tag:blogger.com,1999:blog-5870632410416531612024-03-13T09:53:34.099-07:00www.embee.uaБеспроводные коммуникации для SMART GRID, системы АСКУЭ и технологии сбора данных. Аналитический обзор работы систем АСКУЭ по отзывам потребителей и учасников форумов. EMBEE Ltdhttp://www.blogger.com/profile/08283391653715760179noreply@blogger.comBlogger13125tag:blogger.com,1999:blog-587063241041653161.post-20242729673835368152017-11-16T08:27:00.001-08:002017-11-16T08:36:24.189-08:00Динамический MESH Embee против топологии "звезда" LoRa & Стриж<div dir="ltr" style="text-align: left;" trbidi="on">
Как ранее я указывал, радио распространение волн технологий Zigbee 2.4 ГГц по сравнению с 868 МГц технологий LoRa & Стриж, хуже. Это очевидно, чем выше частота. тем больше затухание сигнала в пространстве. НО!!!!<br />
Чем выше частотный диапазон 2.4-2.48 ГГц против 868-869.5 МГц, или 80 МГц против 1.5МГц, тем в этот диапазон можно больше всунуть возможностей компенсаторов. Если сравнивать два конкретных разрешенных и доступных пользователю частотных диапазонов, то в широкую полосу технологии Zigbee встроили Ethernet алгоритмы радио маршрутизаций. За счет небольших дальностей передачи на 1000 метров на открытом пространстве, удается маршрутизировать данные дальше через устройства. как пример цепочка устройств из 200 маршрутизаторов. каждый передает на 1000 метров. Сколько получим? да, до 200 км дальности. Это пример, показывает, что широкая полоса в 80 МГц (5МГц рабочий канал) позволяет на высокой скорости 250Кб секунду передавать и сетевую и полезную информацию. Потребителю не нужно разворачивать базовые станции, как у LoRa & Стриж. каждое устройство, является и конечным и маршрутизатором. Таким образом пример показывает, что выбор правильной технологии как основы в будущем проекте, закладывает на перспективу технические возможности работы.<br />
<br />
Если говорить о LoRa & Стриж дальность в 3-5 км в топологии "звезда", то нужно также потребителю говорить о том, что скорость чтения таких устройств на скорости 100 бод в сравнении с более высокой скоростью 9600 бод в Zigbee, не делает привлекательной саму технологию LoRa & Стриж. Ведь просто читать показания счетчика электроэнергии, сегодня уже не интересно. нужно читать массивы данных со счетчика, затем обрабатывать эти массивы информации, и строить из этих массивов решение. Например регулирование пикового потребления на стороне бытового потребителя. Так называемый Demand response. <br />
Скорости LoRa & Стриж не хватит для этих решений. Эти технологии хорошо подходят, если нужно включать выключать реле, или анализировать состояние контакта.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-cTuZHw0tr3w/Wg26mzCzycI/AAAAAAAABaI/Ziq3XDGDm0A8g4vNu9Y-R0rixTKAJTO6wCLcBGAs/s1600/Data_rate.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="841" data-original-width="1350" height="396" src="https://1.bp.blogspot.com/-cTuZHw0tr3w/Wg26mzCzycI/AAAAAAAABaI/Ziq3XDGDm0A8g4vNu9Y-R0rixTKAJTO6wCLcBGAs/s640/Data_rate.png" width="640" /></a></div>
<br />
Zigbee/Embee mesh имеет скорость вычитки информации со счетчика 0,5-1 секунда. (это время доставки одного пакета 240 байт полезной информации пользователя). Все что вложите в 240 байт, то и получите на такой скорости. 480 байт или 2 пакета- 1-2 секунды. Согласно требованиям, полностью удовлетворяет скорости для Smart Energy решений. Это таблица требований по скорости к технологиям на которых строятся решения. <br />
Решать Вам, что закладывать в будущие проекты и во что сегодня инвестировать!!<br />
<br />
</div>
EMBEE Ltdhttp://www.blogger.com/profile/08283391653715760179noreply@blogger.com0tag:blogger.com,1999:blog-587063241041653161.post-64038168530556877892017-11-14T09:08:00.003-08:002017-11-14T09:08:22.605-08:00Почему LoRa легко «заглушить» <div dir="ltr" style="text-align: left;" trbidi="on">
