHz6CgoLggGzSfauqqoKtsre3v3//vmTQuNHR0dTUVCKRmJmZiTr1kEgkNze34uJiJpPp6ek5dYJwZGQEHoWaYYuKiiTnR0tLS4lEYktLCwDgyZMnHh4eTU1N/f39np6e0NsL/nIKCwvpdLqHhwdqX2UwGA4ODtBhODY2Fr1v6KXx+XwvLy9Y8zPBNBIDY/rMZo00css2csu2CSggBhXaBRUSgwrRDWv/gnuu2UbPXx+JgTFbwTQSA2P6zE6NdI0oVbdI0rZL07ZL07RJ0bSe/LptkwI/vW6e5BdXBTAw3howjTrYNGQAACAASURBVMTAmD6zUyMfVXREpTXEZjX94SsyraG49hlr4TEwZivq6upNTU0AALFYzOFwXvc/MQbGjGY2aKSDg8Pr6m4wMN44tLS08vLyKioqioqKJoUjmJDgdf9zY2DMCN54jQwICLCyshJjYGBMj9u3bwcFBd25c0dbWxuPx1tbW5uZmZmZmQUGBnK5XBaLxWKxxsfHJ8Xj5fP5r/vfHQPjNfBma6RIJMrOzv75559VMP4Grl69qqGhoa+vf/Xq1dfdFoxXxuHDh9Fk4I8ePYqMjIyKinrw4IGHh8fVq1evXLly5coVFRWVoKCg3Nzc9KdMChnB5XI5HA6Xy+VyudigE2MW82ZrJJvNnpiYoNPpAxivjv7+/oGBARaLRafT09PTNTQ0enp6hoeHX3e7MF4NTCYTqtqkzCFCoRAWGBwcHBkZ8fT01NPT09XV1dXVNTQ01NfXNzY2xuFwhoaG5ubmVCqVTqcPDw8PDQ1NNdi+7l4BA+OVMRs0kovx6kAXR2ZnZ+NwuL179y5YsAAm7XrdTcN4Zfzhv9LUsOktLS0pKSkpKSmZmZkPHjyAI87Lly8rKytbWVklJibGxsbGxsYmJiZOOpDL5fKe8g93DhgYfx3um66RGK8Q2KOVlpbevn3b2Ng4Li5u9+7ddnZ2NBrteR0rxtsAi8WSjKsAABgbG2MymXBImpaWZmxsbGxsTCAQ8Hi8tra2rq4unO+MiIjo7+/v7u7u7u5G06Oi8Hg8Fov1ui8OA+NFYBqJweZwONBBIzU1VU9PT11dvaamZmxszMPDQ1VVNSAgAACA9WUYknCeMjWNZUlJSX5+fn5+fmlpqbu7u4qKypUrV5SVlVVUVHx8fMLDw4OegqZPgfD5fD6fLxAIBAIBtigFY4aAaeTbDuybSktLNTQ0DAwMYOy00dFRXV1dEokUGhrq6uqK/TAwpsnExISkD61AIIDGW+gW6+npSSQSiUSinZ2ds7PznTt3bt26dePGjZs3b1paWra1tZHJZDKZTCKRJgVEfI2Xg/3433IwjXxLYbFYsBtKTU3V19dXV1cvLy+HGT+oVCoOh4NBtD08PGCIhtfdXow3Fck1l5NGnK2trVVVVdXV1Y2NjYmJidevX1dTU1NTU7t586aVlZW3t7erqyua20QsFoueInyKQCD4W1vOYDCys7Oh2P99J8KYyWAa+ZbC5/MfP36sqqqKw+FgRg6hUAg9Nby9vS0tLQEAFApFR0enra0Nm4zE+Dvg8/mo2olEIjj0hB1RUlKSu7u7h4eHn58fkUi8du3a1atXr169qqqqGhMTU19fD5N6ksnkSboLjbSvJAwCrMTLy+vy5cv19fWwcmzS4W0D08i3FIFAEBkZmZeXB30x4E4AQFZWFoFAGBsbEwgEzc3NMPUx1i9g/MNIyp5QKHz8lI6ODkdHRw0NDXV1dS0tLS0tLSKRaGNjY21tbW1t7ejoyGAw+Hw+nCuV9DMSi8UvoZocDofP59fX1+PxeDs7O5g95u+4XowZC6aRbyksFguarVDnCIFAkJubi8fjGQyGQCDg8Xjd3d0XL14Ui8Wvt6kYbzkTExN8CSTlc3R0NDg4ODg4OCQkJDw83N/fX01N7erVq8rKylevXnVwcCgqKsrNzc3NzYX5XCWZmJhAPY9efHYAQH9/v5OTk4WFRVVVlRiLc/s2gWkkBpvNZvN4PC6Xe/r06YGBAZFIxGKxhEJhRESEu7u7SCR63a3DwHgGLBYL7b9Q+vr6ent7KRTK4ODggwcPtLW179y5o6Ojo62tbWRkBFen4PH4hw8fstns0adMGrZOMpywWCyozbm5uUpKSjExMdD/9jVdN8Y/CqaRGGy4ytve3j46OhoNywkAUFJSampqwpIoYbCfNcP3akOf/9nanldeMlTCJPlMTU2Ni4t78OBBcnKyvb29ioqKkpKSsrKysrJyVFRUenp6YmJiYmJiY2PjpAPRqHvwraOj48WLF2EWayyo0KwH08i3HS6XKxaLiURiaGio5P88AODGjRtVVVWYRmJMhcfj/ZMZQuC8oFAo/CvuY5Kyx+PxaDTayMjI6Ogog8FwcnLC4/GGhoYmJiYGBgaGhoa6uro4HE5fX9/d3Z3JZPb19fX19VGpVOj7TaFQCASCk5MT7ECxCftZDKaRbzXQT8/V1XWSQMJInteuXSsrK8NsrRgikSg9PT0sLIzP58OQdY2NjY6Ojk5OTn19fX8xyByHwxkfH/fy8qqoqHjmj43P57NYrM7OThKJNDIyAu2coaGhGRkZL/3jhJORAoGAz+fDELVonpPBwcGsrCwY7V1FReXXX3+9c+cOHHSqqKg4OzvHxsY+fPjQ09NTVVXVzc2toqICm7OfxWAa+fYChbCsrOzKlSuTrEYCgaCgoEBHR2doaAhb+IEBALh//76Liwt05urq6vLw8EhOTn706NHg4OBf/IVAjSQQCHl5eVPFBvpXBwQE2Nra4vF4Ly+v/Px8gUDg4uISExPzV7osOJSMjY11dnY2MzNzc3NLS0tDk4LxeLz79++npKQUFRW1t7fD5wAejxcZGWlubm5lZRUUFEQgEBYtWvTRRx8VFRUBjNkCl8uVNAygsYsxjXy7gH6t3d3denp6JBJpUnZAkUgEo1QDzI701gAHiOgGfGaC2wCAuLg4Dw8PgUAgEolSUlIiIiJgjwH9QmEY9En1SL6FUevYT4PYoZ/Ceb7x8XErK6uCggLwNOsW/JTP57e0tFhYWCQlJfX19Q0NDVVVVUVERLBYLC8vrwcPHoCn7qmwHsnnvEnnhadG93C5XCaT6evrGxYW1tnZOTQ09PjxYy8vr/v373M4HJFIVFdX5+bmBuNswP+OSYtJEhMTb9++LSsrW1BQ0NfXFx8f74Px5hMaGjppYIC6UmMa+XYBRwNQIKcKIXTkEwgEmEC+PYyPj4+MjEAPZxqNNjY2Bi2rNBpNLBY/fPgQaiSfz/fy8goNDWWz2UwmUygUMplMGo3GfjpJOTY2NjIyAutEaxgbG4OfMhgMBoOBJueCJaFGFhcXAwDodPr4+DgszOPxoqOjo6KihEIhn8/n8Xh8Pp/JZPJ4PHd3d1Qjx8fHh4eH6XQ6j8eD+go3aDQaLAxXj7BYLBqNBisXCAT19fUuLi4jIyMikYjH44nF4s7OTkdHx+7ubrFYnJKSYmtri7YWdo9PnjwpLi6+cePGjRs3nJycBgcH4f7e3l4ZGRnPvwWvKS+Mv5EDBw5kZGRISiEa1wLTyLcLAMDNmzdhhB1MCDHgOn0bG5v6+voHDx4YGho+fvyYSqWGhYXh8fiwsDAXFxc/Pz8AQG1trb6+vomJib6+flpaWnNzs7Ozs4mJSWBgYEVFBQCgoqLCyspqdHRUIBB0dnaGhobi8Xh3d/e0tDQulxsVFRUREQE1r6enx9LSsru7m8fj2djYJCcnZ2RkwCh0LS0tQqGQTqf7+PiQSCTJhRZwPIdqZF1dnbu7u5GRkZWVVUZGBowh0NPTExERgcfjXV1dk5OTmUxmS0uLn5+fkZGRt7d3bm4uj8eDmbzQ2AJQR4ODgwsKCmg0GoFAMDExIRAIERERIpEoICDAxsZGTU1NS0ururq6vb0dHV/y+fwnT56oq6u/KlsfxmvE0tIS5ndDf2+YRr6NAAAePnxobW3NZDKx1dAYbDZbKBSSSCQDA4OUlJSysrL6+vrW1lYHB4eHDx82NTU1NDR4eHj4+PhA3XJ2dvb29m5ubs7Ly3NwcCgvL29qanr06FFBQYFYLK6urnZwcBgfH2cymW5ubomJiWQyuaKiIjU1lcViBQUFBQYGikQiPp/f1dVlaGjY2dnJ4/Hs7OwCAgLKysoaGxthIDoajUalUgkEQldX16S5AEmN7Orqqq6uJpFITU1NTk5OhYWFXC7Xy8srLi6OTCZXVlZmZGS0tLQ4OztnZ2eTSKSSkpLMzMyJiQlHR8fk5ORJvaGvr29ISAifz4+JiTE2Ng4LC3N2dlZRUXFxcQkLC4OmVyjw6FHQIKympvZqO2sBq49JyaM9iaQ9iXj6iqS3J3JGSACIX+25MFCMjIym/irgR5hGvi1AOxKBQIBpb7FBJAb7qUbi8fiBgQHYFeTk5ISEhAiFQthHxMfHu7u7wwm5wMDAyMhIAEBVVZW1tTWFQoFzNtCxhcViQcvq4OCgtbV1aWkplBYY1ykoKCg4OBhqZHd3Nx6P7+rq4vF4VlZWaCgcPp/v6ekJ5/kMDQ17enpeoJHQtbWvr49EItnb20dERLDZbFtb24KCAjR5SEdHh7m5eVNTEypyPB5vqkaKRKLAwEA4DV9cXHz37l0DAwMHBwc08+UzF7q8co0Ui0WsoRp624P+GoeeYtzTl0FPMY5SbjZMCmL2PuKzB17V6TAkwTTybQcAUFZWpqamBi1Lr7s5GDMFqJHGxsZDQ0Nwus7T0zMuLg72CeD3Pjv+/v7h4eEAgLGxsZSUFA8PDy8vr6SkJAaDgXrEsNlsLpdbU1Pj6enp7e0dHBzc2dkJAHiBRhYWFkK/VrFYDF1yOByOh4dHc3Oz5CJdLpcLNfLhw4cAgOrqah8fH5gkBIfDRUVFAQAaGhq8vLy8vb0DAwPb29v5fH5RUZGHh4e3t3dkZGR/f79IJEpISIiPjxeJRJLeSaGhoTDjTWZmpqOjI+wVX7y45dVqpEjI5Yy29ZaZ9JQY9pYZU8oJv3uVmfaWGnUX6jA6koW80T+uDuNPgmnk2wtMhsXj8YyNjVNSUgA2DYkhAaqRg4ODUCOjoqLgYBGuhZiqkWKxmMfjCYVCGo3W0dHh5eUVGxsrEAigoymbzZ6YmBCJRGNjYxQKJTk52dHRcWJiAsZWhb1Nb28vqpGWlpYlJSXwdFwu19fXF2pVbGxsQEAAl8uFmbAEAgF0O3R3d4eqbGNjU1lZCRcyhYSEBAUFwQHr+Pg4lUrNyMiws7MbGRkBAIyOjvb29kZFRXl5efH5fDju7OvrAwDA8TGZTCYSiXDUmJWVZWdnJ+kW+zxerUayh+t7y0wmS+Pkl2lvmckQOeRF9bDZoaGhOjo6UVFRHR0d8Obo6Ojo6Ojcu3fP1NQUbuvr6zMYDHhIbW2ttbW1i4tLW1vbC2ru6ekhEokGBgaZmZlDQ0MAgJqaGj09vamBjV6arq4uHR2dSSm4/xkwjXx7gaNGc3NzdHCAgYEiFAqbm5uNjIygRvJ4vJaWFicnp5KSkra2tvr6end3dy8vL6iRfn5+YWFhAAASiZSfn9/W1tbd3e3l5QWdHerq6jw9PVks1vDwcG5uLolEolAoKSkprq6uHA6nqKjIycmJRCKRyeTExERDQ0Pos2NtbR0VFdXe3t7e3p6SkuLt7T08PCwQCLq7u21tbSMiIh4/ftzW1pabmxsUFMRisTw8PBISEphMprW19aNHj7q6uurq6hwcHMLDw9lsdm5ubnNzM4VCyczMdHV1bWtry8/Pf/LkCZVKjY6O9vf3hwtFwsPD7e3t6+rq2traysvLXV1dU1NTYV+fmZlpa2v7D2skf5xCb3/QW3LvjzSS0FuG769znhhpFIl4U+sZGBg4ceLE1q1bpaSkdu3atX//fg6Ho6GhISUlJSUl9d577yEIArfXrVs3MDDA5/O1tbW3b9++adOmLVu2bN261dnZ+ZktLCws/Pbbbzdu3Lh69erdu3ffvHkTAJCQkPDll1/CxxQKhVJdXf0S187lcsvKyphMJgCgurpaSkqqq6vrJer5i2Aa+ZYC7Ug2NjaYQGI8EziONDExgRoJfzBlZWV2dnZWVlZZWVmhoaE+Pj5QIwMCAuD6yMePHwcFBZmbm5uamsbHx8NVIqWlpSYmJuPj4wwG48GDBw4ODoaGhn5+fq2trQKBYHR0NC4ujkAgBAUF5eXlEQgEqJEODg4+Pj6enp737t0LCgrq6OiAFk6BQNDV1RUdHU0kEo2MjIKDg2tqaqApOD4+HvanDg4OFhYWOTk5vr6+ERERHA4nISHBycnJ0NDQx8entbV1cHAwMjLS1tbWyMgoNDS0p6cHrqdkMplQC/F4vI+PT2FhIVy+CQDIzs62t7f/hzVyjJLfX+PwDBPrVI0sN6VWWg2TQ4T8san13Lx5U15efnx8HADA4/Hq6uokE1wTCIT//ve/kuUNDQ2lpKQaGhrg2+zs7P/85z/wMUgSNpu9a9cua2tr+JZGozU1NU0qY25u/sknn7zEtQ8NDSEIUlZW9hLHvkIwjXwbgc93bm5u9vb22FeM8UwmJiaYTCaVSh0fH0f3wEg0UDXpdPrAwAAM0Do4ODg0NITOO/b39/f19aGr+BkMRl9fH4vFgmv2aTRab28vXJXIZrOh6vT394+NjXE4HCqVOjY2xmaz+/r6mEwmg8GgUChweS7aNrhkc2hoiEKhsNlsaM4dGBgYHh6GjRwZGRkYGEBbK3le6D0ElQ+tAZ1fhMtIhoeHKRQKuh4UXvvIyEh/f/90bt0r1Ehay/2eYtwfCuTTuUkTSoW5gEOfWs/mzZv19PSedxZjY+Nly5ahb7lcroyMDJxgRrl3796ZM2cAACKRKDs7m0qlAgCoVOrcuXMrKysnVdjf35+TkwNThp0/f/7jjz9OTk6urKwkkUio5nG53MzMTBqNBgAYHR0tLS1NTk6ura1FK0lJSUEQxNLSMi0traenJzc3l/00xG5fX19ycjJcyQ3Jy8uDQRChCWFaN3d6YBr51gEFsqmpSUdHp7OzE/PTwXgez3TjgjlhoByi0gLlEG5zOBxom5UMZ4OWhAfCpMeSJ4K6Bc8ID4R7phaWPETyIyicUxspGSpIsvzUGiSvcep+yat4Ma9UI6N7ig3+hEaWmwk4I1PrcXd3X7VqVWxsLJyInQQej5fUyPz8/MWLF8N5WZTCwsIlS5YMDQ2JRCIEQVxdXQEAAoHg3Llz3377bUVFBexYIIGBgQiC8Pl8CoUyZ84cBEEQBFFUVLx06dLGjRthmd7eXgRBUlNTAQDq6uqfffYZgiDLli3T0dGBzsaHDx+GB86bN8/NzQ1BEJhZJSwsbPv27QiCSEtL4/F4ODv+6aefHjlyRElJ6aOPPlq3bl1mZuZfvvf/A9PItw6hUNjW1qatrQ1XPWN+OhgYr5YZqJEikUhfX3/Xrl2LFi06d+7cpHCykzQyKioKQZBJSTRramoQBCGTyQCAs2fP5ubmwv0UCuXo0aNff/31kiVLdHV1u7u7AQChoaFz5swZHx8XiUQ6OjqLFy8eGBhgMBgXL17cvn07eiCCIDCEzeDgIIPBYLFY1dXVH330UU5ODgCgqakJQZC4uLjBwcGCggIEQXp7e8lk8vr166OiogYGBsrKyrZs2RIcHAwAWLly5U8//VRWVtbX9//ZO+94rN7/jx9R0fp8ygj1aachoZCQULQV0qCMkoQkRLakgZSVRCqKpLTtCIXsFTLK3uvmntzj+v1xfTu/+3sbaX3qW+f5OH+ccZ1zrvvcnNd9Xe/VYmhoKC0tzZwm8FvANPLPYmBgoKOjw8DAoLa2lsFgYAKJgfHd+a4aGfmFGuk6rEZCOjo6YmNjLS0tFy1aBH2GISwa+fTp0wkTJsBZUJSsrCxBQcGmpqZhr1xTUxMeHq6qqqqoqEgmk+/fvz9+/Pj+/n4AgJubm4CAAGymo6MjISEB15k1kkwmx8XF+fr67tmzB0GQ27dvAwCam5sRBIFynpWVhSBId3e3paWlgoICel9nZ2dRUVEAgICAgIeHB9wZHh6OIAg0vn47mEb+QUArfWhoqKenJ8BGkBgYP4afbY8cUSNRNm3aBI2LEBaNbG1tlZKSgpE2KGFhYVu3bh19cEYmk2fMmBEXFxcTE4NqpIuLCz8/P2ygra2NamRbWxuCICkpKX19fbt27VJSUtLS0tqzZw87OzsszFdfX48gyKtXrwAAmZmZcGirpqa2fv169I7u7u5TpkwBAAgKCp47dw7uvHPnzsSJE5nnfr8FTCP/FKBARkREeHp6DmuDwcDA+C58R43sqY1pynZryv5sfKRrU7ZrU45ba5EfdUgmAQaDkZqayqwZGzduPH78OLrJopEAgN27d2/YsAENcOzv71+yZImjoyO82sePH6H+9fT0oLmQAADd3d2CgoJv37599uwZqpG2trY8PDywwaFDh1CNrKysRBAkLy/vxo0b6EATAMDJyRkSEgIA+PjxI4IgWVlZAICcnBwEQdrb20NCQiQlJdHSnocPH9bS0gIA8PPzoxoZFhaGaSTGF8NgMB48eODu7g5rGvzs7mBg/LZ8R42k9LzvqghrzHIcQ3ykc2uBV39zOp1GHnqdrVu3ysrKOjg4ODk56enpycjIQHcEyOnTp//66y/m9h8+fFi+fPn69eudnJwcHBzk5eVVVVXh7CuRSEQQBKazb2xsnD9//v79+52dnZ2cnDZs2KCnpwcACAsLQxAEhjY+ePBgypQplpaWoaGhb968mTVr1smTJ8+cOaOnpwenUvPy8gQFBW1sbGAeAwRBoEb29vYuW7Zs+/btbm5uDx8+RBAEarOKioq6urqTk9OxY8dERESKi4sBAFOmTHF2doadDwkJweZaMb4MAEBqaurx48dhRdyf3R0MjN+Z76iRDBqlv+V1/Rvrpuwzo+fZaci0aysJoA8SAIM+9Dp1dXVXrlxRVFQUFBQ0MTFhyZsTEBCwceNGllPa2tpcXFwEBQUVFBSuXr2KSg6ZTBYXF4dp/xgMRk5Ojq2trbCw8Pz58y9dugTHji9evFi9ejU6kvP39581a5aTkxMAICwsbOXKlYcPH05KShITE4PDxAcPHqxatWr79u0pKSlr166Fca4AgLKyspUrVyoqKiYmJq5atQo6BLW0tFhZWQkKCmpqahYUFMCWioqKwcHBcP358+cSEhLMAaDfAqaRvzkEAoFKpeLxeDs7u9TUVDqdjpkhMTB+KN83Fx2V1Nlbn9D41qUxy7FpmKR0ZxqznBoybDvKbhG7Sr/LHTGYwTTyN2dgYACPxzs6OsbFxQHMTwcD48fzA+p+0DorI9uKrzbnXWx86/JpcW5869KU49ZaeKW99Dqpp+J73Q6DGUwjf2dIJBKDwbC3t4cC+bO7g4HxR/CD6kdSet53VUY0515ozj3fnHu+Ofdcc+6FtuKr+OZ0OvX7zCtiDAXTyN8WaAzIzc01NjaGybp+do8wMP4IfpBGMuiDdCqRNtD3X8sgnkGjYDWWfxyYRv6eoAJpbW3d2tqKJZzDwPjXGBwcrKysNDU1/VmvdYzvyPnz52H5GvT7xTTyfwPmfJjET8kk0ahHGo1WUlJiZWXV3NyM5dPBwPg3GRwcrKurk5eXv4rxv4+SkhJMBoR+v5hG/g9AIBDa2tr6+vqgTFIoFDwe39LSgsPhSCQSlUptamo6fPhwS0sLnU7/2Z3FwPizIJFIBALh0aNH1zH+97lz5w4s4o1+v4ODg5hG/tJQKJTOzs6zZ8+WlpbChAAtLS2hoaHW1taPHj2i0+kAgGvXrgUEBAAA0CoKGBgY/xrfKzgP41eAQqEwT8XBeqIA08hfFqiRTk5OxcXFsEJbdHT0/fv3KyoqamtrAQAhISF+fn4MBgOPxzc0NKDDTQwMDAyMbwRN0Ydp5E9mcHAQ5sQZHByETjewuh6Dweju7nZxcYFVwjs7Oz09PRsbG+H3FR4eDku70Wi01tZWJycnWHF0cHCQpboevDKsggvvxWLgpFKp2DAUAwMDgxlMI38JSCRSQ0NDa2srjUZramr6+PEjrFvb0NBQX1/f1tZ25swZqJGFhYX29va5ubltbW3d3d2qqqpFRUV0On1wcPDdu3f29vaZmZl1dXV1dXUdHR2w/HpnZ2djYyOJREJ31tXVNTc3Q70kEomDg4M4HK6qqqqpqQme8rOfBwYGBsYvAaaRvwQ0Gi0oKCgkJCQ1NfXChQvXrl3D4XCPHz8+f/78uXPnQkNDHR0d3717BwC4fv26ra3tuXPn7OzsLC0tT506dfv2bTqdTqVSb968aWtr6+Tk5OrqGhYW9uzZs8HBQRqN9vz588ePHzMYjICAgKCgoKdPn54/f97d3T01NZVMJg8ODpaVlQUFBTk6Orq7uyckJBCJREwmMTAwMIiYRv4i0Gi0kJAQX1/fkpKSurq6rq6uR48eXb16ta6urq2traSkxNHRsbS0FABQXl5+9uzZgoKC48ePZ2RkZGdnv3jxAk6TVlVVOTo6FhQU9PT0lJaWXr16tbu7u7+/PzAwsKioCABw7dq1wMDAysrK1tbWwsLCK1euvH//vrGx8fbt25WVlTgcrqOjIzw8PCMjA4uwxMDAwCBiGvmLAMeRUVFRAAA6nd7V1eXj4wOz9dPp9N7eXtQe2dTU5ODgcPDgwby8PAAAnJIlEomDg4PQHgkdeQgEwo0bN0pKSqqqqoKDg/v7++l0up+fHwyPhd7M4eHhDx48yMzM9PDwePDgQVRU1KNHjzw9Pa9du8ZircTAwMD4M8E08pcAauT9+/cZDAaVSq2srHRwcGhra4NeNl1dXahGtrS0nDp1ytraGgBAIpEoFAr0zRkcHGxqanJycqqurqbRaDQaLTY29smTJzExMU+fPoUGSz8/P1iGhkgkAgCioqLCw8Pv37/v5uYWFhYWEhISEhJy8+bNuLg41FSJgYGB8SeDaeQvAbNGDgwMtLW1XblypaLiP6n9Ozo6nJ2dYXHR/Px8BweHjo4O6IPa09PT3d0NXVUbGxvt7OxQv9aGhgZ3d3d3d/fa2lroK4uOI2EMUEhISFZWVlpaGiygikKlUrFMPRgYGBhETCN/EWg0WkBAQEREBIPBIBKJg4ODcXFx/v7+6enp6enpMTExtra2Hz58KCsrMzExsbW1raurg2Eh4eHht27dgrkFYFhIZGRkZmZmT08PhUK5du1acHAwkUikUCiDg4OBgYG+vr4ZGRlZWVl37tzx9vbu7u7G4XB+fn63bt168+bNm5H7+AAAIABJREFUmzdvXrx4ERMTg/nsYGBgYBAxjfxFoFKpERERz58/h8nkKBRKX19fQkLCpUuXIiIiiouLr1692t7ebmtre+/eveDg4MbGxoGBATqdHh0dHRkZSaPRiETiwMBAdXW1p6fn1atXu7q6aDRaVFRUSkoKjUaDA83AwMDAwMCoqKizZ89GRUU1NzdDc2ZLSwuU5IsXL0ZHRxcXFzOnYsLAwMD4Y8E08leBQCCwJEAaGBggEAhkMplGowEAfHx8wsLCWCZCWc5CsygNDAw0NzcHBAQ0NDRABxw41/r8+XMAAB6PRxMLwMbQkZVAIKDrGBgYGBiYRv4qkEgkFjcZEokEI/pJJFJISEhwcDAAgCXGf+hZsAGVSo2LiwsJCSF9YnBw0NPTE7rOwmsOvfvQ/RgYGBh/MphG/tLAwpB5eXl6enrQkXXs5+bl5VVVVaGzpmQyOSMjo7S0FBsmYmBgYIwRTCN/XQgEAo1Ga29vP336dGFhIZVK/aLTYWIB5j0wHc+v77OKVVHAwPhd+dlvly8G08hfFAKBwGAwmpubT506VVBQ8Od8NWQyub+/387OzgwDA+P3wtHREfpY/OzXzBeAaeQvCnQ3tbOzy87OBgD8+oO/78XAwEB9ff327dsLMf5dSt+VFhcX/+xeYPzO7Nixo6Wl5X/LbR7TyF8UAICvr6+Xl9ef9qUMDAzU1tYePXr035n5wUChD9J/dhcwfnOOHj3a2NiIaSTGtwIASEhIOHv2LB6P/9McTQcGBurq6o4cOfLT/o//VEykjV9FpvzsXmD8zhw5cqSpqQnTSIxvgkqlpqSkODk54XC4L/XT+Q3ANPLfB9+DP7vPVZ1XzUD08JOrj392dzB+WzCNxPhWBgcH8Xj8vn37uru7aTTan2OGRME08l+moaI+yOa68viN6nxqyuM3HpUwTI5I/tmdwvg9wTQS45uAuW8uXboUFRUF08v9gWAa+W/S2dR5zSpAFpHR4FfX4FffLaCxdeoWNd5dlbmVFBLls6eXl5cbGhouW7ZMX18/PDycwWA4ODgsW7Zs2bJlq1atkpOTW/YJWLINh8Ndv35dSUlp06ZNoaGhwwb5mJubw1NWr16NXkFWVvbu3bvi4uLd3d3f9wnAOZvly5dv374dVsj5vtfHYAbTSIyvhEAgUCgUOp3u4eERHh4OvjBdwO8EppH/Js4aTlu4NkOBRBf1mWqbJ20qSi0a/dx3796tXbtWR0fH1NTU2Nh427ZtPT099+7dMzU1NTU1lZSURBDExMQEbra3t7e0tGzevFlJScnMzMzU1FRWVlZdXX2o5oWEhMBTxMTEEASB66dPn05NTT158iQej/+OH59Op2tpaenq6pqamhoZGQkJCbHUwMH4vmAaifGVkMlkPB7v6+t79+5d8AcLJBHTyH8LBp1hu+303n/27OLZyaKRGvzqO7lVDy4+EHMjZpQr7NmzZ+/evegmrC2DbgYFBc2YMYO5vaGhoaSkJDp2xOFwS5cuhZVQh+Xy5csCAgJf+fHGBoPB6OvrQze9vb2nTp0Kk1th/AgwjcT4SgAASUlJRkZG4M8WSCKmkf8KLR9afEx8dkzfvpNbVUOAVSA1+NU1BNRVJiibSBs/v/5spIts27ZNS0trpKOXL1+ePn06g8GAm/39/evWrYuNjWVuc+/ePSUlJaisjo6Or1+/Zj569uzZmTNnoptlZWWnTp2Cr1dra+vy8vK4uDgzM7PU1FQAQGNjo4uLi7u7e3t7O2zf29t7+fLlI0eOREdHj/Gx3L17d86cOQMDA2Nsj/Gl/G4aCUtAYPxoqFQqACAkJKSqqgoA8LO78xNg/lmAaeSPpq6sLuj09XWInPpMtWHU8dOyW1BjE6ey9sL9+S/zSfhhDIdv3rzh5+c/duzY06dPm5qaWI6yaGRqauqECRMaGhqY25SWlk6YMKGsrAwAgCCIk5MT81EWjXz48CGCIH19fZ2dnQiCbN26defOnatWrZo7d+7Zs2ePHDmydu3aBQsWqKmpMRiMjx8/qqqqKigoSEhIrFmz5ty5c/C/bHROnDhhZ2c3tqeI8TX8VhpJIpHa29vfY/wrVFRUVFdXf/jwoaKi4mf35d+mtrYWj8ejf3iYRv5ofE19VCYoj6KOzIsa3y41nl315XXDXurly5eHDx8WFBQUExM7d+4cs8MLi0bGxsYiCNLa2sp8ekVFBYIg+fn5AICwsLB3794xH2XRyGfPnrGxsfX393d3dyMIcunSJXjxAwcOTJs2DfoEffz4cerUqW/evDl+/LijoyOZTAYAlJWVLVu27O3bt6M/lmfPnm3cuLGlpWWszxHjy/l9NJJMJlMoFE1NzSNHjhhhYPxIlJWVnz59ymAw4N8eppE/GmIf8fn1Z+sQOY2Zo6njbgENFU7lwyKHett7aFTaKBfs7e2NiYlZuHDh9evX0Z0sGpmdnT19+vSPHz8yn5iXlyckJDR0DAoZXSNfvXoF9584cUJYWBiu4/H4iRMnXrt2TVJScvLkyZycnBMnTpw8eTKCID4+PqN8hOzs7PXr16ekYCkUfiy/lUbicDhdXV3MExrjR+Pn5wdLY8K/PUwj/wV6O3pjgl9snbJlx9/bdwtoDCuQ6xF52+22xWmf8W5F0dXVlZeXRzdZNJJCoSgoKISFhTGf4u3tvWXLlpFeMqNrZFxcHNxvamq6bNkyuN7T0zN58mQfHx9ubm4XF5fIyMjw8PDw8PCnT5/W19eP1PPMzEwVFZWEhIQxflKMr+a30si+vr5Dhw4RicQf+siI/cSX4S/pNEyJ/1x8fHxu3rwJMI381wmyuX5w8YFtU7eyyKT6TLUtkzbbbLZ5GzPa/KSPjw/qZdPX17du3ToXFxf0KItGAgBcXFx4eHhycnLgZmFhIT8//5UrVwAADAbjS+daR9LICRMmPH361MjI6NChQ+i5eDy+p6dn2E+RkpKye/dutFcYPxRMI78MQh8h9UHqRvYNJeklFOLnA5YxfkswjfyJ+B730RTczRz+AR15dJYerH1XO/q5ZmZmQkJCcnJyYmJia9as2bdvH7MOnTt3DkEQZo2kUqmGhoYLFy4UExOTkZFZuXKlvb09jUaDh4b67Nja2nJwcKCbLD47T58+hfv19PRQKYXy+ejRo7q6uiVLlqxbt05cXFxGRkZWVvbhw4fDfor58+dzcXGtXbtWXFxcTExMTEyMWekxvi+YRn4ZD30ebuJU0eBX3zxp05vHb37cjTB+ZTCN/InQafSoS/cVkfWoRm7/e5v2Aq3+7n5meRuJgoKCixcvHjp0KDw8nCVkIi0tzcHBYehF0tPTDx065OLikpub+//doNPt7e3T09OZWyYlJTk7O6ObZWVllpaW8PVqaWlZUVEB9z969Mjd3R2uk0gkKyur4uJiAEBPT8+DBw+OHDni6uqam5s7UkSHh4eHqanpISZu3br12Q+O8XVgGvkFXLcO1F6kpTp9hwa/uur0HbpLdB54RY399KqqqsLCQhj/S6fTS0pK8vPz8/Pzi4qKCgsL4fr79+/R9v39/SUlJSxudSzU1tai5+bn5xcUFKBP5+s4c+aMnp4eujk4OFhUVFRRUYFetra2lrmT305LS0tJScn3ulpfX19+fj70GPxxYBr5c+nt6I2/Ha+IKKjx7lJEFCwUzT8Uf/jZnfr+MBiMtLS0pCH87H79WWAaOSYYdMb9S/cPLj6wZfJmaAjZLaCxaaKKofiRJ1effPb09vZ2Q0PD6dOnIwgiKyvr6elJo9F4eXmRIaxevRqe4unpKScnx8HBsWzZMmNj446OjmGvvG3bNpYrVFZWfssn1dTURC0leXl5mzdvRhBk2rRpmzZtevHiBWwgISHxLbdgwd7enpeX99uvQ6PRLCwsZGVlEQQRFBQ0Njbu6ur69ssOC6aRPx0SnhTpEbmTW9V22+nRbZD/uwwMDHh6ejoNoa2t7Wd37Q8C08jP09/dnxadtplrE4tD3W4Bja1TtqjPVC9MLiATyCOdTqPRDAwMNDQ0cnJySkpKnjx5Al+vFRUVpaWlpaWly5Yt2759O1yvqakBAFhbWy9duvThw4fFxcXJyclbt25VVFRkTkCFIicnp6KiUsrEN2bc0NHRgRLY2toqKyvr7OxcUlJSVFR08+bNly9fAgCam5vr6v4TeaalpTVKXq5RePHihaioKOxqZ2dndXX1t/QZMjAw4OHh8eLFi9LS0vT0dFlZ2WPHjo1l8u0rwDTyF+H8gXMFL/N/di8wfmcwjfwMNCot/lacApPxY2jA8kaODXmJeSPFY7W1tXFxcWVlZY10CykpKWZ/tqampjlz5jDPqOBwuCVLlsC84XQ6nUKhoK9+aWlpfX39YS8Lg5FZGGTKTgkAYDAYZDIZ+iBAUI2MioqaNm3aSH0GANBoNBERkZ07d5LJZCqVOjAwgKYFodFozJ0cGBhg7gyDwQgKCkIQpLOzc1hFZ2mMbrJ0fnT8/PzGjx8/lkwlXwGmkRgYfwiYRn6Gmw4hGjPV1Xh3jZbXg3eXBr/GSFkiiUTiqlWrrKysRnrFS0hI6OjooJvXr1+Xl5dnGQDZ2NjAXMyZmZl8fHyNjY1wv4KCgqys7KNPPHnyZGBgICUlRUFBYdKkSUeOHEEjoIuKioyNjQUEBKSlpS9evMhgMG7fvi0hITFp0qRly5bdvn0bKiWqkYWFhXx8fI8fs1avNTU1VVVVBQDcu3dv3Lhx7OzskyZNcnNz27Jly6VLl2CbZ8+ezZs3j0KhEAgEAwODmTNnTpo0ae/evdDuiMfjZ82ahSAIFxfX+vXrPTw81qxZA09MSkpSUlKaNGnS4cOH4ZC6urp6zpw5YWFhBgYGgoKC9vb2wxYnGsq5c+e2bNnyb44jDQwMfsS9MDAwfiJGRkaNjY2YRg7DAHnA29j7wCLtbVO3Dp9DmWnZOmWLnrDuDbvhi9S8fPlSQEBARUVl//79Q03uLBqppaUlKirK0sbV1fXvv/8GALx+/ZqTkxMNLlZVVWVjYxv3iSlTpgQFBa1aterMmTPXr1/X1dVVUFDo6+urq6ubM2eOvr5+YGDg5cuXjx07hsfjk5KSQkJCwsLCrl69KiAgAOORUY0EAJw/f56Xl1dVVfXEiROlpaVwp4aGhri4OACgurp6wYIFkpKS169fz8vLmzVrlq2tLWwTHh6OIAgsthwUFHTr1q27d+/q6enJycmRSCQqlWpsbMzBweHr6/v48ePTp0/z8PAAAN68ebN06VJnZ+fr16/r6+uvW7cOh8NVV1cjCKKpqenr6+vv7z979mzmxCgjgcPhduzYMVTgvxfDaqS5ufm9e/fMMDAwfiMUFBS6u7sxjRyGAfLA5aNe2gu1tk/bNhaN1F2mE2Qz4uu7oaEhKChIVVV1xYoV5ubmzN6nY9TIJUuWAACoVGp3dzea5kNWVlZNTa3rE93d3Rs3brS0tIRHGQyGhITEjRs3Tp06tWPHDuYLogOsjo6OlJQUXl7e06dPg//WSABAQUGBq6uriorKokWL7ty5A7snLS0Nj8rJyaFOsAICAmisWGRkJAcHR29vL9wkkUg1NTUuLi4Ignz48AEAEB0dPWHCBHjUyclp1qxZAIDt27efPHkSvbWkpGRgYGBzczOCIG/e/CfMRkNDQ1ZWdqSHjH40WAJw9GbfwrAaaWRk1NbWVsVETXV17ceajx/GulRhYGD8Yhw4cKClpQXTyBG5aR+izqf2mblWvl0aM9WfBT4dywWLi4t5eXmZC+6waOS1a9eGnWs1MjIaerW1a9fu37+feQ87O7uvry+6CQOlRURELCwsWM69cePGunXrpKWlZ82axcbGBuO6WDQSJTAwcO7cuYODg/r6+qhGSktLo3efNWsWi0YSicTu7u7Dhw/DsOjJkyezsbFBjQwLC5swYQKsPevk5PTPP/8AACZOnAgzmEBkZGR2794Ng69hCmkAwJ49e9C7j4STk9PBgwe/b2FbFsY+10oeYFAGwRgWBuWHWE4xMDC+iaNHj2L2yNGgDlLjbsZ+1mcnNyF3JJ8dCoXS39/PvGfmzJkhISHoJotGwnnR5ORkdE9fX9/SpUtZ8kZCZGRkmGvGMhgMUVHRs2fPonukpaXd3Nz27t3L8gbPysri4eF59uxZV1cXjUZbsGABHH2iGtnX18dsQC0oKJgyZQoejz98+DCqUqtXrz548CBc5+HhQe/78OFDDg4OOp1ubGy8bt26ysrKwcHB9PR0BEGglfHWrVuwAQDAyclp9uzZAABJSckzZ86gd5SVlXVxcWltbUUQBE27pampKSMjM+xzBgDQ6fRz586ZmJgweyH9CMbos5NZVG9zJf5MYMpnF6eA5PPBaXgiVgUQA+PXAvPZ+Tz93X2pD1JHif3If5k/SuxHQ0ODrKxscHDwu3fvysrKnJycpKWlm5ub0QarVq1ClQZibW09Y8aMiIiI8vLy1NTU7du3r1+/HsZ+FBQUyMrKookFpKWlNTU1mc8NCwsTFhaOj48vLy+/cuXKypUrm5qaMjMzZ8yYERAQUF5enpOTc+vWrSdPnkyZMiUpKen9+/ePHz/m5OS0sbEBABw8eHDVqlUAgOjoaHl5+ZiYmPLy8vz8/F27dkHnW21tbSkpKXgvZWVlSUnJ8vLy1tZWfX39DRs2vHv3Lj09XVNTk4uLi8FgHDx4UEZG5sOHD/n5+adPn0Y1EuboevnyZWVlpYODAyzdHhkZKSwsHBsbW15e7uvrKyIi0tDQ8OHDBwRBsrOz4R01NDRGGkcyGAxzc3MVFZXc3Nyqqqry8vLy8vIfFEk2Ro18nV97wj3GzjfJ3i/JyivO3D1m6HLaO9HeN8nGO9ElIAXTSAyMXw1MI8cEg86I9Lh3cLH20BwCj/0/4xhCJpPd3NyUlJRgvZsdO3agb3yImJiYtrY2y1nu7u7CwsIIgggLCxsaGqKVyhMTExEEQb1VpaSkdu/ezXwinU738vJavHgxgiDy8vKJiYlwf0hIyJo1axAEWbhw4ZEjR3p7ey9evMjLy8vPz3/x4kU+Pj4rKysAgLa2tpiYGACgtrbW0NBQUlISQRBubm4jIyMozHv27EEnY2GVOwRBbt++3dTUJC8vz8nJqaWlZWpqOnHiRDKZXFdXt2nTJg4ODmVlZQcHB1QjiUSimZkZgiB79+51dHSEGgkA8PLyEhISQhBk3bp1MAF0eXk5s0aqq6ujCs0ClUodmpaB2cD5HRmjRr4pqLPwjHX0f2nhGXvrcX5y9ofX+XXp+XXp+XWv8+vS8mqTsmrcrr+yuZJg75vkGvjqSzWytbXVzc2NOb/EkydPbGxs8vLyRjkLh8O5ubmhQa5DuXHjxvPnz8fYBy8vr8zMzDE2xsD4nwPTyC/gmtU1rQX70Vx0BxcfvO8ZOcZziUTiu3fvCgoKhk4DVlZWDvvCam9vz83NZclFh8fjCwsL0bDCqqqqYfOuNTU15ebmEggE5p04HC43N5e5rnp1dTWM36+srIQl8erq6pgz9XR1deXl5THvqa2tZd5sbW3Nzc2F8RgEAqGkpIRKpZLJ5MLCQvhJyWRyUVFRf38/nU5nTpVHo9Hy8vI6Ojra2tqYiyfAnqPWRHgp9Dutra2tqqoa+nkhcMibywQaJPN9+VKN9Lj5uqquCwDQ00fq7Sf39pN7+kgE0gAA4HFy+bmg1NPeiV+hkdnZ2QiCFBYWor2aN2/enDlzPDw8RjkLDs3RH09DmTt3roaGxhj7gCAIc4bSL8XFxWXWrFmzZs2CecNnz549a9asefPm3blzZ+HChd+YNAqlpaXF399/06ZNs2bNOnHixCh/QhgYLGAa+WU8uPIA1kPfxKXy+tHrH3cjjFEgEonOzs42/42tre035qodO2PXyJMesY7+L7txJABAxccOC89YO59EO59Eq0txl8PeQM+sxKwac/eYr9DI/Px8BEFgWE5zc7OYmFh8fPxnz6qrq2Ou9zsUMTEx5py9ozNjxgw0PfdXEBcXB/OrwayKNjY2Tk5OMHu4q6srOn3yjcTHx+/cudPe3t7JyWnv3r1r164dqUgyBgYLmEZ+GQQcISUyZSP7hqLUolFskBg/FCqVmpOTk/nfZGVl/bIa2dlLAAC8r+208opz8Ety8Euy901yvpp85U6G993M88Fptj5fM44sKytDNTIlJQUNpxmdsWjkSMmbhvKNGony+PHjMfb/KxgYGGCuiszPz4/G8mJgjA6mkV8MsY+YGJaI1Vj+k/lSjewnUgAAZR86TM4/t7oUZ3UpzsorzvJS3ImLMdaX4+19k+xGtkdaWVnFxMTU19cfPXr0/PnzAICSkhJ9fX1zc/OAgAAEQWDFJTgO27Fjh5GREYlEevz4sYaGBizeRKPRqFTqsWPHYJgps0YmJSWdOHFCQ0PD1dUVndUXFxc/dOjQu3fvjI2NHR0dmf2enjx5oqGhcerUKWhXBiNr5MDAAH4Iw+ZHhDCHAwEA6uvrjxw5Am99/PjxV69excfHHzhwIDIyEgDQ3Nxsa2trbm6OlqDp7e319PTU0NDw9/f/bCYmERERb2/v0dtgYEB+N43U19f/xqTeGBif5erVqzB6B/7tfVYj3xTU4frJbV348JjiqITSqITSB4mlUQml92KLXQNf2fokjqKR06dPl5KSOnbs2MaNG93c3MLDwwUEBJSUlDZt2rRx40YEQaBOKCoqIggiIyOzf/9+U1NTSUnJ9evXKysry8vLNzc302g0BEFg+CnUyNTUVACAjY3N5s2bFRUVZWRkFBQUYMFhGRmZ5cuXGxoaKisrS0hIKCoqwsy6dnZ2mzdvVlZW3rZt2+bNm6GxcCSNvHDhwoQhHD58eKRHyqKR0NRaXl4OABg3bpy0tLS2traCgsKcOXPMzc2PHz++ZcsWcXFxaWlpPB7f1NSkoaGhqqqqrKy8YcMGExMTFks8M6WlpevXr/8uafQx/gR+N408cuRIXV1dOQbGj8TW1jY0NBSM2WfH9NzzVzkfSRQqnc6gwYVGh8bI0KcFDn4vR5lrnT17Njo7QiKRVqxYERAQAA8VFhaic61xcXFsbGxwPxcXF1rCvru7G840Pnz4ELpDDzvXWl1dzcnJ+fTpUwCAhITEli1b4B3JZLKcnNyVK1fS0tJkZGRqamrgAFFHRwdG3PLw8AyrkdXV1TFDgJWEh4VFI6GpFcrw1KlTYWASAMDZ2Rn166ZQKDw8PJGRkWfOnDl69Cj8pHV1dSIiIujHZ4FCoaipqTEn2cDAGJ3fTSPNzMyioqJ+doY/jN8ceXn5+/fvgzFrpIPfyzPXUtyuv3ILSoWL09Xka/ezAQCDVFrs68pRfHZmzpx58eJFuP7ixQt+fn50poRZIx89esTGxtbb20un001MTMTExGxsbEJCQobaaJk1MjU11cjIaMuWLdzc3AiCwA8lKirKnHHi0KFDioqKbm5u7Ozs48ePRxCEjY0NQZClS5cCAHh5eYfVyHfv3t0bwtu3IxZ6HEUjubi4bt++DfdfvnwZZveF8PDwuLm5qaioTJgwYdy4cQiCcHBwIAhy6tSpobegUqmmpqampqbMtkkMjNH53TRSX1//R+dYwcC4fv36GOdaoUZaecWd9Ii19Iyz902y802084V+rRmw2eh+rfz8/K6urnA9IiKCk5MT/Qd49+4di0Z2dnYCABgMxv3790+fPi0hIbF3716WiUeokdnZ2UVFRUuWLHF0dIyMjHz+/Pn48ePv3bsHABATE2Mu1mZgYGBkZHTo0CFJScmUlJTY2NjY2NiXL1/CmBNubu5hNdLT03PaEI4ePTrSIx1FIydNmoQmsvf09OTm5obrDAaDj4/v3Llzixcvtra2TkpKgn1LTU1Fk/6jUKnUkydPmpqaYrYYjC/id9PIoT47nb3E9PzazKKGzy4ZhfUZhfVE0hcUKcT4M/lSn53nqe8TMqrvvCiyvBRncyXB5krCSY/YS7f/Ezv0MvvDGDWytbV15cqVd+/eBQDQ6XRYX4VZI7u7uwcHB9H4v7i4uAkTJjQ3N9PpdF9fXxiHCjWypKTE19d35syZsGVVVRU7O3tERAQAQFxcfN++fXB/bW3tqlWrYmJiMjMzFyxYUFBQAPfT6fTa2loGgzGSRtLpdOoQRvn9+nUayc3Nfe3aNQ8PD2VlZfSnQFdXF3MeKwBAT0+Pqanpt8RxYvyx/P4aWVDRcsztqYVnnKVnnIVn7EmPYRYLz1gLz7iTHjHm7jHN7f2sDwkD47/5Uo382NQDAGjrwl++k3E1MvtqZLbP3cyImGIAQDeOFP2yzMIzdiSNHD9+PCzJAoHJ5ZcsWbJp0yZdXV0EQYqKigAA9+7dQxAEh8PhcLgNGzasWrVq4cKFIiIi9vb2AAASiYQgiJeXF/iUQyAtLa21tVVKSkpISGjt2rWmpqYIgkAjq4iIyPTp05WVlRcsWCAsLIyOvSwsLISFhcXExBYuXCgjI3P48GEGg4Fmw/9GYNltNLMxs88OgiCoG+qZM2cQ5D//+AwGA0EQT0/P/v5+BQUFSUnJxYsXCwsLy8jIsBRQi4qKQhBkwYIFixYtWvAJzG0HYyz8/hpZUtVm5RXn6P8SLg5+wyyfDiXZ+ya1dv7AehEYvwdfmmfnpEdsdsnwGX+u3ntrfTlhFL/Wy5cvp6enM+9JS0tzcnJKSUlpbGw8e/YsDLSvqKg4e/YsDHv4+PFjSEjIqVOn0JQCg4OD58+fh7OjOBzO1dUVpmeqr6+/cOFCaGhoT0+Pu7s7HJKGhIRERkYmJCScOnUqJiaG+dZlZWXe3t42NjbJyck4HA4AcOnSpYyMjC9/hKyUlJScO3cOnQhtbW11dXXt6uoCAFy4cAEt/JKZmYmW8mYwGJ6enllZWfADpqamOjg4uLu7FxcXs0yovnv3zsXFxcbG5hQTPyiXL8Zvxh+kkSbnnt1PKO3qJRJIA5+WQTxxoKOHcDUy+4R7jKP/12jTfUQGAAAgAElEQVRkR0fH8uXLX7/+z7wZDoczMTHh5eV1cXEZ5SwSiSQmJvbkyZORGpiamurq6o6xDzt27ECn474OIpGYkZGRlpaW+gn4E/6r6e7uFhYWHiVQHaW2tha+5r4X7e3taWlp32iWplKp7969S01NhRY+Fr5UI+18ktxvpvtFZPnfe4sufhFvfSOyXAJS7P1Gi4/EwMD4ifwRGml5Kc7OJ/FxSnlTex+JQo3PqE7MrE7MrIl/U5WaWwsAaGjF3Y8vPeUV/xUaCYsAv3jxAm5aWFjIy8tfuHDhwYMHo5yFx+MRBLlx48ZIDTZt2rRmzZox9mHevHnMThZfQVFREUs2cJZyIl9Ke3s7giCPH38m4TsAwMHBAbWKUalU5oJcY4dOpw8MDMBoijt37owbN46lHtkX8fr1661btwoKCiIIsnr1atSpEmWMGpma+/HY2adWXvGnvOJPesSaXYwZulheijvlFX/SM9bOJ6mfgGkkBsavxZ+ikTZXEqD4NbX1nXCPOekRY+EZZ+4eY+ebVFrVVt/Sm5hZbXkp7is0sq2tDUEQWKSio6NjwYIFo1ddgBAIhIkTJw59+aLs3LlTQUFhjH1Yvnz5sWPHxth4WGAUQVxcXO0nmKtJfAUdHR1sbGzPnj37bMv+/n501svc3Hznzp1fcbvCwsI5c+a0tLQAAMhkcktLC0uR6i8iJycnODi4oqKitrY2NDT0n3/+gRH3KGPUyLKa9uDo3DvPCz+7hD4rjIgtIWF1ljEwfjH+II2EfhMtHf12vkkOfkmoedL6cvypy/G23omOI9sj+/v7oYWDTCZDMwy8Lx6P7+7uRjUyNTUVFgTu7e2FbXp7e5kzY/X19cF0XCwaSaFQent7mTN1qaqqbty4Ed5xaG4tHA7H/DG/l0YOa6Hp6+sjDknvR6VSWQZqfX196KcGn9NI5sdCpVLhs6VSqaqqqsLCwvAogUBA70uj0XA4HBrWRiAQent7mWdT4+PjEQTJz8/v6+uDF2TWSOaOMRgMdHOMY00+Pj5mrxkwZo3EwMD4X+cP0sjm9j4AQFN7n4VnnNWluFNe8ehi55s0us+OsrKynp5eVFTUkiVLpKWloSf9P//8w8vLq6OjA8sFAwBggUZ2dvbp06dnZmaam5tzcHAsXLjQ1NQUDnEWLVp05swZ8N8aefny5aVLl3JwcAgJCQUHB8NXv7q6+po1a4KDg6EnHozGAwC0tLQcP358woQJs2fP9vT0hLIxkkZWV1eHDAHKOQtwrvXMmTNoszdv3vT391tYWEyePHnOnDmXL1+Gs6AUCuXy5ctr1qz5+++/d+/enZKSgsfjNTU1p02bxsHBoaamBsMDRtLIxsZGMzMzDg6O+fPnm5iYdHV1eXt7CwsLAwAyMzPZ2NjY2Ng4ODhMTEy0tbVR1cnLy+Pm5obZVUxNTQUEBDg4OOTl5RMSEmADUVFR+OTnz5/v7+8/b948GAmQlpYGC1hu2bIFZivt6+ubPXv2xYsXzczMZsyYoaOjM7rvBpFIFBUVjY2NZd6JaSQGxh/CH6GRVl5x9r5JvuFZpdVtAID6Flx9C66hFdfQiqtv6X1f2+l9J9PcI3YUnx0pKakFCxZcuXLl3r17aWlpDg4O/Pz8YWFh9+/fv3jxIoIg8GUN/de9vb2fPn2qpKS0a9euJ0+ehIeHW1lZwcTTIiIiMC01s0ampKRER0e/ePEiNDSUj48vJSUFALBv3z5eXt7Lly9HRkb6+fktWLAgNjaWRCJpa2ufP38+JSUlKSlJTU3N398fACAsLDysRkZEREwawrZt24a2LCkpQRBk4sSJXJ/Q1dU1MzNTUVG5f/9+aGioqKgoDIOztbUVEBAIDg6+f/8+TB9KoVAiIiKePn0aFxdnYGAgJydHp9N7enqGaiSDwdi1a9f27dufPHkSERFhZWXV3Nzs5uYGM6d0dXXJycktWrQoKioqPz9fVlYWrWKYmZmJRss9evToyZMnMTExZ86cWbhwIczE7evriyCIn5/fixcvgoKC2NjYBgcHy8rKhIWFXVxcoqKinJycVqxY8f79exKJxMHBoaKiAj/CypUrYXHpkbh58+bQMHxMIzEw/hD+FI109H95wj3mxqO83HdNpVVtpVVtJVVtxZWt5R87AAC575oD7mfDcvDDauTq1au1tbXhOplMXrFiBTqCIRAI6FxreXk5giBwyLh06VJLS0sWDxQymUylUsGQuVYymVxdXR0VFTV16lQoojt37ly3bh164smTJ3fs2JGSkrJgwQI/Pz841FNXVxcSEgIArFy58rvMtebk5JA+8fLlS0FBQbRG8YsXL5YtWwYDyZOTk4deoaOjIy8vz9TUlI2Nraenp7+/f6hG0un05cuXHz9+nNk139HRUVBQEK7r6enJyMjA9bVr1+7duxeuv337Fi1wAQDo7e0tLS319PSEcX4AgIKCAgRBoA9qRETE+PHjGQzG0aNHmT2Pdu3aZWJiQqPR2NnZw8PD4U57e/vZs2eP9Fiys7NlZGSGGpgxjcTA+EP4gzTS0f+lzZUEC89Yy0txcDlxMcbB/yWJTAUAFFW0mLvHjqSRq1atQivqpaenIwiCFhJqbW1FNTIvLw9BkLKyMgAAzAGtqKiooKAwtPIt1MiwsDAAgKenp4yMjIyMzPz588eNGwcDvXfu3KmoqIi2P3/+/PLly52cnBAEmTlzJjc3Nzc39+zZs6GijKSRz58/Fx2CoaHh0JZQI2HPIdevX0cQBDUBwrRn586dQxAERq2h1NbWampqrlu3TlJS8u+//+bk5BxJIwEAGRkZcnJyioqK69evh87Azs7OqEZqaWlJSUnBdWaNhBHl1dXVAwMDxsbGcnJy0tLS/Pz8CILAGdQ3b94gCAILNt29exdWIhQSEmLWLV1d3eXLl9PpdA4OjqioKLjT0dFx1qxZQx8IfCaKiorDmlQxjcTA+EP4gzQSVumz901C8wnY+SSev5FGplABANkljSc9RtNItDJ7WVkZDw9PSUkJ3Ozs7GTRSJjxCwBAp9MrKiq8vLx4eHjQnRCokY8ePXr79i03N3d2djYccaKJx1RVVTds2IC2t7S0NDU1DQoKWrFiBRyJMjOSPfLt27fHhuDj4zO0JdRI5rIMSUlJfHx8qHdrcnLyggUL4uPjZ82aBRO7oKirq2/btg1a9ZKTkxEE6e7uHkkjIe/fv/fx8ZkxY0Zzc7OHhweqkbt375aWlobrEhISWlpacD03Nxe6FLm7uy9fvhwaJpuamtAaT2lpaegIPjw8HI4jtbW10dE/AEBTU1NPT49Go3FwcMAyhAAABweHf/75Z9gHoqmpyeLOioJpJAbGH8IfoZGWl+JOeyeU1bR39RKL3reau/8n/9yJiy/+fxz5vnWUcaSoqKiOjg66efDgwS1btmRmZr569QraI+FIEb7KYfT9lStX4uLiiouLb926xcfHB4c4GzZs8PPzAwAQCAR2dvaHDx/m5uZOnTo1Njb27du3t2/fHjduHJxr1dDQWLRoUXJy8tu3b0NDQ5csWZKcnEyhUERERPbv35+ZmZmbm/v48WNYEWL58uWjZIseC3Cukln8BgcHd+7cuXfv3qysrOTkZBkZGQcHBwDA4cOHFy5cmJycnJWVdfv27djYWB0dHXl5+fz8/OTkZGNjY1QjEQSBtZaYr+nt7R0bG1tUVHTnzh1eXt62trYLFy6g8ZHHjx/n5+fPyMiorKy8cOHCkiVL0tPTX758eeTIEQRB2tvbPTw85s6dm5OT8+bNm/Pnz6NzrYWFhezs7MHBwTk5OTdu3GBnZ6dSqbm5uUuWLAkKCnr79m1gYODSpUsLCgooFAqCIDB5NwDAzs4OVWiUwsLC5cuXX7hwoaSk5O0nmAtojFEjCytavELfBERmf3bxu/c26EEukYzlCsbA+LX4UzTSzicxMr6kqb0PAJBd2phT2pjzrim7pLGwogUAUPS+NTg6bxR7pISEBDrXCgCora3dtWvXxIkT5eTkvL29OTg4oHkyLy9v3Lhx0GxmbW0tIiKCIIi4uDiaT2DGjBmwEh6BQODi4rpz5w4A4Pz58zw8PHPnzoU5pi9cuAAA0NbWnjt37vbt2xEEWblyJWwJACgoKDh48OD8+fMRBFm3bh3ULVFRUWNj42/5OygsLBw3bhxLeb/a2lptbW12dnYeHh5ra2sYKdHW1mZubs7Nzc3GxqasrPzs2bO2trbt27ePHz9+586dzs7OnJycUCPZ2dmfP3/OfEE6nW5nZwd9UEVFReFgzsXFBbUItrW1bd68GUEQV1dXAoGwd+9eLi6uHTt2uLm5cXBwfPjwob+/38DAgIuLS0pKCj55mKeNwWD4+PggCCInJxcYGDh16lSYHfvhw4fQ2VhaWhomNMDhcOPHj4dFoAAAjo6Oc+fOZXkaoaGhaJUlFPgrBzJGjUzL+2hy7hlMYm59JdHSK9HcI/6kR7y5R7zFpYRTlxPhIZsrCZZe8Q5+L7EcAhgYvxp/hEbCuVbT88/vviiqa+5t78a3d+PbuvDt3YS2LvzHph7f8KzRc9E1NDTArJgodDr948eP0N2xpqYG3pRCoUCbGWzT29tbWVmJxlMCAGpra7u7u+HpNTU1fX19cH9TUxOcq6yvr4cNWlpa2traqFRqZWUlc3gfpL29vbKyEv2k9fX13xjyz9JzZmpqalDPHZTGxkbm9lQq9cOHD4ODgwwGo7q6mkaj0en06urqYcvBw8eCfqju7m6YOxRCIpEqKyvR6Mna2lo4C818u9raWijY1dXVzMGjVVVVXV1deDy+pqYGtaTi8fjKykq0JzQaraamBq0vwXJ3SH9/f3V1dSUTVVVVzO5XX5yLzjfZ2S/WI+jFtciXwQ/TrkelXL4Vf8bvuYNf8n+m/bFcdBgYvyR/kEZCAyT6y515sf9cfCQGBjNfqpGOV1N8gh4kxd9va31dVRnX0pyWl/Mi6MYdl4CkL9LI9PT0vXv3Muea+EYMDAzQIfVQampq3N3dmSeZP3z44O7uDv/F8vPzjx07tn///jt37kALMQDA399fV1dXQ0PDwsKCJRV7UFAQPHTixIlXr159Y6HjmpoaDQ0NDQ2N3bt3GxgYaGlpwc2wsDA7Ozs0nvjfpL6+/sGDB9ra2sbGxpmZmcyH7t+/r6Gh4e3tzfJ2IpFI7u7u8GcxM15eXg0NDSPdqLa2FgYQM3tce3t76+joaHyCJRk9hEajBQYGamhohIaGDk1onJ+ff+TIERwOB3uroaGxf/9+AwOD3bt3w00YfAUAKC4uvnr1Knpib28vvOzFixebmppYLkun0wsKCnx9fTU0NC5cuDD0BzcA4ObNm8OWxUYhEAhmZmaPHj1iubKdnd0oGT2/C7+/RhZWtJice2blFWflFWd1aYTFK87KK87yUqyFZ2xzB1YbC+MzfFFtLHu/lNfZsZ2dNRQKqbu7g5+f99mzR4OD5K6u1pi44AvB8XZ+r0bRyK6urujoaDgOTkxMVFJSGpp36atRU1O7devWSEf7+vo0NTWZ60ydOHHi7NmzDAYjOjpaTExMSUlJQUFh48aNJ06cgA2kpaU5OTnl5eWVlZVFRETU1dXRZEZKSkrjx4+Hh8TExLZt29bT0zNK34qKihITE0c6+v79e3l5eXl5eRkZGQRB5s6dCzevXbtmbGw8rGPaj8bIyGjDhg0KCgpKSkpLliyBkV00Gs3IyGjp0qXy8vLi4uLq6upwQqK9vT0iIgJWN0PnqPr6+iIiIk6cOMHiZM5MVlbW/Pnz169fr6Cg8M8//6A+82JiYpMnT5b/xMOHD1lOJBAIGhoaYmJi8vLyy5cvNzExYT6al5cHbUM1NTU3b96EF4E2nbVr18LNd+/elZSU3LlzR0xMbPXq1fDE9vZ26IQP20hJSaFFWiBNTU2ysrKbN2+Wl5dfv369tLQ0GsQFCQkJmTBhAgySHpauri59fX0EQZh1lEAgWFpaIgiC1jr9Qfz+GonDk4sqW0ur28ewtJVWtZGxnJkYn2OMGvm6oP6Ux7PLAeEtrR8AoAAAenp6EQSJioL2aVpX50cvn6BT5+7Y+70aSSOhs/Sw5Uf+BYqLi6WkpKAb2r179zZu3EgkEnE4nJCQECw2CQAYGBhARw9r1qxB69W8f/9eTEwMTeOnqKiorq4O12tqatasWWNmZjbKrU1MTEYJXWWGi4trlNHwv8bHjx/Rny/BwcHTp0/v6ekpLy+fO3culI2enp61a9fCwVB6ejoHB8e4ceP++usvdBxZWVnJwcHBzs4OI52GvYuWltbBgwfhuqen544dO6ANQlRUdPQg6WfPngkJCUHf78rKytWrV2dnZ6M9P3r06KVLl9jZ2ZnHpk+fPh0/fjzzRc6cOQPt9Js2bYJ7NDQ0lJSU4KiUTqerqanBJJooJBLpw4cPcJ3BYGzevHnz5s3o0djYWAsLi6NHjw7rXg4AoFKpjo6Onp6e8+bNg84ckEuXLrm5uTF7v/8gfjeNNDAw+JZk1hgYY+HatWtwNg/+7Y3ss1Pv6PMsKT6S/OnV2dPTw87O/ujR/5dDSYiN8Ai4a+OdMpJGwphUFxeX0NDQ0tLSu3fvMhgMPB5/8+bNnp6e4uLikJCQ+vp6AAAej4+MjIyJiUFNpwwG4+nTp/7+/rAwJOT58+fQGRgAEBkZCYtKvnz5MikpaWBgIDo6Oj4+nvmfyMHBwdjYuLOzU0lJCYa0NjQ0TJo0adjc/dLS0vv370c337x5IykpCd/LSkpKO3bsQA/l5+dLSEjU19dTqdScnJyAgICrV6+iwtDZ2bl+/Xo+Pj5/f394UyKRePfu3aCgoLq6OuY7EolETk5O5tHww4cP3759CwB4/fp1bGzswMBAVFQU6j5WXFx848aNqqoqtH19fb2/v/+DBw9QK/W3k5mZycXFhcPhwsLC0F8GAAArKys45oYpiMPCwsaNG4cGHNPpdBwOBwOo0IlNZggEgry8PPr1ffjwQVJSEk50i4qKju7cbm9vzzx23L9/P6zE2dDQcOLEidzcXBhMxTwKhOk4mNMaUygUHA63f/9+SUlJuEdTU5NZ84yMjA4fPgwAqK2tvXXr1lAXh2PHjqEVjRISEk6ePInH4729vfn4+ODO169fo/7wAwMD7u7u165dAwAsWrQITYkVEBAA034pKCjs2bNnlE/97fxWGonH47dv356WlpaD8Z3Izc3Nzc392b345TA2Ng4ODgaf08hXOXXngmJbmtNotP/MbfT09Iwbxx4RcYdO/4+M4fsKoxNenvRMHEkjJSUlEQSZMmWKsLAwDDSi0+m1tbUIgujq6q5fv56Hh0dcXPzevXvwxzgvLy+ckmpra9PS0lq8ePFff/0lKiqKjrT4+PiUlJTgOhcXl7W1NQBg27ZtM2bMMDU1nT9//syZMx0dHdEOkEgkIyOjXbt2eXh4wD00Gk1fX3/ZsmUxMTEsZjMWjaRQKMuWLYMix6KRdDpdVFT0xYsXlZWVa9eu/fvvv//6668VK1ZER0cDAEpLSydMmDBu3Lhp06Zpa2tXVlZu3bp19uzZPDw80tLSzJZO4hCN5OXlha9pHR0dLi6u48ePz507d+bMmRYWFqGhoXJycjw8PEJCQjk5OQCAyMhIOTm5v/76a968eXv27Glubh76Fdja2q4aAjqMHhZ/f3+Y40lHRwcdcgEAnJycli9fjm4+efKEjY2NJSlHfn7+SBr54cOHSZMmoTFaOBxu2rRpsAytmJjYhAkTJCUlz549i2Y4YWbNmjXM3u/79+/fvn07DoczNzeHA8qWlhYEQVDTMhhOIyF6enoSEhJwvbOzc9++fXv27ElKSoqNjXVzc4PP8NatW8POf2hoaAQEBAAAMjMzT5w4AUfeV65cERAQgA02bdo0Y8YMAACVSvX29kYNnwsWLIDJrm/fvg0D5AAA8vLyzFF5P4LfRyNJJNLAwICnp6c5xvfDysrK0tLyZ/fil+PEiROFhYVUKhX+7Y2ikW7XY+vrXlGp/6+RbGzsTk5Hurr+Y5Lp7sy9H5NocWlEjYTpEd6/f0+lUmEKITqdXl9fDyNkurq6KBSKgoKCgIBATk4OhUJJSkri5uauqqo6efKks7MzHFNmZGSsWrUKTnlduXLl7t278OKCgoKwGPjevXtnz56dk5NDJpMfP37Mzc3N/I6+ffs2y9uzs7Pz6NGjUlJS06ZN09PTQ41nLBoJAJg2bRocr7BoJACAj4/PycmJTqej/jsWFhYrV65kMBgMBsPY2FhISAg+ZFVVVTRxY1hY2Pr161FHZeIQjVy8eDGcxTUyMuLm5s7IyCCTyRkZGQiCnD59urOzc2BgQFVVde/evdCoCUOe6HS6oaHh8ePHh34Ft27dMh0CLGMwLB8/flRUVIQZoFRUVJiL3Dk7OzMb3h4+fDhUI2HmRfT5R0dHu7q6urq6nj179vnz58xxzAQCgY2NDabrCgwMNDY21tfXX7du3c6dOwcHB2tra10/kZiYKCIiwpxja+/evUpKSmfOnFm1atWFCxdcXV1NTU0RBDl27Bha83wkjdTR0UE1Et56165d+/fv5+TkRK3XxcXFFhYWxP+2fIWGhu7atau3t5dKpUpISKirq1+8eNHV1XXjxo1TpkxxdXWFZlr4B5OQkDBnzhwbGxs3NzdXV9e///5bUVHRzs5uzpw5ZmZm58+fd3V1nTNnzooVK5gdiL47v49GEonEYSMNML6FiIiI3Nzcn92LXxEqlQqrdxE/P45MR8eRJBLh7NljCxcKGBjsxeEqAABEfHF0QvJJz4SRNBLmc4cBKqhG1tXVMU+L6erqovNXXV1d8L0pJSU1b968pUuXLlmyZOnSpQiCoFG2KKhG7tq1Cx1cQgF+9eoV3KTT6SdPnpSRkbly5QrL6Z2dnSkpKQcOHFi7di0cu7Bo5ODgoJCQELTAsWgkg8EQERGBap2Wlubu7n7w4EEBAQF+fn5o3DIzM1u6dCkAoLS0lJeXV0hIaMmSJUuWLJk3bx7zZyeOrJH6+vroq7y3txdBkKSkJLgJxTg4OHjatGkrVqyAj+ivv/7i4+Mbaqzp7u5uGsJIhdV6enpUVVXRZ6WpqamsrIwedXJyWrRoEbo5Fo08evQoPz8/Pz+/oKBgaGjo33//zTyOnDx5Mks5946Ojjlz5iQlJWVlZfF/wtnZWVlZmWUcqa6uDvsDHzsPDw+CINzc3HBuE4xNI6OjozU1NeFDe/78uYyMzEiV1VNSUuTk5OCYlUQirV27dt68ebB7U6dOHTduHD8/P7R8Q2JjYxcvXjx79mzYhp2dffLkyQICAosXL/7nn3/gzgkTJnBycsrJyQ17x+/Cb6WRGN8XKpWakJBw+vRpCoVCJpN/dnd+XUbSyNS8eie/5+mp0WTyf+yRdDq1vr7QxERr9eoFxsYHAACZr594B0daeyePpJEwFS0cw7FoJBypAAAOHDiA5rltamri4uLy9fXl4uIyMDCwsrKysLCwsrI6e/YsS0JEwKSRampq8vLycGdNTQ2CIOh8ppeX16FDh6qrqxUUFIZNzjcwMDB16lSYEYJFI/Pz89esWTOsPbKiogIq640bN0RFRY8cOWJjY6OsrCwgIAA10tTUFGrkkydPEASxtLS0tLS0sLCwtrZmnk4kjqyRhw4dEhMTgzthLXQ46wsAMDMzk5WVNTIyEhAQsLOzs7CwsLCwsLe3h9OALOzZswcZAkxxxUJHR8e+fftgGhAIjHlAN+3s7Jj/Tsaikcz09/dLS0uj33tjY+Pq1auHesDy8vLCaUlmrKysTE1N0U0dHR2Y9hKloqKCJdnWWDRy69atzBkfzczM0J9rzLx+/Xrjxo0jJXdkTrY1EvPmzYN2AWZkZWUxv9ahYBr57wEAMDc3f/v2LY1G+9l9+XUZ2a+14ZTHU99rYe3tjYDx/ykIGhsLbWwMFdZv6O9r9/ELtDp7axS/Vli4G9p4YCraz2okOzt7TEzM1q1bvb29mS8Ftae4uBj1WPmsRtbU1KxevRoO2vz9/bdu3Uqj0To7Ox8+fIjmDa6srJw1a1ZGRgYAQEpKCs1s3N3draioiL6XFRQUULXo7e3dsmULnPoTEBDw9PSE+728vP766y/YTwMDgwULFgAA+vr6hISEWOJA0PA+4tdqpLi4eFxc3LJly9BUHpCh48iGhoaSIQy1tDU1NR05coRlsJ6VlSUkJAR/4tBoNBkZmcDAQPRoYmIiGxsby3Xev38/iifz7t27zc3N4fqNGzekpKSIRGJ/fz/x06xmRUXFokWLWAI0AQBRUVFiYmLQL6mjo0NYWJil1gIsWwR9uCAjaaShoSGaV9na2lpWVhb9OlRVVQ8dOgQA6OrqysjIgPsTExO1tLRYQj6YOX/+PKqR1dXVLBmhIZ/VyNzcXOi8RqfTMzMzYUQNhULJyMiAX3FfXx+ceB+pG8OCaSTGaAAAXr9+bW5uTqfTf3Zffl1Gj4908E/OKYjD99fT6XQGg85g/Mf2RqUSXybfuBgca+eXMkp8ZGNj49KlS5WUlGxsbGCZTJjjCc3nDgBQU1NbtmwZXG9oaIAKl5aWNmPGjP379+vo6Ojp6amoqMDM+/Pnz0driE6ePBnGZqioqIiLi8OdVVVVMBEulUo1NDREhZZGo2lrawcFBbW1tS1cuHDr1q16enq6urqSkpLW1tbwbSgtLc3Hx6ejo6Ovry8tLS0nJ4dmgFJSUpo+fTo8JCsrKyUlBceCx48fX7lypb6+vrm5uaysLBcXF7xUZGTk33//raWldePGjYCAAG5ubj09PR0dHV1d3Q0bNqCDJ1icjjmIc+bMmQYGBgCAffv2QZUFnxxS0GlAAwMDQUFBOp2+e/fuFStWGBgY6Ojo7Nu3b//+/UOD68fIzp07p02bZmhoCPupo6Pj6elJoVA0NDTExcV1dHRUVFQkJCTgqPr9+/c6OjowuHPPnj3Q2bW9vc5kN/EAACAASURBVB02QxBkx44dMKKf5S5xcXF8fHza2tq6urp8fHwwEjQqKmrDhg3wvqtWrbK0tByaoqGnpwdGKOro6Kxdu1ZZWZnFj7e4uBgWyEP3QDs082+IR48e6ejowElOHR2da9eutbS0rF27dtOmTTo6Ojt37pSXl4c/CO7cuYMgCIFA6Ovr4+LiEhcXNzQ01PkEOpMPcXR05OTkhOu7du0aNg5k+vTpzONgiIiIyPbt2+H6hAkT4GOEfxLQSAl/8MEfWCkpKQhTib0xgmkkxmiQSCQKhWJpaQkrP//s7vyifDbPztmg5Ouhj9JTHvd0ZXe0ZfXj8jJfR1/0uOx2Pd7p6ufz7BQVFcnIyFhaWsbHx6upqTEYjPb29s2bN6M64eHhgUbxd3V1bd68GY4GSkpKXFxcJCQkDhw4EB0dDV+4ZmZm0G8eAKCtrQ0tgq6urmiAdktLy+bNm6uqqhobG62trYlMbhdFRUW2trYUCqW2ttbb23vDhg3r1q27f/8++kZ2cXFRVFSUkJDQ1NSMiopiTndw4cIFJSUlCQkJNTW1e/fuoS9oPB5/8eLF9evXR0RE3Lt3b8+ePejVQkJCJCQkYJjN69f/x955xzV17/8/1va23tultlpbvVpqa/UqWkWtq9SNAxfWujcOprJkhiF7j7A3smWLIrKnyB4iI8ywwkog4yQn6/P74/PjfFPAUcWyzvORP5KTc04+Jzk5r/Oenxw1NTUpKSklJaVHjx5h1gCXyz106JC4lXnlyhUYUXNwcMCqHeh0uoyMDFYR6O7uDnNf+Xx+dHT0qVOnpKSkzM3NsRXeAi0tLXiAGPCaLhAIHB0dpaSkNDQ0MOuwtLRUSkpq8+bNMjIy69ev37dvHwCgvb1dSkrq119/lZGR2bhx49atW4e5YSElJSWHDh3atm3bo0eP4BIqlern53f06NGNGzcGBQW9rIfR4OAgkUiERzqyE0VLS4uMjIx4XWZGRsbBgwfF1/T09JSSktq+ffuuXbukpKR0dXXhsA0NDaWkpHR0dDAfeE5Ozr59+3g8Xn9/v4yMzLZt28S/mWEdc8LDwzEXva2t7bD+BpALFy6MbKmjpqaGebbPnj0LE7u4XK6srCw8JahU6t69e2Fa1vPnz/fu3Ttq6vIrwDUS5zUIBIK8vDwNDQ2BQIAgyHgPZyLyWo3UcUozdHrg4BsfGJcaEJNyLz7N0S/ujkWwnnOaASkN79eKgzNhwTUS5zUgCCIUCrW0tPLy8ng83ngPZyLyMo3MLm5WtkjUcXyi4/RE2zFFwz7ltnXybZsnt62TNexTdZzTdRyfwIeWfTLRNQ3XSByciQaukTivBwCQkJAAA+ZYwQMOxss0srCqzcg9zdo/57UPC99sh6A8FoLPH4mDM7HANRLn9fD5/MrKSg0Nja6uLhRFx3s4E46XaaRQKOLxBW/8eKd5MHBwcN4HuEbivB7YnMHU1BTWwI33cCYcKIo2Nze/uqM0Dg7OZOTmzZttbW24RuK8Bi6X29HRcfHiRS6Xi2fuDANF0a6uLmlpaWOcv4+tra29vb29vb2dnZ2Jicl4DwcH5y/s2LGjt7cX10ic1wNT2GH6NR6VFAfeNOTl5cXhjODBEImJiZmZmVliZGdnZ2RkaGlpqaio6Ovr37lzJyoqKj4+fryHjIPzfzx9+hRBkMllGOAaOT7w+fy6ujolJSUqlYpHJUfyjzl/JhdMJnNgYIDFYnV1dVlYWBgbGxsNAft0Ozg46Ojo/Oc//8Ea9ODgTCjG+9Lyt8E1cnyAUUkrKytYMz7ew8GZ6HA4HBaLpaWldenSpStXrty8eTM5OTk7Ozt9iPz8/JKSkpCQECKReO7cuczMTJFINN6jxsGZ9OAaOW7ACXfgxN/jPRacyQEyBIfDga1QsYaoVVVVysrKiYmJXl5eISEhAPfh4+CMBbhGjhtcLpdKpd6+fbu+vh7vJ4DzJiBiwJcAABqN5uLiYmJiUlZW1tvbe+3atY6ODvyMwsEZE3CNHE8AAKGhoWZmZvhMIDh/F2hB+vv7X7582dXVtb+/XyAQKCoqvnjxQiAQ4EYkDs6YgGvkeIIgCI/Hk5eXJ5PJ+I0/zhsC/7SVlZVaWlpubm5tbW3wz5uYmEgkEvF/MQ7OGIJr5DgDAIiNjTU2NsYDSDivBTpXEQTR0tJSVla+f/++UCiEc08WFBQoKiqy2ezJVXyGgzPBwTVynOFyuX19fcrKytXV1Xw+f7yHgzNx4fP5KIpGRkYqKio+fPgQztbLZrMRBOHz+Xfv3n3w4AF+p4WDM7bgGjnOwCKQkJAQKysrHo83uaprcf4ZoPlIJpPPnz9vampaUFAAAOBwOOyh88fBwQHO8jjeI8XBmWrgGjn+IAgiEAguXLjQ1taGRyVxxIESyOPxzM3NNTQ0qqqqYKoOZizyeLyGhoZbt241NzfjfggcnDEH18jxB04qqaurm5OTg/cTwIGwWCwejwcAyMzMNDIycnd37+joGNYWAJqS586dq66uxr2sODjvA1wjJwQikaioqEhBQQHXSBz2kHO1qanp9u3bampqjx49AgDw+fxhKoggCJPJjIuLYw/1ucXBwRlbcI2cECAIgqKotrY2vBqO93BwxhMoh8HBwQYGBo8fP4bW5KvXxwUSB+c9gWvkREEgEBQVFampqaEoil/ypiGYczU5Ofnq1at3796tr6/HcnNwcHDGBVwjJxAAAB0dnfT0dNzjOt2AztX29nZTU1NLS8va2loAAN4uBwdn3ME1cgIBAHj69KmKigo+9/L0AWauikSinJwcIpHo5eXFYrHwKTtwcCYIuEZOLIRCoZaW1uPHj/HfYjqAoigAICcn586dO0pKSs+fP4fOVdx8xMGZIOAaObEAANja2gYHB+OWxJQHAECj0YKCggwMDJKSkkbNXMXBwRlfcI2cWHA4nL6+vkuXLjGZTDxZY0oCXakAAB8fH2VlZX19fSaTif/1cHAmJrhGTjhEIpG7u7urqyteFT714HA4AIDKykorKytra2tY+4/fDOHgTFhwjZxw8Pn8pqYmRUVFCoWCdxebSgAABgcHdXV1lZWV/f39YaoOfhuEgzORwTVywgETHe3t7eFldLyHgzMGwMLHhw8f6uvrBwcHDwwM4L8sDs6kANfIiQiKoj09PRcuXGAwGHgRyOSFxWLBP1h3d3dAQICqqmp+fj4AAEXR8R4aDg7OG4Fr5ARFKBR6enrCqOR4jwXnbYBtARgMhq+vr7y8vIuLC/yL4c5VHJxJBK6RExQAQFRU1N27d/l8Pm5KTi5YLJZQKAQAVFdXW1hYWFhYdHZ24rk5ODiTEVwjJygIgvB4vGvXrlVVVeGt6SYRMHO1trbW2Nj4ypUr6enpAAB8WlAcnEkKrpETF5FIlJSUpKenhzvoJgtQC2FuTmhoqFAoxHtB4OBManCNnLhwOBwGg6GqqlpRUYEXgUxkWCwWn88HANDpdCsrK2VlZQqFAvApq3BwJj+4Rk5oAAAxMTEmJiY8Hg+/4E5MEAQRiUQUCsXPz+/s2bOw1y6Korjpj4MzBcA1cqIDAJCXl6+pqcFNyYkGrGQVCoUVFRVqamrW1tY0Gg0PHuPgTCVwjZzoiESi1NRUGJUc77Hg/B/wn5Ofn29sbHzhwoXm5mY8cxUHZ+qBa+RERyAQVFdXy8vL4wbKBAErfExISFBUVIyNjeXxeLiVj4MzJcE1cqIDi0CMjIxiY2PxH2jcEQgEfD4/IiJCUVFRV1cXVnrgoWIcnKkKrpGTAD6fX1lZqaKiwmKxcG/eOCISidra2lxdXbW1teF8yFwud7wHhYOD8x7BNXJyAAAwMDB49OgRXm/3z4MgCOybk5ube+bMmeDgYAAA/kPg4EwHcI2cHIhEovLy8hs3bnC5XNyz90/C5XL5fH5paamqqqquri6dTsedqzg40wdcI9lsNhtBEBRFeTwepkDw5TDEp2vgcDgoir5WseAVls/nv6OPFJao6+npPXjwAPY2g6N99VYcDufNu6DBI3qXQU4xUBSFpR1+fn7Xrl3Lyspis9k8Hg8vfMTBmT7gGvn/taGnp4dCoQwMDEDZ6+zspFAobW1t7e3t7e3tbW1tFAqlo6ODxWLBJBoWi9XZ2dnb2wuVctQ9oyhKoVACAwPd3d0pFMrbNe3kcDg0Gs3Pz6+5ubmhoUFZWbmpqamjo6OtrY1Go/F4vJepL5/Pr6ur8/f3p9For1BoqPEIgvT19bW3t7/FCKckAoGATqfHxMRcvHgRTuQpFArxYDAOznRjumskh8NhMpkpKSk2NjYGBgbu7u6PHz/mcrlubm537twxMDAwMjIyMjIyMDDQ1dW1tbVlMpkCgaCkpMTPz8/U1NTe3j42NpZKpY7UPw6H09fX5+vre+/evejo6JaWlrfTSC6X29PTo6OjU15eDgDYtWuXurq6oaGhgYEBiUTKzc1lD+ncMIRCYWlpqa6ubm9v78tUHEEQ+JZIJEpLS7O0tEQQZJo7EmH0sb29nUgk6urqtrS0CAQCXB1xcKYn01ojoYs1LS3Nx8enurq6qamprKwsMzOTyWRSKJT6+vq2tjY/Pz8XF5fW1lYymdzc3Mzj8fLz8+3t7XNzc5uamqqrq8PCwjw8PKBByWazsYupQCDIz8/39vaGblIoRaMqEDKE+EsOhwOXcLnc3t5eIyOjyspKAEB2draurm5RURGFQiksLHR2di4vL8fUV3xDoVBYXl5ubGzc19cHjWPxd+EIa2pqPD09BwcH+Xx+T09Pc3Oz+KjEV8YObdhopxJYbk5QUNCpU6cKCgpgV7kpebA4ODhvwrTWSGhE2tjYPHv2DAAAA4dQ6mBVOAAgMjLS29sbvisQCBgMhqura25uLgBAIBAIhUImk+nm5paZmSkQCNhsNhasEolEERERHh4efD4f1mxAJYOuWgRBMLct1B7MZwsHAKewh4hrJJVKNTQ0pNFo8PcKDg4OCQmB7QXgrrANh2mk+G7hc6FQWFxcrK+v39/fz+FwuFwuprVwMCwWS9yTLL4tiqJTybRisVgw3lxQUKCoqOjt7c3hcOAPioODM52Z1hoJ7SF/f//79+9zOByhUDgsvCcSicLDw728vODlks/nv3jxwt3dnU6nY8ohFArz8vICAgJQFO3u7razs2tsbBSJRA0NDYaGhsbGxkZGRnFxcSiKZmRk2NjYkEikoqIizEorLi4OCAiwt7ePjo5ubGwcGBiIjY21tbU1NTWNiorq6Ojg8/niGtnS0qKnp/fkyROBQAAACAsLi4+PFwgEPB7vxYsXPj4+ZmZmUVFRVCoVAAA1kkajMRiMBw8eODg43L17Nzw8HAZHGQyGo6Ojvr6+qampr69vTk6Ot7c3giB8Pp9MJgcGBpqZmcXExHR1dQmFwq6uLmdn55KSksTERHt7+5SUFAaDMYYyyeFwxM1WzksQ/+2GmbniQDkXiURvYgLC/wCDwdDV1VVSUsrNzRXPzxr2uX/3oDCbHk/2wcGZjExrjWSz2SiKNjc329vbe3l5RUZGVlVVwcsrfHeYRsLWqVZWVuJXZ6FQWFJSQiQSGQwGlUo1MDCor68XCoU0Gs3Nzc3Ozi47O7u6ujoxMdHLyysrKys1NdXFxSUvLw8AkJ6ebmVllZKSkpWVFRsbW1BQwGQys7Ozc3Nznz17du/evaCgIC6X29/fj2kkhUJRV1ffs2cPgiANDQ0kEqm+vh5Whty7dy83N7e4uPjhw4dhYWFsNruyshLTyJycnJycnGfPnoWGhvr4+DCZTBRF4+PjDQ0NU1JSKioqnjx5Ym5uzuPxmpqaXFxcEhIS8vLywsLCfH19BwYGurq69PT0goODMzIyMjIy7Ozs8vPzx2TqYGhhM5nMwcFBLLd2cHBwYGBgYGBgcHBQ/DncBOb0wpej5gzzeLzGxsa4uDi4z1d8ulAo7O3tDQkJOX/+fGZmpkgkEi/tQBCEyWQymcy3c7cODAzA0yk5Obm0tBTvV4eDM+mY7hrJZrOh/Zefnx8UFOTk5BQdHc1gMOA1caRGpqSkjKqRFhYWAwMDCIJ0d3czGAw2mw0AiI2N9fLyAgC0t7fb2dm1tbXBL7mkpMTNza2lpQVGE2FBOrQzYL0Bi8Wi0WgpKSnGxsb9/f10Oh3TyNbWViKRePv2bUtLS1tb28LCQui5DQoKiomJqa+vr6urKy8vt7CwqKmpqampMTY27u3thX5jNptNp9Ozs7OJRCIcTFVVlYmJCWyolp6ebm1tjaJoeHh4TEwMHCqXy/X09MzJyenr6yMSiS9evIDLIyIiPD093/2iDwUsNzfX0dHR1NQ0JCSkqKiIzWY7OzsbGRndvXvX2traysrq7t27RCLR09MT1tK8ePEiPDzcysrK29s7NzeXyWQOS0oSiUSFhYU6Ojr9/f0vy1eC30ldXd3FixetrKxqa2uHFT7CuxMSiRQUFMQeSoyCXlnoP2cPhTChi1t859BDbmpqWl1dDQCwtLR881aCcDZK7CNwcHDGEVwj2TAUB8ONnZ2d9vb2T58+xURxmK+1srLS1dV1YGAAs06EQmF+fn5wcDD0/mEpHiKR6P79+x4eHgCA/Px8IyMjGJXk8/mtra3Gxsbp6elGRkZ9fX3QcoIJRL29vbGxsZ6eniQSydjY+O7du8M0sqWlxdDQsKCgwMHBwczMbGBgAADQ09NjYWFhbGxsYmICtzI0NCwtLa2rq4N25ODg4IMHD7y8vFxdXU1MTAwNDdvb2wEApaWlJiYmMLqZnp5uY2PD4XDMzc3T09OhVAMAYGoujUYjEokNDQ18Pl8kEkVGRrq7u7+jRsJDzsjI8PLyys3NLSoqSklJSU5ORhCkrKysoKCgtLTU3t7e1dW1rKzs6dOncK7p4uJiBweHx48fFxcXZ2VleXh43L9/f1iXPnjjAg9tVI0UiUT19fWGhoY3b95samqC0eVh6/B4vOfPn9vY2Dg5OVEoFPgz8fn87Ozs5ORkaMv29fWFhYWNLOxBEGRwcPDZs2fd3d18Pt/R0TExMfEN/188Hi89PT09Pf0fszsRHJxpyZv8O6a7RjKZzIGBAZiqAw0LNze3pKQk2GlsmEZyOBw6nQ4DigAAaE8gCOLj45OSkgKfCwQCZIRGVlVVWVlZ0Wg0GESsq6uzs7OrqKiwsbFpb28XiUSwZYFQKIyKivLz82tra2MwGFVVVYaGhiM1kkgkoiiqo6NjbW19//59Nps9ODhoY2NTWFiIoiiDwWAwGLBGBcYjmUxmUlKSp6dna2vr4OBgXV0dZkeWlJTAFTCN5HK5Hh4ecKJgHo8nEol8fX0fPnzY399PJBLr6+sxjYTpSO/y5cPSTysrq4qKCmhMY9+eQCCAbk9fX9+IiAj4rkgkotPpjo6OOTk5YIiuri4bG5uysjLx7x/TyMHBQZFIhKVisYfO+OTk5CtXriQkJPT398PSDh6PB/uVY2rH4/ESEhJSU1Pj4uKysrLgOQAACAkJcXV1BQAIhcLu7m4tLa36+npoc/P5fJj6BJ/A75DL5To6Oj58+BDLC8OSnLGqEuhCgL4EeNS+vr5YVi3cITyKN/xjvyEsFksgEAgEAhQHZ5oBL7mv/Y9Ma43kcDgDAwNBQUG5ubnt7e09PT0FBQUkEqmlpQVFUfaQRnp6emJGBo/Hy8jIMDU1ffbsWU9PT2tra3x8vJOTU1dXl0Ag6O7u9vf3b21tRVEUaqS7u7tIJGIwGP7+/vHx8VQqFXYVSEhI4PP54eHhHh4ebW1t3d3dlZWVZDI5JCQkICBgYGCgo6MjKSnJyMgIaqShoSGmkQYGBlQqNT8/X0tLKzw8PCkpCQCQlpbm4OBQV1fX29vb2dlZVFTU3t7+/PlzaL9GRUV5eXnRaLTOzs60tDQDAwOokRUVFQYGBjU1NQMDA2lpadbW1nw+v6SkxMXF5cWLF319fU+fPnVxcWlvb+/u7oah1jG0IzkczuDgoKOjY1ZWFlRB9K8aIBQKvb29Q0ND4S0Lj8erqqry8fEZHBzEZEYoFCYlJcXExAiFwra2Nn9//+7ubpFIVFJSYmpq2tTU9OjRo6CgoJqaGniut7S0eHh4XL58GfuluFwunU7PyMggkUjR0dHl5eUwWEuj0by9vSkUSnl5eVBQEMx0bWlpMTU1NTU1dXZ2zszMTEpK0tHRcXJy8vHxqaioCA0NbW1tLSwsdHNzKy0tDQ8Pb2pqEgqFTk5OCQkJtbW1AQEBMA1KIBD09fUFBAQ0NTVBec7NzY2NjRUKhWQy2djY2MLCwtnZOSsrCwabfXx8/P39Kyoq0DGVSYFAEBgYeObMmas4ONOMixcvGhkZvTZ9fVprJLzWZGZment7W1pawohXeXk5OmRziESikJAQd3d37HtEEARF0ZycHBcXFwMDA3t7+5CQEOhq4/F4bW1tampqNTU10AwKDw93dXWFN+ktLS2BgYFGRkZmZmbR0dF9fX3QtRsREWFubm5sbOzm5lZSUtLV1eXl5WVsbBwYGJiYmIjZkfr6+tDYam5u1tXVhRd3bW3tx48fBwYGlpaWslisxMRENzc3IyMja2tr2Jfn+fPnBgYGdDqdSqX6+/sbGxv7+vomJSXp6+tTKBSBQMBkMuPi4rS0tEJCQlJSUiwtLWEaJ8zKMTAwgNd6oVDY0dGhq6tbV1cHNTIsLMzV1fXdnYEoipaUlJibm0dGRmZlZXV2doprwDCNBADEx8e7uLjAECz2G2VlZVlaWvL5/Pr6ejU1NQqFAgAoKysjEolRUVGxsbH37t2D/lISieTu7n7//n0oqw4ODtXV1TweLyIiwsvLKyYmJjIyMigoqKenRyQSVVRUeHt7w4ZK7u7ura2tIpGos7PT1tbWysoqPDy8qKgoKytLV1cX3gAVFxfr6upGR0fD/cD7D3hn4+bm5ubmlpCQEBMT4+Pj4+3tTaPRent779y5U1VVBb0L0dHRdnZ2UOlhsDkiIqK4uDgvLy8oKCghISE+Pt7Pz6+kpGRMUqUgAABNTc3g4ODuqUs/vZ8+SB/vUeBMOEpKSk6dOvVaU3JaaySEz+cPDg42NzfX1tbS6XTxCxCHw2lra2tpaRlWdcDn8/v6+mpqatrb26FqsodCUPX19XQ6HUEQDofT3t7e0tKCDDWAZTKZ9fX1zc3NMALKZrNhIWNzc3NdXR1WpEij0chkMkxGra+vZzKZLBarvr4erjAwMFBfXw/DkFBEu7u7KRQKdPH19fXV1dW1tLTA1JK+vj64BxRFBwYGyGRyX18fHMbg4CCCIFwul8lk1tbWUqnU7u7uxsZG9lBzvs7Ozpqamv7+flgP84pDexfgGGpra+Pj4x0dHaHlJF5XM0wjo6OjnZ2doVsVrgM10traGvv+BwcHoa8VC7sCAPz9/ZWVlV1cXJqbm6HPk8FguLi4xMbGDg4OmpiYVFVVwTXhF87j8eLj4zMzM+FC6G7l8XgAgKioKB8fH7gcpjLBiGZjY6O+vn5dXR30EtNoNENDQziFlpOTU1RUFFzO4XC8vLyys7OhC726uhpqJCb/AIDg4GA4uwiVSiWRSNXV1b29vTQaLS0tzdXVdQyrbgAA+vr6qampYOrC7Gf2tfWO9yhwJhxdXV3y8vK4HflGYOGoYfkdWJRo5CZcLhcaiOI6IR6PHLktTNgRt4HYQy0FsBgVe6gNOpfLFS9jh4Er2HYA+wgAwI0bN6Clwh7SG/gR8Boqvgf46bDhDrYHbB2o1uJ2IYqi4l/Iqw/tXYBfPvxaKioqbG1tobXKHqGRQqEwKyvL09NTPK9YJBKlp6eHhoZi3xh0wBYXF5uZmaEo2tTUpK+vr66uDtvBd3R0REZG+vn52djYaGpqRkdHC4XCx48fk0ikyMjItLQ0Op3O5/PpdLqDg4Ovr29ycnJycjKJRPLz84MJwFiIGkXRrq4uIpFYU1MDACCTyUQisaurC37PsKoVaqSjo+OjR4/gzwQAgB71wcHBUTVSJBIFBgYGBgYCAAoLC/X09GA3RCKRaGBgYGJi0t3djY5R93kAgL6+fnJy8j98efon8dD0uCWtOt6jwJlwtLW14Ro5xREKhZmZmZqamgCASVonIN5sCN4r2NnZwSAce4RGcrncjo4OaAuKRCK4CYfD8fPzg0Ye1DCokZWVlSYmJtbW1teuXXv48KGpqWlqaiqLxXJ1dU1MTHzx4kVXV5e7u3toaCgAANqy2dnZfn5+gYGBHA6nvr7ewsLCxcXFcQg7O7uOjg4AQFhYGGy9xOPxurq6DAwM6urqwJBGtre3wzydYRoJc3bgCENDQ5OSkuh0uoGBQW1tLbQvExMTMY0MCAgICgoCAOTl5VlaWra2tra1tbW2tlIolM7OzjH8rcFU10iHmw4nFv0h980x7f13xnssOBMLXCOnPhwOh8Fg6Onp5ebmTsb6dA6H09vbGx0dXV9fD4tKy8vLXVxcsJypYRoJDeWIiAhHR8eWlhY2m93X15ecnGxnZ9fZ2QmbASUkJEBHdF5e3q1btyIjI6H3kkQiPX78uLu728jIiEwmCwSC3t5eZ2fn8PBwqIgMBgMAUFhYaG5uDktl4uPjsZRjFEWDgoKg6zU8PNzZ2RmqO5VK1dPTKykpgbOsvEwjoa8Vmr+1tbUuLi4NDQ0sFsve3j4zM5PL5VKpVB8fHzc3N8yO9PDw4HA43d3dJBIpPT0duvTpdDr0tI9V2g6YuhrJR/n+RL/T35868Pn+I18dPjRH1vGmQ2dT55vvAeY9wuewldVIoA/g/z6Uz3/FDmEZNLbPMWdsdw5HO1Z7m4DgGjn1gXUCDg4OTk5Ok/G3g2HOyMhIFxcXGxsbc3NzV1dXWMECVxCJRCQSKSAgADs6LpfLYDDu379vZ2dnamoKE0obGxvh1aqurk5PT6+mpsbb21tBQcHU1BTL87aysoqLiwMAJCYmWlpa2tjYJCQkWFtbh4aGMplMPz8/WG/q4OBQEQmgSQAAIABJREFUUFBAp9OdnZ2rqqpg4BP6mbOysry9vWH82MHBQV9fPyUlRSAQPHr0iEgkuri4FBYW6urqtrW1QY3s6em5c+cOzLRycHCwtLT08vIyNTV1cHDIzMyERvDTp08tLCxsbGyio6Pd3NwcHR3hlbeurs7W1tbAwCA3N7e2ttbV1dXZ2dnMzAw2NHhFY4S/C5iiGkmj0h75Ptr90a7Dcw4dXyAn982xY/OPbiNs9dH1aaujvHbzrq4uVVXVL774YtmyZTALLDs7+9NPP/30008///zzxYsXz549G760tbUFAPB4PHd39x07dnzzzTdXr14Vr00Sp7e3d/HixWlpaWN8tEM7/+yzz6BL/x0pKyvT0dFZvnz5nDlzlJSUYLh96oFr5LQARdHq6upbt26Jt5CdREDTsL29vaioKC8vr6urSzzEy+Vyq6qqYNkGtgkMnTY0NGRlZdXW1g4ODkJNBQBwOBwlJaWLFy+6uro2NTWVlJTAlkkIgpSVlTU0NKAoymKxnj9/XlxcPDg4+OLFi5qaGhRF+/v7q6qqsrOzW1tbeTwejUYrLS2l0WjiUVsqlVpeXs5gMPh8fktLS3Z2dnt7O9xhYWFheXl5d3f3s2fP6HQ6tBdhDwEqlYqiaFlZWX19fWNjY3Z2NrSSsSrm+vr64uJiOp0Op52BgWTYSy87O7uzsxPOZFldXZ2Tk0Mmk2Gy1Vh9/2AqaiQX4cY4x2wjbJX75pj44/gCud8J0laXLDks5BWb0+n0o0ePnjx50tXV1cXF5ebNmw8fPuzu7nZ1dXV1dTU1NSUQCAoKCvAlTDO+du3amjVrbG1tSSTS7du3f/jhh6ioqJF77urqIhAI8fHxY3WkIpFIUVHxyZMnAAAEQdzc3GBK2jsSEBBw5coVZ2dnEokkJye3ffv2vr6+d9/tRAPXyGkBNCVNTEygkTTew3kboBdRKBSKRKKROVOwrn9YBA6GMGFzAKiyAICioiIdHZ2goCBY+zGsQBjrKg6NQqFQCJ9gs7LAmhZsbpaRMyrDLC34HH46nBoFrgyTqsS7qCMIgq0jFAphLhX2Edg6fD4fftawAWMfwR7Kt4Lbju10K2AqaqSLqsvhuYeOzjsyTCPlvjl2bN7RY/OPauzWeMXmYWFh8+fPF18i7lBFEIRAIMB50yDx8fHz589vaGjAltjY2Hz//feDg4PD9kylUgkEAuy4NFYQCARHR8cx3CH46/EymUwCgQB9OVMMXCOnC3w+v7a29vr166+YB2MKAwBgMpm3bt26devW/fv3AQCTMTQ7XoApp5HOyk5nl545+MUBuQXDBVLum2NyC44dnnvo+Ldyd0+aDPTQR91DQkLC119/jVUNDaO9vZ1AIEDTDXLjxg0Njb+ILpPJ3LRpE2zu4eLioqKiApePqpHt7e2amppbt251dXWFKV1wDwEBAQcPHrx+/Tp0n+bk5Fy/fn3r1q2nTp0qLCyEq7m6un744YcSEhJbt26NjY09f/489lZ4ePi2bdsuX74MI+IAAD09PSsrq6Kioj///FNLS6u7u/tNvs+BgYFFixalpKS8ycqTC1wjpxFCodDY2Bj2bBvvsfxzwBa7YWFht27devjwIeyoN96DmmSAKaSR3a3UCJvww3MOHfziAIxBjv5YcOzo10d2zdzheotUV1w3cj8cDuf48eMSEhKmpqaxsbEoioq/O0wjRSLRnDlz7Ozshu1k2bJlysrKAICjR4/OmzcPLhypkWQy+ddff92/f7+cnNyWLVtOnz4NI+7S0tKbNm06ceLE8ePH9+3bx2AwgoKCzp8/f/LkyePHjy9duhRqYWBg4EcffbR69Wo5ObnY2FgCgQBb52tpacGFR48eXbVqFYyPbtmy5csvv7x58+bJkyclJSXPnTs3LOFoVKKjo2VlZUfaxFMAXCOnESiK1tfX37hxY1hrb/ZQL6EpBrzdrqqqOnfunLm5OWyfO5XmfP7HAFNII8vSS49/Iwe9qS8VyKHH0XlHDs2WjXaOHnVXTCbTw8Nj375933///e+//15SUoK9NVIjP/nkE3t7+2F7WL58uaqqKgCgpqYGTuEORtPIGzdunDhxAj6n0WirV6+OjY318PBYu3YtNo86g8EQzy/t7+9fsmSJtrY2fDl79mxYiTQ4OEggENLT0+vq6pYuXYqZj7q6ujIyMiKRaNeuXdLS0vCKn52d/cknn5DJ5Fd/pc3Nzdu2bZsap8dIcI2cXgAArKysoqOjh/3kY9vecyIAAGCxWObm5np6enDmKTBpy0PHHTCFNFIkEjH6GWckTst+efC1Arnv3zIvnlbDytRX0Nvbe/Xq1d9++w3zgo7UyI0bN1pYWAwbybZt2+7duzdsbyM18ssvv7SxscFeSktLnzlzZvPmzdevXx+2bUFBwaVLl3bv3j1v3jwCgQA1UigUfvnllzAe2dPTM2PGjIKCAkdHR8xyBQA8efKEQCCgKLp79+4///wTLiwvLycQCLD9yMvo7OyUlZWF7funJLhGTi8AADk5OTdv3gRigiEUCs3MzGpra6dAiA7OqggAyM7ONjY2dnd37+7uFs+RwXkLwBTSSEjz8+bbv9/6nSA9qrv1+AI5mX/vPbHwj5pnNSgHHXUPw0oMnz59+vHHH8P2EWC0eKStre3evXvFNykvL1+2bBmckVQcqJHi5RkSEhLm5ubYy99//11RUXHfvn3DNLKxsXHFihU6OjqJiYnFxcU//PADNFKFQuHnn39OIpEAAL29vTNmzMjPz/fz81u4cCG2bWJi4qxZs3g83q5du+Tk5ODCkpISAoGA2ZojoVKpJ06ccHFxedkKUwBcI6cXPB6PQqGoqalhjdzYbDYA4PLly2VlZa89DyYy0IEMAKipqVFXV799+3ZGRgYAAOapjvfoJjdgymkkAODZo2fEYwY7Ptg+UiB3f7hL8VeFxwGPX7F5bGystrZ2Z2cnAIDNZisrKx84cACLSo7USDKZ/M033ygqKjKZTJFIVFNTs23btmPHjkEjNTo6GpYvg9HsSGtr6y1btsBM7Nzc3J9//rmoqCghIWHhwoV5eXkAAARBSktLY2JiPvzww5aWFgBAS0vL/PnzMY38z3/+QyQSYQONDz744MmTJzQabeXKlSEhISKRaGBg4Pjx41Bxf//99zfUyPr6+iNHjmBNiacquEZOL2ARiLe3t7OzM1ZCAAC4efNmRUXFpNZIAACXyw0ODjY0NHzy5Am8zR/vQU0RwFTUSABAVW6V4iaFI3MPH5v3f7FJ2S8OXll1OdHrwau3zc7O/uWXX9asWTN37lwJCYk9e/aI+yQpFAqBQICdBcU3Wb169cKFC+fNm7du3bqLFy/CDDIAwP79+z/99FP4HNZHfvzxx3Pnzp07d+5XX31VVFSkpKS0bNmyuXPnrly50srKCgAgFAqVlZV//vnnuXPnrlix4sCBA62trVevXl24cOGPP/54+/btjz766Nq1a3CfTk5On3322bfffhsREUEgEKKjowEAwcHBkpKSX331lYSExMGDB1tbWwEAq1ev3r17N9zq2bNnBAIBNrgYCZFIJBAI33333VdffQWHunTp0qmXtoNr5LQD1n5cvHixq6sLJrCAyayRsDgSABAfH3/t2jVTU1N4H43n5owhYIpqJACgv6v/1Pcnj807Kjd/SCO/PFj8pPhNtuVwOJmZmTY2NiEhIfBbwmCxWG5ubnD6VXHYbHZAQICjo2NZWZn48oyMDJhwDgCA87E7ODjYDAE7ICYlJdnY2JSWlopvWFxcbGNjExsbC4s0OBxOREREcHAwgiBRUVHZ2dnYmhEREW5ubp2dnd7e3lgPgcbGRjs7u/DwcOwSHxcXB+dOBwD09PS4ubn19/ePevjPnz8nkUi2trbYOEkkErafKQOukVMfLpcLa+GxJQCA0NBQmEEALctJqpHQudrc3Hz37l0bG5sXL14AAEY2E8B5R8DU1UihQEij9l9fe233x7tkvzx4aLZsY0UDjzuVG5C+BQUFBf4jgH+3KQ+ukVMcPp+fl5cHZxkUCoVQPFAUpVKpioqKdXV10AibdBoJpV0gEGRnZ+vq6sIWqbCnOc6YA6auRkLKMso092icljiVl5A33mOZiOTk5LiNQLyL0BQG18gpDoIgDAbDyclJV1cXzs3EYrGgwPj5+ZFIpMmokbAOLDU1VVtb+8aNG42NjQAAPHP1/QGmukYCAHJic8KswsZ7FDgTDlwjpz5w2qawsLA7d+7AFDUEQTgcTn9///HjxyedRgIAenp6goKCdHV1YeAEz1x934BpoJE4OKPS3t6Oa+TUB0EQAEBDQ4OWlpaDgwPsuz04OKinp5efnw8miUbCc8/Dw0NJSYlIJMI8+/Ee1LQADGmkEAdnmtHa2opr5LQATivR1tYGJymEqpmWlnbnzh0URRUUFCasRrJYLHj+lZeXW1tbW1lZ1dfXA9y5+g8CADA1NfX09Lxx48ZVHJzpxKlTp06cOPHaXAdcI6cCWA+auLi4u3fvwsnelJWVq6qq1NTUJqZGQi3v6enR19dXUlIKDQ0FYslHOP8MAAADA4NHjx4xxGAyGCiHjXKRN3nwuAibzWLg4Ew2ampqrl69ituR0wsAQFJS0smTJ1NSUmpqavT19bW1tcvLyyeaRqIoKhAIHj9+TCQSQ0JC8Ck7xgvoaxXvGgOh9rE6epidvazXPtq7GSwO/51jQzg4/zSdnZ24r3U6IhQKBwYGLCws4uLiLCws1q1b19DQMEE0ksViwVhjX1+fj4+PiooKnFEBRVHcfBwXwGg5O2wOz9g9Xcv+sY7Tk9c+VCwS0581/qPXNhycsQDPa52+8Hg8BEGcnJz27NlDIBA6OjomiEaiKNrX1+fr63vp0iU/Pz8AgEgkwtVxHAEv0UhTz0wdx2QDUqquc4qazaORDy37xwakVH2XlNvWDzOLmv7ZixsOzhiAa+Q7wWKxXjtvzsRnYGDg9OnTvb294z2Q/8PLy8vT0xNGT/9JppUSwzJZ8AZ/Z/ASjTTzytRzfqJp99jEM6P0RUd1Y3dNU29NU09NU09tc29FXdf9J1UqlokGpFQ1m0dvoZEmJiaenp7Yy6KioqNHj2poaAyb0HgYTk5O1tbWL3u3uLj48uXLWKPUV/PgwQMVFZU3H/CosNlsBoMxODiIzZw1hqirq9+/f198yeDgoPhEkn8X9lASwDsiFAoZDIZQbHYUHo8nPl3zyBX+Fvfv39fU1AQAPH/+/NKlS3Q6/R0H/DJwjXwnuFxuYWGhm5ub82TG29vb3t7e3t7excVlvMfi7OLi4ujoSCQSg4OD/8kv1s3NLT8/n8vljvc59c+BomhkZCScg0koFL5iZjTwco3Usn9sE5DzOI8MAOjoYZAp/Y1ttMY2Wn1rn1AkovYx/eNKia6pt63fRiN/+uknWVlZ+Ly4uHjNmjVwroyBgYFXbCUtLb1u3bqXvRsaGkogEHp6et5kAPr6+jNnzvxbYx7J7t27P//8848++mjx4sU3b94c1nD1Hfnss8+UlJTg84KCgsOHD3/00UerV6++fft2e3v7W+xwx44d2HzO7wKTydy/f794DPvWrVsHDx7EZPLJkyf79+9/w5uVkSgpKX3xxRcAgMTERAKB8HYH+ybgGvlOwJ9KU1PT973i93537+PjExgY6Ofn5+Pj834/6Y0JDAz8hz9RT09PXl5+Wp3bKIo+ePBAR0dHSUmpoKCgpqYGAICi6Mg1wcs1UsXyIRRIAIBdYK6KRaKGXZKGXZKieeKzqjaEw+ulsw3d0m5ZvY2vdcOGDadPn4bPr127Bn+g1yIrK7tjx46XvRsVFTVjxgyY1P1azMzMvv766zdZ8xX897//PXDgQGho6L179xQUFNauXfuyTqccDufEiRPijcjfZOd37twBADx//nzDhg36+vqhoaH+/v6Kiorl5eUAgPr6+mPHjsE5vF6Gi4uLhoYGfJ6ampqTk/PmA3gFf/zxB5yiBAAwMDCwZMmSjz76iEqlwiX29vZ//PHHW+/8zp07S5YsAQAkJycTCIRXH+C7gGvkOwEA0NTUfPU83TiTAjKZfPv2bTCdzm3oa+XxeAUFBaqqqsrKytbW1p2dnfBOX1wswcs1UtXqYWJ2HVxCCiu445BsQEo1IKXqk1KN3dNNPDNMPNLf2tf666+/njp1Cj5fuHAh7ML/Wt5EI9/QfBkTjVy4cOHdu3exl1u3blVQUBh1TRRFCQQCLHB6QzCNVFZW3rx588gViouLCQQCnPfqZZw+ffqnn3568w99Q8zNzY8ePQqfP3369ODBgwcPHoSzugIAjh07Jj5x9N9FX19/8eLFANfICQ4AQFNTE05z+p7opvQYyhmCSR/0nOiUlJRMN42EcDgcKIoMBiMoKEhBQUFeXj4uLg76MwUCAYxOvcKOTM5vgEtsAnKUzB8MJewk3bJ+pGGbpOeS8gqNjIqKOnbsWGNjo5GR0erVq6lUal9fn4aGhqSkpKWl5dKlSy9evAgA8Pb2njlz5vz58yUlJePi4qqqqvbs2bN+/XoLCwto/pJIpDNnzsB9YhpZXV2toqIiKSm5YcOGoKAgGKWLior66KOP8vPz1dTUtmzZ4ufnh6UU5ObmysrKrlmzxt7eHsbCX6aRAoGATCbX/ZX6+vpRI+iLFi3S09PDXh44cODw4cMAgLi4uK1bt27dujUkJAS+ZWBgMGPGjP/+97+SkpLR0dFHjhzJzc2NioqSlJQMCwvj8Xi2traSkpJXr16tra2Fm2AaaWZmtnz58pHaf+DAAQKBsGzZMmlp6cLCQh0dHUlJyV9++cXDwwP+suXl5bNnz541a5akpKSJiYmhoaGRkRHcNjs7W1ZWVkpK6t69ezBwmJSUJCsrW1JSoqCgICMjgwneqBQUFGzevBlOrRUYGOju7m5paQlDxTQabfPmzc+ePQMAkMnkGzduwF8cm36yo6NDU1NTUlJST08PTvsFAGCxWE5OTpKSkhoaGocOHfr555/BkEZ2d3cLBAJ7e3tpaWlJSUktLa2RE5O9HbhGvhPgPWtkfUm9/XV7mU/2+hv4dbd2v6dPwQHTWCMhWDOj3t7e5uZmXV3dO3fuODo6Ytfil2mkhl2SR2RhaU0nAKCouj31aUNGYVNGYVNGUVPK0wb/uBI1m6RXaKStrS2BQLh165aiouL169dzc3NXrlx5+PBheXl5VVXVuXPnXr16FQDw8OHDf//732vXrpWXl9fR0VmzZs2NGzeuX79+/PhxFxcXAMDVq1e//PJLuE9MI58+faqioqKgoKCiovLDDz84OzsDAOLi4mbMmCEvL6+kpHTt2jUJCQl7e3sAQHR09N69e9XV1dXU1A4ePAhVzcLCYlSNpFKpn3zyCeGvfPDBB3Du0mEsXLjQwMAAPk9JSVm8eHFeXp6np+eBAwfU1dXV1dV37drl5eUFAPD19f3ggw+2b98uLy8fHx9PIBD++OMPJSUleXn5hw8fXr58Gb518uTJNWvWVFVVATGN7Onp+fXXX9evX6+np5eQkICptZKSEoFAOHHihKamZm5urqqqKvxC/ve//xkbGwMAGhsbf/rpp6+++kpeXj4oKGjr1q379u0DAERFRS1btuzy5cvy8vKrVq3S1dWFIyQQCFeuXFFSUjp+/PjSpUvhTAmj0t/fv2HDBtjt8vz585mZmU+ePDl58iQAoKysbMuWLUwms76+ft26dX/++ae8vPzOnTuPHTuGIEhnZ+fWrVuPHDkiLy9/8ODBnTt39vX1cTicnTt3btq0SV5eXllZWVJSctWqVWBII3t6elAU1dbWVlRUVFJS2rt37/79+8ckSQrXyHcCvE+N7GzssLlqs5WwRe6bY1sJW0LMg3vbJ1Dq6RRjWmkk96+Meikhk8l37txZtWqVvLx8SUmJnp7esB4CWF6rum2SmXdmZy+DzuAwWNxBFneQxaUzOACAxrZ+K7/sV2ikg4PDp59+ikUHNTU1oY0F2bhxo7iv1dLSEgCgpKS0Zs0abB14baJQKFjIY6SvlcViycnJSUlJAQBiY2NnzJjR0PD/bd+oqKj//e9/LS0tu3btcnBwaGpqamlpSUhIWLRoEZVKdXR0fJkd2dzc3PhXmpqaRrUjV69e/cUXX0DrUFJS0szMrKurS1JSMjY2tqWlpaWlxdHR8aeffoKu73/961/x8fHwiAgEQlRUFNxJTEzMypUrsWSlq1evQrt5yZIlUCMBAP39/R4eHrt37165cuW+ffugYFdXVxMIhGFZ6xwO5/r16xISEvDljRs3NmzYAJ9v27bt5MmTAoFgw4YNJBIJLiwtLZWQkKBQKOHh4R9//DGWIPPtt9+amZmNPGSM48eP29raAgBOnz5NoVCampqOHDkiFAodHBygWF66dOncuXNwZSaTuXbt2oiICDMzMxkZGWwn0tLSDg4OiYmJq1atwk4VPT09cV9rR0eH+OdGRETMnDmzurr6FWN7Q3CNfCfA+9RI9Z1qMv/eC+dGl/vm2K4Pd9rfsH/DbRsaGoyMjFRUVB48eNDT08Pn87W0tBQUFBQUFLS0tNTV1eFzOzs7uD6LxUpISNDQ0PDz88M8GyMJCAjAtlVQUFBSUnrD3Id3AUXRyspKR0dHBQWF+Pj491QQMiU18mVJ/D09PZ1i9Pb2JiQkaGpqagyhpaVFJBJ9fHwUFRUJBAKRSLx79+6oGqnr9AQGIHWdU/TEHrdtkqrI3QCAASbnFTk79vb2c+bMwV4uWbIE2oWQjRs3Yjk73377LZFIBABUVFRs2rRJRkbm+vXrDx8+HLlPTCPr6+uvXr26a9euJUuWEAgEGK6LiYmZMWMG5tNramqaOXOmj4/PnDlzPvzwQ3G78NmzZ25ubqNqJJPJNDAwuPNXdHV1R61A+Pnnnzdv3qyjo+Pm5ga1OTY2lkAgzJw5U/zjWltbhULhv/71Lzjba0NDA4FAePr0KdzJH3/8sX79emyfJBJp1qxZAAAJCQlMIzG6urpkZGSgiBYWFhIIBGjttbW1KSkp7dmz58cff4QOWLj+xYsX165dC5//9ttv58+fp9FoBAJBPAX3448/Dg0NjY+PnzVrFvYfXLhwoY6OzshDxnBwcFBVVS0tLdXQ0BAIBAKB4MqVK4WFherq6k5OTgCATz/91MbGBlv/t99+O3ny5MaNGxUVFbGFZ86ckZaWvnz58rFjx7CF2tra4jk7VCpVKBTa2toePHhw3bp18KeEpvY7gmvkOwHej0Zy2FzVbSp/fCd39OsjmEYe+erwiYV/GMoRX7t5WlqalJTUmjVrVqxYsXnz5lu3bgmFwq1bty5fvnz58uXwzwmfw39Ra2vrrl27Nm3atGrVqo0bN/7yyy+pqamj7llKSmrGjBnLh1i5cuWYOP0rKytfcTYnJyevX79+48aNy5cvl5SUvHLlyruUf72MSaeRcMozDBRFR5bqCgSCqKioUDEiIiJCQkIUFBSuXLlyaYgrV65YW1tnZWWlDJGVlZWfn5+amurs7AyzHA0NDV9WH6nj+ETNJum2zSNdpyf6Lqn6Lin6LinqtknPG7oBAHTGazRy9uzZ2MgXL14sfsXctGkTZkdiGgkA6O3tjYqK0tLS+v7778PChk/6KCsru3fvXoFAsH379nPnzqWmptbU1Fy8eHHlypVgSCMZDAZcuby8/H//+9+DBw8+//zzpKSkhoYGMpnc0NBAoVBQFH2Zr7Wvr2/dunXL/4qkpOSomSPfffedqamp+JKQkJDZs2dXVlaSyWQymdzY2NjW1iYQCFgs1ocffhgREQEAaGxsJBAIWI6rkpLSxo0bsT3Y2dl9//33QEwjh907Ojg4LFq0CAxpJIVCAQAcPnz46NGjycnJ1dXVWlpa3377LVz5/Pnz0MgGAPz2229nz55lMpn/+c9/sCsbiqKzZ89+/PhxTEzMrFmzsHuvRYsW6evrjzxkjLS0tP3795uammJSqqamZmFhcfDgQXg6LV26VNwS/f3332/dunXo0KHr169jC0+dOnXy5MmLFy8eOHAAWzgsZ4fBYJBIpJUrV0ZGRlZWViYlJREIhIqKileM7Q3BNfKdAO9BI5uqmszPmsl+cfDo14flFhzDNPL4ArlDs2WPL5BzUXYe6H1pfRj0Vzg6OsKXAwMDwwIGa9asuXnzJvaSy+WuX7/+1KlT0I2Doqidnd2CBQvIZPLIna9btw7mUIwtO3fu3L1798ve7ezsxHLlW1pavvnmG3FTY6yYyBopXnmN0dLS0iAGhUIJDQ1VUVFRHuLWrVuqqqpmZmZWVlbmYlhaWnZ2doqnrbJYrGG3HUwm09/fX0NDA/NW6enpjaqR6rZJQQ/KKuq6Cqva7npm3LJ6CGs/FMweVNR3AQAQLu/NNdLS0nLTpk0UCoXBYJSUlCxcuPDChQvwLUwji4qKYJ4Oh8ORkJCAob779+9jMT9ZWdl9+/bx+fxPP/3Ux8cHANDR0bFv3z5JSUkAQExMDIFAKCsrY7FYvb29Fy5cOH/+PJ/P//PPPw8fPgx9kgiCZGVl0el0a2vrd89rXbRoEQzmYTAYjHXr1qmrq0OxodFoaWlpTCYTQZCZM2fa2tqyWKza2toZM2ZgGllSUrJ8+fKEhAQEQchk8qZNm6ATaPHixVAjraysjI2NOzs7EQRpamrauXMnlKWioiICgZCfn89kMr/++muYG9zT03P+/PmFCxfCnV++fHnx4sVMJpPNZktLS8OSjAsXLpw8ebK3txdBEGtr6w0bNnC53KCgoL+lkSwWa8uWLYsWLUpMTIRLoqKiFi1atG7dOnjBcXZ23rBhQ21tLYIgSUlJy5cvr6ysjI+PX7VqVUlJCYIgBQUFK1asSE1Nzc3N/emnnwoLC1ksFplMlpWVhbm4UCMRBLl48SJ0FSAI4u/vj2lkZWXlzZs3YTZTWlqampoaPN/Cw8NhRPbV4Br5ToCx1siG8gYnRcdthC0h2mwZAAAgAElEQVSYNP7lseDY0a+P/E6QDrEI6WwaPde5vb191qxZRUVFL/sISUnJa9euYS+LiorWrFnT1dUlvo6MjAxMcOjp6YmPj8fiVWvXrr1y5Yr4mkwmMz09Hbsrz83NxdIWyGRyZGRkcXExfIkgSHx8/ODgIJVKTUxMxMqkOjo6JCUlV69eHRkZ+Sbl1cuWLdPW1n7tan+XcdFI/ghGbdv04sULDw8PzyF8fHzc3d0VFBRu3LghP8T169dJJFJJSclTMWCf25FwuVxkBOyh/3lOTs6pU6fEp1gBL8/ZuW3zKPRRRXc/EwDwJL8hOLE8/HFl+OPKoAdlHd2DDBa3oLKN6Jr2sl505ubmBAIBO+qenh45Obl58+YtWbJEXV19zpw5WAndv//9b9hXxdHRUUpK6tNPP50/f/6RI0fgqXv69OkPPvgArvn777/D6BqJRFqyZAlM/Fm/fj0Mv0VFRREIhF27ds2dO/err77at28fvIl88eLFjh071qxZM2vWrKVLl+7YsaOhocHS0vLDDz/8m6fScD777DN4aomTmpq6fv36FStWzJo1a+XKlTIyMjDG4ejoOGvWrPnz54eHhxMIhPT0dGwTLy+v1atXz5o1S0JC4saNG/D68/nnnysrKwMAwsPD169fv2zZslmzZv3444/y8vLQ8QtDjzNmzFi3bh2JRPrxxx9nz5595syZ3bt3Y1lO5eXly5cv/+STT8zNzaWlpffu3QsAaGpqOnTo0IIFCz777LP169enpKQAANzc3AgEAntoMtfPPvtMXV391Ye/b98+8YLUjo4OAoGwZ88e+JLNZispKS1duhQm1rq5uQEABAKBvr7+zz//PGvWrBUrVpiamgqFQpFIpK2t/e23386bN+/q1atbt25dsGABGOoh0NvbW1NTs379+tmzZ2/evFlZWRnzFcOuEfA8MTQ0JBAIMEf3xIkT0F/9anCNfCfA2GmkSCRiDjANjuhvJ/x+fIHc6Bo5pJTbCFu97niyGeyR+xEIBGfPnl23bl1ubu6o0RFJSUnxWmx1dfVt27YNW0dbW3vTpk0AAJhch8nezp07FyxYsGeImJgYBoOxdu3a2NhYAEBfX5+kpGRWVpZIJHJyclq7du3MmTMlJCRMTU1FIhH8b1y+fFlGRuazzz775ZdfoI2SkJAwY8aMGTNmfPDBB1jHkJfR39//66+/5ubm/o1v9s0YW40cKT+j9tx68eJFhRg1NTU+Pj4wYxNDUVFRW1vbzc3NUQwSiYTVZkD4fL5AIBg5Q+zfOpn7+vqUlZUNDAxoNBoQm6ETvKIXndMTDdska/8chMMTCEUiERD9fwCXJ8gta1Uyf/CKnJ2amhosLQXC5XITEhKSkpIEAkF6ejr254qNjYVZOUKhsLa2NiAgIDY2FjN/S0pKEhIS4POsrKy0tDT4vLCwMCwsbHBwsLKy8sGDBwCAtra28PDwjo6O8PDw6Oho8bZ2IpGotLTU19c3LS0NBiyfP38eHR39N0+l4cTFxcFy/mFwOJycnBxfX9+CggLxtKn4+Pjo6Oienp6wsLBh/YAaGhp8fX3FmwzExcWVlZXB52w2Ozs729fXd9gfhMvlBgYGwu+ksrIyJCSkt7eXTCbHxMRg69TV1fn6+ra2tmZmZmI9BHg8XkJCQmBgIJby09jYGBERgTk24uLiXuvPLCgoePDgAXYbJBQKExISsDgrJDc319fXF84Li1FSUuLr6zts/5mZmffv32cymdXV1TC5qbOzMzQ0FJq28HllZSWTyQwNDYUXwPb29tDQUKhhtbW19+/fh4MpLi7GrNtXgGvkOwHGTiPZDPblVZcOzZZ9lTpij/nHDny2X3vf8Fg9pLOz8+TJk1JSUl9//bWqqmpj41/mWximkUePHhXPBYDo6enNnTsXAPD8+fOzZ8/CKyYAYMeOHd99993+IaA0KikpwTvZ2NjYrVu38vn86OhoWVnZ5uZmgUDQ2dm5ffv2uLg4Op0+Y8YMVVVVMpnc19cnLS0N89l4PN727dt37txJo9HY7FFUf9jAlJSU3kfazttpJIIg8A5XHIFAwPsrIpGouLjYzs7OfghHR0dbW1tlZWUlJaWbQygqKvr5+dXV1VWJUVlZidnc4nA4HPZfxfitT2Oo30FBQZqamklJSdD1Ouw8f5lG6jo90SelEl3TzLwzzb0zzb2zxB6ZJh4Z+i6pb91DAGdS0N7e7jICrOhzsoNr5DsBxk4jBXxBSWqJ8mal7TNeY0ceXyD3G2GbyQnj53nPX7HD1tbW6OjoY8eOSUtLi6eqDtPIS5cuQZNRHD09ve3bt4/c57p164b5WgEAmZmZ27Zt4/F4SkpKMCYkLy+/cOHC3377bevWrb/99tu//vWv06dPIwhCIBCysrLgVoqKij/88AN8LiMjs3///td+RQEBAXv27HlPDTVGauRIb+SojtBnz57lilFYWOjs7Hzt2jXxqcxv3Lihr68fFBTkM4S3t3dAQAD2v8IQiUQjHbCj9ocbE6Aftb6+3sXFhUgkwnt2qL7DzvORGslCeHrOKaqWieo2SWo2j1StHo583LJ+pG6bpGaTdN0kLuXpKBFunCkAlUoNGgE08qYAuEa+E2Cs45EZERkau9T3fLz7ZQJ5bN5RmVl7jY4bVma/UcoWiqJz5syB2eSQYRr54MGDLVu2DJtI4cKFC6NGs6WkpM6ePTtsIYPB+O2330JDQ/ft2wclcNmyZatXr7548eLZs2fPnj178+bN4OBgmE2OXWdv3ry5YsUK+HzPnj2wbPkVhISE7NmzBytpH3MwjcRgs9lMJpM1BJfLzcrKuiuGubm5iYnJrVu31NTUVIZQVVWNjIxsb29vFqOpqWlUv/dINfqHgY3oLl265OvrC4c06swnYDSNRHmC5Dzyg8yaxOy61z5iUqvJre+9TAgHZ8zBNfKdAO8hr7UsvfTCz+eOzTt6bP7RYQJ5dN6R4wvkbkhd72oZxfkG6evrE69jo1Kp3333nfjVbZhG9vf3L168GMuqBwBkZmbOmTMHHhT0+2O+zbVr18K+J8MwNDScN2/evn37oNdOWVl5ZLfitra2l2nktm3bxEuGhyEQCIKDg+Xl5bGatvdBSUmJurp6RUXF48ePU1JSkpKSlJWVr169enkIeXl5Y2PjmJiY8CHCwsKio6NHNS7REYyLHL7WB8vlcisrK2E6wyvWBADo6+vDrA0cnGlFR0cHrpFvD3g/9ZHUFqrc/GNHvjo0TCMPfnHg6porfPRV0TgKhfL9998fP35cS0tLU1NTWlr62rVr4j69H374AWtsAUlKSpozZ86pU6c0NTUVFRV/+ukn2NAEAPDw4UOsuAoAICUl9f3332sOcefOHdiMMSMj44MPPjA0NISrtba2/vjjj7KyslpaWlpaWufOnbO0tKTT6QQCASv6vnTp0n//+1/43MjI6KuvvtLU1MTSLsRJT0+fOXPm6dOn9fX1sY8eNUT3LpSVlWlqagYHBxsYGBgYGBCJxJaWFiaTSafTaTRad3d3V1cXe7Rw6UhpeZfQIAYMZL7dtnw+H07y9VqNZLFYfD6fx+O9euJMAICWllZMTMzbjQcHZ/JSV1d39uxZXCPfEvB+NFIoELbWtF5dfWXXhzuPfyuHxSD1Duu1k18zTZpIJKqoqDA2Nl63bt2KFStcXV2HNVs5c+bMyHb71dXVV65ckZCQuHz5clJSErb86dOnUlJSWDjz9u3bq1evlhjixx9/hPKJIIiKiop456eWlhZra2spKanVq1dbWlrW1NQMDAxs3LixoKAArmBlZQWbUQEABAKBlpaWhIREZGTkyCNKS0tbu3btsmXLJMQYlgL31vT397e2trLZ7NLSUjU1NRRFe3p6ent7+/r6sALE5uZmDoeDoqhAIBgYGGhqampvb4dLhp0PPB6vpaXFxcVlWAHi3wVBkPb2dgqFIq5wCIKIG6McDudl+tfQ0ABbPEdHR8fHx7/27/2yj8AQCoWenp5//PHHZRycaca5c+c0NTVxjXxLwPvsRZcTm6O5R3PHB9vlvjm2Y8Z287Nm5VmjZJBPJQQCQe8IYF7JmMPj8Z48eWJra2tgYBAQEGBiYqKhoREZGXnnzh0ikYhZk7q6ulZWVoODg3w+v6CgwMvLy8zMzNbWNjQ0tLW1ddi8xHw+n0wma2trUyiUt7YCORzOwMCAo6OjhYVFT08PNu0zi8WCVd4QGCsduS2LxTIzM4OBYS8vL39/f5FI9IYfPewjxEFRlMViDeLgTDMYDMab3O/iGjk64D3P+5Ebl3tz/Y3Dcw6pbb/dWN7wnj5l4pCRkXFtBB4eHu/pswIDA9vb22k0GpVK9fb2VlFRYbFYcElISIizs3NPT09HR0dXVxeKojk5Ofb29kVFRV1dXS0tLfHx8U5OTh0dHfD/A6vy+Xx+Q0MDkUhsa2vj8/nDTD0OhwMbiA+zDoct5PF4tbW1Hh4ebm5uZWVlUIZFIlF2draXlxdsO8dkMl1cXGBhHDT+sCYACIJQqVQ6nS4UCv38/O7duycSiTgczstsUMx2FIlEKSkp/v7+AoEAE2a4IfTZcv5fe+cd1+S1P/74bXuvu47b16t2XLG11Su2euu2jtpbW+tVW2u1pfXXAYiICiJL2RBC2EvDSNhCJWWqIBAMe4WRgiCRJSMQRjZkr/P741yfF0KgqFRtPe/X+SN58jznSRDy9pzzOZ8PAvFcMp3VE+RI/YA/vn5ke0PH9299pzddAOKR0el0gYGBWA4gAMDt27dhXCvclp6RkREREQGfqlSq0dHRiIgI+A+tUqnggl9sbGxeXh6chBEKhaOjo5gjBwYG1Gq1WCyG/pPeX6QUCAQikQiG8EgkEqVSqVAohEIh/L8qPFOtVufk5Ny6dauiogJucofbTrKzs4lEokgkkkgkAoHAzc2tpKRELpePjIwIhUK5XK5SqUQi0cjICAzEhY6E29RGRkbgLeDbgHeEv8PwcqlUqtPp0tLSAgMDR0dHxWIx7FAsFotEIlge5Gn9lSEQzz7IkfoBf7wjNWqNiCvSGzyJeBxSU1OTk5Ol98NwGhoasP2RAIC0tLTw8HA4hlOr1SwWi0Qi8fl8TBVarbampiYqKkomk3G5XAKBAPelwIor1dXVV69e9fX1zc/PHxkZgT1QKBR3d3dvb++bN28KBAKVSjU4OJiRkeHh4REWFgYrtEAtUSiU1tbWvr6+qKgoLper1Wo5HI6np6erq6uzs3NKSkpubq6Dg4OHh4e7u3tlZWVYWBiDwaDT6e7u7nQ6nUwmw6J98fHxsbGx1dXVQUFBoaGh9fX1MDwnODi4uroaJuKprKwMCQlRKpW9vb1ubm5ubm5OTk6//PKLSqUqLi729/cnEAg3btwQCoVIkwjEZCBH6gcAYGtrW1NT88S/4REzAJVK/fXXX2/cuNHZ2VlZWWlpaQn0OVKn05WUlHh7e0skEvn9GUutVtvY2Ojk5CQUCvl8vre3N3RkZ2eni4tLeno6g8GoqqoKCAioqanRarW9vb0MBqOxsbGpqeny5cs0Gk2tVicmJiYlJTU1NTEYjOvXr8MiKi0tLWQyWSQSwdTM9fX1Wq1WJpMlJycTicTa2lpYmMLNzS0jIwPWjnB3d09JSYEZDHp6eohEYnFxMQDgypUrgYGBpaWl9fX1dDod1kxWKBR4PL6srAxmBSouLvby8pJKpRKJJC4uzt/fv76+vr29nUajZWZmNjc3s1isa9euXb9+fZqTTgjEcwhypH4AAM7OzlQqNQjxZyM0NJRIJJ44ceLLL7+0srJydXWFJRGk03ZkQ0MDkUgUCARyuVwoFMJ9FB0dHS4uLthumfj4+MTERJ1Op9VqYdDsvXv3IiIiKBSKQqEIDg6m0WhwdheKUKVS5eTk3Lx5E15eXFycnp4O//zodDos9QBjcAgEApwrHhoacnV1xYKKFQqFt7c3TOkZGxubkJCA/Z8gIyMjOTlZoVAQicTy8nLoyNLSUiKRCKsi5OTkwJoqAoEgNDQ0Pz+/rq6OyWTm5uZ6eXn19fU9ciASAvHXBjlSPwAAR0fHrKyslAehPhwpiCdPampqampqRkYGnU5vamoKCAiA2aulExypUqlaW1tJJBKPxxs711pdXX3lyhXp/WCcsTE7UCdarTY+Ph5aisVixcTEREVFhYWFOTs7x8bG6nQ6FosVFRVFJpPj4+Pv3r0LFz4vXbqEx+MjIyMjIiKIRKKfnx/Ml5ufnx8QEADvJRaLvby8YGLogYEBNze3u3fvajQauMxJJBIxR8IUS/BD5ebmhoSEyOXyyRx57do1WO+lubkZBvQSiURYTsvf37+7uxs5EoHQC3KkfgAAtra2DAbjcWb8EM8CZDI5LS0NDtHAg46Uy+Wjo6Ph4eFwAlOtVsMxH5lMzs/PV6vVMDZ1XFwr5ki46hkUFFRcXCwWiwEAGRkZJBIJ9jM6Otrb20un0/38/IaGhrq6uoKDgzPuk5WVFRQUBNOo5ubmBgQEwEVEkUjk4eEBK6ANDQ25ubmxWCy9joQxOzBTUlZWVlZWllwuJxAIWOGFsrIyzJGZmZnQkd3d3T4+Pn19fXD4C2OLnvIfGwLxDIMcqR+gL2ZnVKokp9dFUBmRv9b8bgu+UtnUPsMpYxC/i0ajgdWC2Gx2f39/bW2ts7Mz3GQC/1lTU1OhxuA/tEqlqqmpwePxt27d6u7uhhV2SCTS4OAg3NMZHh7e0dGh0+k6OjqcnZ0xR8bFxSUlJUmlUn9///z8/P7+/paWloiICBjsU1ZW1tLSMjAwUFFR4efnx+Pxbt68ObZiEQAgLy+PSqXC+V48Ht/S0tLX1yeRSPz9/TMyMmBi2HGO9Pb2hvsj4+PjL1261NnZ2d3dXVVVFRYW1traqtFokpOTExISenp67ty5Exsb6+fnBx2Zn59PJBLb2to4HA6VSo2MjGxtbe3p6WGxWHQ6ncPhIFMiEHpBjtQP0OdIoVh+MbTANiDXPjjfNjDP0id7Yjvvf9MhON8+KM+CcKP8t+4/3AmICTQ0NCQnJ/v7+7u4uMAp7/PnzwN9c61SqRSuFDKZzKioKCcnp+Dg4NTUVA6HA3crDg4OXrx4sbm5GQAwcRyZmJgIALh9+3ZoaCgej8/NzU1MTCSTyQqFIjs7OzQ01MnJ6dKlS42NjRKJJDo6GkafwvuqVCoWixUZGcnj8SQSya+//mprawuTxLJYLG9vby8vLyaTSSAQ9I4jk5KS/P394+Pj4S3q6uoUCgVMBhQVFYXH47OysjIyMqAjlUol3Bhqa2ubk5MjEokyMzNJJJKzs/OlS5fS0tKGhob+uAokCMSfGuRI/QB9jhSNyN0jCp3CChxDaZ6RhdEZdXFZ9XFZzLisevggJqM+KLH8QgjN5fKt8/65VY29D/v9DoMbsacKheLWrVvwO3pqK4xNFzeOgYGBsrIyvaWAJ3Lv3r2/xgyzSCQaHh7W6XTY/kipVCqTyYaHhzkczrjN/mq1emRkpKenB6a/gcKQyWSjo6NsNhtGoorFYjabPTIyAvfdDw4ODg4OyuVypVLJ5/P7+/sVCgWfz+dwOHBlkcfj9fT0CIVCtVo9Ojra398vFovH3hc7CFMH9PT0CAQCmUwG3czhcEZGRrC7w0v6+vr4fD68O5fLhe8Z7jbBUg2IxeL+/n74hvv6+uCF8Dh8P3CKFebq4/F4TystOwLxpwA5Uj9gSkdeCMmPyagD+qht7rMPyn9kRxoYGJiZmcHHg4ODR44cweFwa9eulY+pZj6RzZs3HzhwYLJXo6KicDjcuOSuk2FlZbVs2bKHes8TwePxP//8s9F9zpw5g5WVn3GgBSMiIoyMjAICAvr7+8edMK5+JKbAccCd9XD1cexxTD9wxIm9Ck0ztk+4eIn5FQ7ssDlMbJs/BtQhPAjvjrkKdj7ujvDNwHOwkiNjbzHuzcBXx31ALO8B9vbQrg8EYgqQI/UDJnektd/N7NJWiUypAzpKWi0xusQ/vsw/voxAKRngjgIA2IMip0sF1n43H8GRq1evPn36NHyMx+P379/f2dnZ09Oj0WimuGrnzp1fffXVZK9GR0fPnj17mo60tbVdsWLFQ73niSxatOiVV17Zep9Dhw6NK2P5aNy6daulpWXcQQ6Hs3379k8++WTr1q3bt2/ftm1ba2vr2BMm1lhGIBCIaYIcqR8wuSPP+eYU1twDAGh1Or+4MpuA3IshtIshNPug/JiM+rSC5l9uNjo/6jhyzZo1Z86cgY9XrVpFoVCmc9WuXbuOHDky2asxMTFz5swZW0VrCuzs7N56663pnDkFS5YsuXz58mN2MpFXXnnlwoUL4w7KZDKsVIhGo/n888/3798/9gTkSAQC8cggR+oHPIwjL4TQLoTQLobSrP1uWvvdtAvKm2KutaGhISsrCwDAZDIpFAocYFVUVFAolPb29lWrVp09exYAUFVV9eKLLxoZGVEolL6+PgDA1atXr1y50t7eDseUlZWV2IZ0zJFisbi8vJxCoVy5coXH+191+JiYmPnz50ul0oqKiuTk5LEFGpVKZVpaWlxcXHf3/8KLZsqRcMc6xsDAQE5ODvywcrk8OzsbK8tVVlZGoVCwDKtDQ0NJSUkymayhoSElJQX7FI2NjUuXLt23bx+FQpli8fX06dObN28eewQ5EoFAPDLIkfoBU8+1ltyfa02v84kpCUgo/1+LLyeQi53CCqZwpIODwwsvvODh4bF58+YlS5Z0dHScOnXq7bffnjt37scffzxv3jx7e3sAgKOj46xZs/72t7/NnTvX19f3m2++eeWVVxYvXrxx48b4+HgAwL59+5YuXQr7xByZlpa2bt26efPmLV68eNOmTfX19QCAhISEv//97zY2NuvWrVuyZMnGjRvh8dbW1kOHDr322msvv/zypk2bCgsLweSO7O/v37Zt2+YH2bNnj0gkmnjy22+//eabb2KnVVdXczicd999l8lkAgDq6ur+9a9/9fb2yuXyc+fOrVmzZv78+WvWrIEb+EpKSnA4nIWFxdatWxcvXrxz5074X4Tg4OBZs2a99NJLc+fOnaJgyNGjR8fpGTkSgUA8MsiR+pnCkU5hBReC86PT9cTsaLW60rouS2LOFI50d3efN28ejUbj8/lKpdLf3/+dd95paWmRy+U8Hs/AwAAmF1UqlYsWLYLpV44fP75161Z4OcwLCgBISkry9fWFBzFHqlQqOMrUarV79uz57rvvAAAJCQkvvPDCjRs3xGKxRCIxNTU9cuSITCY7duwYiUSCSdWpVOqOHTs0Go2jo6NeR3K53FOnTp18kHPnzumtAWlgYPDBBx8cvw/cKX/48GF/f38AgLe3NyzC7OXlZWxsDC3b0dGxcePGhoYGJpOJw+HCw8MFAgGXy121apWrqysAQK1WL1++3MbGRi6XT7Y6m5SU9MUXX2BDTwhyJAKBeGSQI/UDfm/vh0dkYXR6XWxmPdaiUmsHuCOjUmXdnf4pYnacnJzefPNN7OmmTZvGjorGrkcuWrQIDolCQkJWrlwZERFRWVkJ86qMA3OkWq3Ozc318fE5evTo4sWLP/roIwBAbGzs3LlzsZNramoWLFiQnZ1tYGCwatWqtWvXGhoavvvuuzgcrrOzE4/H63WkRqMZmsDw8LDeLSWLFy8ODw8fdzAuLu7gwYM6ne7gwYNUKhUAsHv37jfeeOO9994zNDRct24dDofz9/dnsVg4HG5gYABetWPHDixkd8WKFRcvXpx4O0hpaemHH34Iy2KMBTkSgUA8MsiR+gGTO9I5rMAxlGYbmGflk2MXmGcflGcXlGcXlGfpm9PWzQMACEdkUzjS2dn59ddfh49lMtn//d//wa3oEENDQ+hIrVa7aNGikJAQeJxCoXz77bcbNmw4cOAAtnaIsWvXrmPHjul0Ont7+40bN548edLW1nbNmjV79uwBAMTGxs6ZMwfbPVJfX79s2bKIiAgcDnfmzBkrKytLS0tra2s3Nzcul+vs7KzXkZ2dnbgJzJs3b9ygDbJ06VI4ZBzXw4cffnjlypU9e/YMDg6qVKo5c+YcOnTI2tra0tLS0tLSxcWlsrKyvr4eh8Pdu3cPXrVjxw4sHMnAwGBizA6ksrLyk08+gdPF40CORCAQjwxypH7A5I68EEILiC+npNVGpta4hdMdQ2lOYQVOYQW2gXntvXwAwDBfMk1HarVaWJsCPlWpVAYGBjBmZ6wjMb0pFIpXX33Vw8MDKgdOugIAdu3adfz4calU+uKLLxYVFcGDR48ehdErsbGxs2fPxt5AUFDQoUOHent733vvvWvXro17e5OtRyqVSiaTWf8gDQ0Nese1eseRAAATE5OXX34ZbgDVarVfffUV9tkxSktLJ3Ok3rhWAEBhYeH333+P/TTGgRyJQCAeGeRI/YAp41rpjP99g4ckVTqG0txIdDcS/UIIraOXr9MBDndkCkfa2touWLAAe1pUVPT2229///335ubmtra2OBzu1KlTUCGzZs2CK45ubm7Hjh0zMzMzMTFZtWoVrGp5+PDh5cuXw04++OCDgwcPAgA+++yzPXv2mJmZ2dnZvfHGGxs3bgQAxMTE4HA4U1NTU1PT48ePr169+vr16wAAEom0aNGin3/+2djY2NjYeO/evX19fQ4ODv/4xz/0ymb6LFq06P333ze+j62tLVRpfHz8rFmzUlNTMXu99tprhw8fNjExMTU1PXDgAJVKheuRHR0d8Jz169fv27cPPjYzM1u+fLmJiQnMxwbh8Xjz58/fsGGDhYWFiYkJvCPMUY7dBTkSgUA8GsiR+gGTO/JiKM0tnE7NawIAqNQauUItV6rlSrVMoQYANLUPekQUTRGzExcXZ2RkNPZIUVHR559//t1339XW1pqampJIJHB/iAmzYDc2Nnp4ePz73//+8ssvsbLPfn5+5ubm8PH58+fh4JLNZp85c+bjjz+m0WheXl4w/A7Epl8AABKTSURBVIdGo/33v/+NjIzcvn37wYMHsboQAIDS0tLz58+vX7/e1NQ0MzNToVDExMT88MMP0xHhFJiYmGzbtm39fT777DO464PD4djb2wuFQuzM9vZ2X1/frVu37t+/Py4ujsvl3r17d+/evdh6pLW1NfxoAAClUnny5MkNGzaMrX09NDS0d+/esbdbv349pmGAHIlAIB4D5Ej9gN+La8VHFWXSW7JL7uaUtmaXtmaXtuaUtl