<!--[if gte mso 9]><xml>
<o:OfficeDocumentSettings>
<o:AllowPNG/>
</o:OfficeDocumentSettings>
</xml><![endif]--><br />
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:HyphenationZone>21</w:HyphenationZone>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>UK</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:EnableOpenTypeKerning/>
<w:DontFlipMirrorIndents/>
<w:OverrideTableStyleHps/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Обычная таблица";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0cm;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;
mso-fareast-language:EN-US;}
</style>
<![endif]-->
<br />
<div class="MsoNormal">
<i><span lang="RU" style="mso-ansi-language: RU;">(По материалам
сайта strij.tech)</span></i></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="RU" style="mso-ansi-language: RU;">Принимающие
станции LoRa могут определять преамбулы на всех скоростях всех каналов IF3 —
IF10. Однако, они не могут демодулировать более чем 8 пакетов одновременно. Это
происходит в связи с архитектурными особенностями, когда определение преамбулы,
выделения полезных данных и демодуляция сигнала происходят раздельно.</span></div>
<div class="MsoNormal">
<span lang="RU" style="mso-ansi-language: RU;">Количество
одновременных демодуляций равно 8. Станции LoRa могут определить принадлежность
пакета только после того как они демодулируют его. Поэтому станция LoRa
принимает все пакеты, а «свои» выделяет после демодуляции. Любой пакет данных
даже из «чужой» сети, принятый «своей» станцией блокирует получение любого
«своего» пакета на этом же канале до тех пор, пока он не будет полностью
принят.</span></div>
<div class="MsoNormal">
<span lang="RU" style="mso-ansi-language: RU;">Таким образом,
любой желающий может вполне легитимно, отправляя с восьми LoRa-модемов
произвольные данные, без остановки, заблокировать все 8 каналов в любой сети
LoRa в любом городе. Станция будет вынуждена принимать пакеты, идущие от
«чужих» модемов в ущерб пакетам из «своей» сети.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="RU" style="mso-ansi-language: RU;">Это может быть несознательно, а в случае если будет несколько операторов на одной территории. </span></div>
</div>
EMBEE Ltdhttp://www.blogger.com/profile/08283391653715760179noreply@blogger.com0tag:blogger.com,1999:blog-587063241041653161.post-75620704082508063982017-11-14T09:03:00.002-08:002017-11-14T09:03:19.186-08:00Анализ технологии LoRa<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="_mPS2id-t mPS2id-target mPS2id-target-first" id="9" style="text-align: left;">
<span style="font-size: small;"><span style="font-family: "times" , "times new roman" , serif;"> <span style="font-weight: normal;"><span lang="RU"> </span></span></span></span></div>
<div class="_mPS2id-t mPS2id-target mPS2id-target-first" id="9" style="text-align: left;">
<span style="font-family: inherit;"><span style="font-size: small;"><span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-weight: normal;"><span lang="RU">Интерес многих
потребителей к коммуникациям </span><span lang="EN-US">M</span><span lang="RU">2</span><span lang="EN-US">M</span><span lang="EN-US"> </span><span lang="RU">и </span><span lang="EN-US">IoT</span><span lang="RU"> вызывает появление технологии </span><span lang="EN-US">LoRa</span><span lang="RU">, точно, так как в свое время был огромный интерес
к </span><span lang="EN-US">Zigbee</span><span lang="RU">, </span><span lang="EN-US">Wireless</span><span lang="EN-US"> </span><span lang="EN-US">M</span><span lang="RU">-</span><span lang="EN-US">BUS</span><span lang="EN-US"> </span><span lang="RU">и других беспроводных решений. Когда дело доходит к реальным сложностям
сетевых беспроводных продуктов, интерес точно так же у многих пропадает. Что бы