4rYkVQGbaBU+2PRDxh6uvrz507Bx8/7V8rBALxJwM5Uj9gEkc6X77lEJzvGEpzCM638smZ2GwCch1DaRdDaZbEnIqGnifoAoR+mEymnZ1dZmZmWVkZAECn02m1Wo1Gg6oKIxCI3wU5Uj9AnyPFowr/+HJidIlvbOnvNjcSve7O+PzaiCcP5sgLFy6cPn3a3Ny8sLCwoaGhq6sLngDrZKHU3ggEYiLIkfoB+hyp0wGlSjPNplBpNFrdk1MBYhKwuVaRSNTW1tbS0nLx4sVz587Z2dmFhIT4+fm1tbWp1Wos6zqqpIhAIDCQI/UDALC1tZ1sOwHiT0RHRwd0JKwGhVXpYrPZiYmJKSkpNjY2J0+etLGxKS0tLS4uxhLJwrpRaHyJQDzPIEfqBwBgbW1tZmZGQPzJsbCwsLCwGPe7LZFIMFnyeLyBgQEmk2ltbW1vb+/o6EggEIhE4uDg4OjoKLY5VS6XSySSp/ULiUAgngrIkfqRy+VtbW3Xr19PR/zJuXbtGovFwsoXT0ShUCgUCiwZQlNT07Vr16hUqpmZ2YkTJzw9PWk02o0bN7ACnHK5fAZLE8NiyDPSFQKBmHGQI/UjkUimLmuM+BOh0WimOQQc++/O5/NFIhGdTndxcXF1dbW3t3dycgoLC4PjTmz98nF+zWQymVgslkqlKpUKDVIRiGcQ5EgEQj9yuVwul8O6KAAABoNRVFSUlJRkampqZmYWFBSUlpY2NpmfUqlUKpUPNb5Uq9UsFsvDw0MoFMLwWgQC8UyBHIlATAsoS61WK5FIYG1qX19fT09PS0vLc+fOJSUlsdlsLM3s9P+U1Gp1QUGBk5PT6OgoAACNJhGIZwrkSATi4YAjRcyFVVVVtbW14eHh5ubmJ06cuHTpUnx8fEFBAXxVq9Wq1eqp8xUAAGg0mr29PcyjiyJpEYhnB+RIBOLRkclkWq0WJu6BuXtiYmIuX76Mx+PPnj1rYWGRk5PT0tLS3t6OKVOqL18BAKCsrMzGxubq1atIkwjEswNyJAIxY2CxrzKZrKmp6e7du15eXmfPnrW0tAwNDQ0JCamrqwMAqNVqaFZsfCmRSOCFAQEBCQkJSJMIxDMCciQCMfPI5XK1Wo3tJxEIBGQyOT4+3tnZ+dSpUxYWFoWFhQwGAyuXDWWpVCrVanVgYCAsu432hCAQTx3kSARiPHK5fNwKolKpVKlUjzy2w/7MhEJhd3c3i8VycHCwsbFxcHDw8/MjEAidnZ1wzyU8LTQ0NDExUafToWBXBOLpghyJQDyATCYTCoW9vb1YiKlSqRweHu7p6RGLxY85BapQKKBu4Z9bV1dXSkpKamqqlZWVmZmZvb19cXExnU4XiUTJyclnz56FC5ko2BWBeFogRyIQD6DVahsaGtzd3Xk8HlTa7du3AwMDHRwcGAwGDLqRSqUSiQROqD7yjSQSCTYZy+fzeTxeXV2dvb09gUDw9fUNDQ11cHCwsLBgMpmojBcC8bRAjkQgHgA60s3NjcfjqdVqLpcbFRVVWlra1dU1NDSErRHK5XIul3vv3r2HGuSN9eJktLW1kclkPB5PJBK//fbb8+fPT30+YkZAg3WEXpAjEc8pGo1GLpfLZDKNRqNUKuG4ECaia2xshONIAACTyQwKCtJqtQAAOHBUKBQwDJXBYHh6eiqVSrhwiOlTpVIpFArsFrBbWHJLpVLB5OkXLly4cOGCqanpjz/++MMPPxgbG1tbW9va2p49e3b27Nkvvvji7NmzlyxZYmVlZWNjY434g7l06dLjrDcj/sIgRyKeO2Qy2ejoKIvFEggEMpmMxWL19PRoNJqRkZE7d+5wOBwmk+nh4cHn81UqVXp6upeX1+3btzs6OmQyWWtr68DAAJyDzc7O9vT0bGxsvHv3bkdHB5/Ph7W0uru7ORyORCJpaWkRiUQCgYDFYmEpXiMiIszMzKhUKolEWrly5YYNG9atW3fgwAEGg1FdXc1gMFpbW9vb29vb21tbW2tra2tqahi/Tw2jpnZ8Y9QyGNO59nknNzf3yy+/RI5E6AU5EvHcoVAohEKhh4dHVlZWZmami4tLbm4um82mUCgeHh7BwcEREREEAkEkEvF4PC8vL1dXV0dHx6ioKLlc7uzsTKPRAAA8Ho9IJLq4uLi4uISFhcXFxVVUVGi12tHRUTKZXF9fLxQKXV1dqVRqYmIiHo8PCQn57bffAAB5eXn29vYhISG+vr4xMTFtbW1PYCIRMQUSicTU1HQGa7kg/kogRyKeO6Ajvby80tLS7t27Nzw8PDg4SCKRsrKy+Hy+QCAoKiry9PTk8XharZZGo8FakkKhUCqVpqamNjY2qtVqjUZTXFzs5eU1MDAglUrpdHpiYqJGo2lvbyeRSDweTyAQeHh4ZGdn9/X18fn8kpKSy5cv8/n8ysrK1NRUWGBkaGgoNja2t7f38b7kddKhuqE7cRxmEIcZwGEGcpgBHGYQr42qENx9vJ6fC7hcromJCXIkQi/IkYjnDuhIT09POLADADQ2NpJIJKlUCndlNDU1YeuRpaWlPj4+CoUCBpdqNBpsPbK6uppAIMhkMp1Ox2azw8PDh4eHCwoKsrKydDodl8t1d3dvaWkBAMB5vKCgoPLy8vT09LCwsKSkpKSkpOTk5IsXL8KB6aOhHGVz7yYPNZL6agjsKjd2lev95tZf5zPcROZ3ZGjV8scwyF8f5EjEFCBHIp47MEfW1dXBYJy8vLyAgABoMq1WOzZmp7i42MfHB0b0SKVSpVIJH+h0usrKSgKBMDIyAiN0rly5UlhYmJCQ8Ntvv2GObG5u1mg0MplMqVSGhITcunUrNDQ0KiqKSqWmpKSkpKRQqdQ7d+482pe7QtzFb0vtKXdgV7n0VXv0MTwfaNXu7Crn3koXcS9dLePOhE3+miBHIqYAORLx3DHOkWq1uqmpKTQ0FEoRAFBXVzeZIzkcDoz00el0ZWVleDweDj3VanVdXZ2TkxOFQhkdHVWpVNCRLBYL9tnb23v58uXu7u7U1FQ6nf7YX+w6nUYx3JLQW36xjzHBjg+2nnIHMbtQp1VN1tf169c//fTTLVu2EAiExsZGqVS6c+fO9evXr1+//uOPP96xYwd8bG5uDs9vbm52dXXdvn27lZVVdXX1ZN3a29tj165fv37z5s1DQ0OP/cFnHuRIxBQgRyKeO6AjnZ2da2pqtFotDHO9cuVKTEwMnU4vKChISkpydXWFjqTT6Xg8XiKRwClWLy+vwsJCuNmDxWIRCISMjIzKykqVSjU4OOjt7U2j0dRqtVKp5HK5eDw+MTGxqKjo1q1bwcHBVCpVq9XW19fb2dldu3atuLi4qKiISqXW1tY+7Ne6TquSDNUONlxiV7lOLcg+hie7yoXLSpBPsjYZERGxfv16ExMTExOTb7755uLFixqN5syZM8bGxsbGxjgcbsWKFfBxYGAgACA/P3/16tVGRkampqbHjx9fuXIlhULR2/PatWv/+c9/Gt/n5MmTAoHgYT/pRFJSUmARsZkCORIxBciRiOcOuVwuEokiIiKamppgohyYbS4jIyM0NJROp9fU1ERGRgoEAq1WW1NTEx0dDceREomETCYzGAyNRgOvqqmp8fb2zsrKUqvVfD6fTCa3tbWpVCroSC8vr4yMjMTExICAgOLi4pGREQDA1atX8Xh8VVVVWFhYZGRkcXHx8PDww36ta9Xy4eaY/hqvPob77zqyj+HeX+st6Mia2M/AwMCyZctycnKwI2KxeOwJq1evdnBwwJ7y+fw333zT29sbO5KZmbl06dLGxsaJna9Zs8ba2vphP9rvsmHDhgMHDsxgh8iRiClAjkQ8p8AEAthTuOURZjNXKBRYQgCZTDa2/sbYq+Aqo1wuVygUarW6pqYmLi4O2lShUIyda4XdyuVyAACZTL58+fJjfq1r1VJOnR+72m0agvTsY3j2VjoNt8RP7Kenp2fhwoUlJSWT3eidd96xtLTEnt64cWPXrl1woyfG119/7efnBwBgsVguLi7S+wWo165de/LkybFn8ng8EokEZ1xVKhWZTG5ubgYAaLXa9PR0S0vLuLg4+FMSCAQuLi6dnZ2FhYWOjo41NTWwh99+++31119fuXKlpaVlVpYe6z8CyJGIKUCORDynTPxChBkAJr462WPsCBxiUiiUgoICOMRUKBTDw8MODg4NDQ1wOheeDACIjo4OCwt7zK91rVrKqfN5SEfGTuxHp9OdP3/+1VdfJZPJVVVVMM3QWMY58vvvv//Pf/4z7hwrK6t169YBAJKTk3E43ODgIDy+e/fu2bNn/+M+CQkJMpns/fffp1KpAIDOzs533323paVFLBZbWFjs2rXL0NBwy5Yt5ubmMA8DDoc7fPjwgQMH1q5du3z58vLycgBAbm7unDlzFixYsGrVKijmxwc5EjEFyJEIxOMCS4XU1dUNDw/DQadMJhOLxeXl5TApD3YmmElH+j6kI+P0diWTyXx8fPbu3btw4cLPP/983JhynCP37du3e/fucT2cO3fOwMAAANDV1UUikeBAEACwefPmLVu2+N4H7rSxs7M7ceIEACA8PPzgwYMAgJCQkCNHjvD5fAAAn8/fsWNHUlISl8vF4XBhYWEw8Hj//v1ffPEF7Pajjz46duzYY/4Ax4IciZgC5EgEYgaAeV/H6hDGvsJIH+wgeMbGkRgqlaq9vd3W1nbt2rU9PT3Y8XGONDMz27t377hrz507980330zsc82aNVZWVuMOVlRUbNu2TSKRHD9+nEQiAQAOHTo0d+7chQsXzp8/f+HChTgc7qeffhoZGcHhcNgU608//WRoaAgf79q168iRI9P9SU0D5EjEFCBHIhBPDjCTjpyB9cjx3Wq1CxYsSElJwY6McySdTt+0aRNMoYCxb98+aLtxTFyPBADIZLJPP/2USCR+8sknMA+fgYHBV199lZCQEB0dHR0d/csvvzCZzL6+PhwOV1paCq/64YcfPvjgA/h4586dR48endaPaXogRyKmADkSgXhygJlypEbOZSX113r3VU8jrrXajVPvJ+y6ObGf7u7uoKAgOM8JACgtLV2xYsXYINVxjhwZGVmzZo2RkRHUpE6nCwsLW7ZsWUdHBwCAzWYnJSVh3ymGhoZnz56deFNvb++XXnrp66+/hk89PDz27NkztmSYWCzu6uqazJGbN29Gca2IJwZyJALx5AAz5EidVi3jNQ01kthVLtPYH+nMa/1FKbo3sR82m7127dpt27bt2LHjww8/fO+994KCgsaesHTpUmNj47FHmpubV69evXHjxq1bt+7Zs8fQ0DAvLw++lJSUNDZmx9DQcO7cuVvvs2vXLrjLpaqqas6cOWQyGZ7G5/M/+uijLVu27Ny5c8eOHbt37/b39x8eHsbhcFiyhcOHD7/11lvwcVRU1KJFi7Zu3RoXF/eYP0YIciRiCpAjEYgnB5ghRwIAgE7LvXu1t9L5d/Ps9FY4jfSXAZ1ObzdCoTA9Pf3kyZPGxsYVFRXjXnV3d09NTR13UCwWh4SEGBkZRUREdHd3Y8cbGxtPnz49OjoKn4aFhZmamhrd58cff4QDVoVCER4ejqkUACCXy3NycszNzc3NzfPy8kZGRoRC4enTp9vb2+EJCQkJPj4+2PkxMTFGRkbYauVjghyJmALkSATiyQFm0JEAqGRcYdfNnjJ7dpXLxElXdrV7b6Vzb6WzZLBOoxyZkTv+JUGOREwBciQC8eQAM+pIAIBKNizszuXeiemrIbArndmVTvebM6fOj3c3SdxXrNMof7+j5xjkSMQUIEciEE8OMNOOhMj5zby2tOHmmOFmynBz9HAzZbg5RtiVoxR3zeyN/pIgRyKmADkSgXhygD/GkYjHATkSMQXIkQjEkwMAEBUVFRkZ+dSEgJiAQqEwNjZGjkToZbwjVSo1aqih9gc1AEBW1rX9+w/Y2Tug9oy0s5ZWx//fDwAAtVrz1H9DUHvWGrZz93+ObG+7gxpqqP1BraO9hXWngZZ341pWKmrPSLtxLY1RVdrZ3tLxtH89UHsGG5vd/YAjS4tuoIYaan9QKym8UV2R39xY3dxYhdqz0xqZpSVP+3cDtWezNTRUPeBIBAKBQCAQ40CORCAQCARCP/8fPXy3tRHwrUoAAAAASUVORK5CYII=&#8221; alt=&#8221;" /></p>
<p style=&#8221;text-align: center;&#8221;>Fig. 6. Modelling of the “significant situations” in STO</p>
<p>The query of Figure 7a (Fig. 7. a) Query for retrieving focal situations and 7b) the results of the query<br />
run against the modelled “significant situation ) retrieves focal situations with their<br />
event related details such as time location and further textual<br />
descriptions and was run against the model above with the<br />
results shown in Figure 7b. Predefined SPARQL queries are<br />
invoked on in Virtuoso/PL.<br />
Integration with emergency departments can be achieved<br />
by sending details on significant threats found in SPARQL<br />
result sets to a Web service endpoint exposed in an emergency<br />
department.<br />
SELECT ?focalsituation ?sentTxt ?timeTxt ?locTxt<br />
WHERE {<br />
?focalsituation STO:focalRelation ?event .<br />
?event STO:hasAttribute ?time .<br />
?event STO:hasAttribute ?location .<br />
?time rdf:type STO:Time .<br />
?location rdf:type STO:Location .<br />
?sentence rdf:type STO:Sentence .<br />
?location rdfs:label ?locTxt .<br />
?time time:inXSDDateTime ?timeTxt .<br />
?sentence rdfs:label ?sentTxt</p>
<p><img 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&#8221; alt=&#8221;" /></p>
<p style=&#8221;text-align: center;&#8221;><strong>b)</strong></p>
<p style=&#8221;text-align: left;&#8221;><strong>VI. CONCLUSIONS</strong></p>
<p style=&#8221;text-align: left;&#8221;>
In this paper we have presented a framework for implementing<br />
intelligent information fusion in a sensor network<br />
environment. The framework deals with all aspects above the<br />
sensor layer i.e. it deals with perception modules integration,<br />
communication of the perception modules with GSN, low<br />
level fusion, high level fusion with integration of semantic<br />
description of information, communication with external services,<br />
situation assessment and alert generation. It is a generic<br />
framework that can be applied to any sensor network and<br />
it is not restricted to the security and surveillance area that<br />
was demonstrated. Illustrative examples of how the framework<br />
would be deployed in realistic scenarios have also been<br />
demonstrated where inference capabilities are shown. The core<br />
advantages of the proposed framework are it’s extensibility<br />
with pluggable perception modules integration and the ease of<br />
defining rules for LLF and HLF, using SQL-like syntax and<br />
semantic rules/queries respectively.<br />
Future work will be focused on implementing and integrating<br />
probabilistic reasoning, probably through fuzzy-DL,<br />
in order to drive inference as opposed to the deterministic<br />
reasoning that is applied up to now, thus enabling resolution<br />
of issues such as conflicts or missing detections in situation<br />
assessment.</p>
<p>ACKNOWLEDGMENT<br />
Part of this work has been carried out in the scope of the<br />
MEDUSA project (Multi sEensor Data fusion grid for Urban<br />
Situational Awareness, co-funded by the European Defense<br />
Agency (MDS-MoM-A026RTGC-C-0003-VCS). The authors<br />
acknowledge help and contributions from all partners of the<br />
project.<br />
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