увидеть подводные камни в будущем, не нужно глубоко инвестировать в проект,
достаточно инженерным языком проанализировать новинку. </span></span></span></span></span></div>
<h3 class="_mPS2id-t mPS2id-target mPS2id-target-first" id="9">
</h3>
<h3 class="_mPS2id-t mPS2id-target mPS2id-target-first" id="9" style="text-align: center;">
<img alt="" height="198" src="data:image/png;base64,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" width="400" /></h3>
<div class="_mPS2id-t mPS2id-target mPS2id-target-first" id="9" style="text-align: left;">
<span style="font-weight: normal;"> Рисунок 1. Все параметры на одной картинке</span></div>
<div class="_mPS2id-t mPS2id-target mPS2id-target-first" id="9" style="text-align: left;">
<br /></div>
<div class="_mPS2id-t mPS2id-target mPS2id-target-first" id="9" style="text-align: left;">
<span style="font-family: inherit;">Не буду утомлять физикой, попробую кратко простым языком.</span></div>
<div class="_mPS2id-t mPS2id-target mPS2id-target-first" id="9" style="text-align: left;">
<span style="font-family: inherit;">Хотите дальности - жертвуйте скоростью передачи и эффективностью батарейки..</span></div>
<div class="_mPS2id-t mPS2id-target mPS2id-target-first" id="9" style="text-align: left;">
<span style="font-family: inherit;">Хотите длительной работы от батарейки - пожертвуйте чувствительностью приемника и соотношением SF (фактор расширения полосы), а также соотношением сигнал/шум. </span></div>
<div class="_mPS2id-t mPS2id-target mPS2id-target-first" id="9" style="text-align: left;">
<span style="font-family: inherit;">Что бы считать информацию с интеллектуального счетчика электроэнергии, нужно вычитать килобайт информации. А именно: текущие показания, 15, 30, 60 мин интервалы, суточные показания, журналы которые пишет счетчик, за синхронизировать время. если верить информации рис 1 то чувствительность приемника приблизится к -100 дБм, соответственно и дальность передачи не будет больше 1 км по прямой видимости. Конечно можно попытаться настроить работу приемника на граничной чувствительности -136дБм, но кому интересно работать на скорости 200 бит в секунду. Учитывая. что у LoRa в каждом пакете идет служебные символы ключа, принадлежности к сети, то из 200 бит полезной останется как минимум четвертая часть. </span></div>
<div class="_mPS2id-t mPS2id-target mPS2id-target-first" id="9" style="text-align: left;">
<span style="font-family: inherit;">Отдельная история, это какой режим работы выбрать. Из предлагаемых класов А, В, С, сымый привлекательный А. Но нужно понимать, что для такого режима. нужно контролировать время выхода в эфир конечного устройства. Это задача которая ложится на потребителя в планировании временного разделения выхода в эфир М2М устройств. Иначе, если на базовую станцию много устройств будет одновременно подключаться. то они создают помехи один другому. Это очень важно. </span></div>
<div class="_mPS2id-t mPS2id-target mPS2id-target-first" id="9" style="text-align: left;">
<br /></div>
<div class="_mPS2id-t mPS2id-target mPS2id-target-first" id="9" style="text-align: left;">
<b>И последнее.. </b></div>
<div class="_mPS2id-t mPS2id-target mPS2id-target-first" id="9" style="text-align: left;">
<span style="font-weight: normal;">Это технология строится по топологии звезда. Если кто то развернет сеть базовых станций, то нужно будет платить за обслуживание. Иначе, нужно разворачивать свою сеть базовых станций, что у LoRa дорого. Чип базовой станции в 15 раз дороже чипа конечного устройства, не считая сервера.</span></div>
<div class="_mPS2id-t mPS2id-target mPS2id-target-first" id="9" style="text-align: left;">
<br /></div>
<div class="_mPS2id-t mPS2id-target mPS2id-target-first" id="9" style="text-align: left;">
<span style="font-weight: normal;"><b>Zigbee/Embee</b> - это локальная радиосеть, отработанная временем и готова для применения. Точка входа в радиосеть - модем Embee. Каждое устройство, это и ретранслятор, который передает информацию дальше. Таким образом, имея mesh радиосеть устройств, можно разворачивать до 1000-4000 устройств на огромной територии. Дальность передачи на открытой местности до 500-800 метров между радиомодемами. </span></div>
<div class="_mPS2id-t mPS2id-target mPS2id-target-first" id="9" style="text-align: left;">
<span style="font-weight: normal;">И самое главное ни от кого не нужно быть зависимым. </span></div>
<h3 class="_mPS2id-t mPS2id-target mPS2id-target-first" id="9">
</h3>
<h3 class="_mPS2id-t mPS2id-target mPS2id-target-first" id="9">
</h3>
</div>
EMBEE Ltdhttp://www.blogger.com/profile/08283391653715760179noreply@blogger.com0tag:blogger.com,1999:blog-587063241041653161.post-25350064217803440932017-06-26T03:19:00.001-07:002017-06-26T03:19:39.483-07:00EMBEE NEIGHBORHOOD AREA NETWORK (NAN) <div dir="ltr" style="text-align: left;" trbidi="on">
<!--[if gte mso 9]><xml>
<o:OfficeDocumentSettings>
<o:RelyOnVML/>
<o:AllowPNG/>
</o:OfficeDocumentSettings>
</xml><![endif]--><!--[if gte mso 9]><xml>
<o:OfficeDocumentSettings>
<o:RelyOnVML/>
<o:AllowPNG/>
</o:OfficeDocumentSettings>
</xml><![endif]--><br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><img alt="" src="data:image/png;base64,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" style="margin-left: auto; margin-right: auto;" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><!--[if gte mso 9]><xml>
<o:OfficeDocumentSettings>
<o:RelyOnVML/>
<o:AllowPNG/>
</o:OfficeDocumentSettings>
</xml><![endif]-->
<br />
<div class="MsoCaption">
<span lang="EN-US">Fig.1 Overview of smart grid communication</span><span lang="EN-US" style="color: black; font-size: 12.0pt;"></span></div>
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:HyphenationZone>21</w:HyphenationZone>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>UK</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:EnableOpenTypeKerning/>
<w:DontFlipMirrorIndents/>
<w:OverrideTableStyleHps/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="0" Name="Body Text"/>
<w:LsdException Locked="false" Priority="0" Name="Body Text Indent"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="0" Name="Date"/>
<w:LsdException Locked="false" Priority="0" Name="Hyperlink"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="0" Name="Normal (Web)"/>
<w:LsdException Locked="false" Priority="0" Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Обычная таблица";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:10.0pt;
font-family:"Times New Roman","serif";}
</style>
<![endif]--></td></tr>
</tbody></table>
<div class="MsoBodyText">
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:HyphenationZone>21</w:HyphenationZone>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>UK</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:EnableOpenTypeKerning/>
<w:DontFlipMirrorIndents/>
<w:OverrideTableStyleHps/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="0" Name="Body Text"/>
<w:LsdException Locked="false" Priority="0" Name="Body Text Indent"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="0" Name="Date"/>
<w:LsdException Locked="false" Priority="0" Name="Hyperlink"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="0" Name="Normal (Web)"/>
<w:LsdException Locked="false" Priority="0" Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Обычная таблица";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:10.0pt;
font-family:"Times New Roman","serif";}
</style>
<![endif]--><span style="font-family: "times" , "times new roman" , serif;"><span lang="EN-US" style="color: black; font-size: 12pt;">Distributed renewable power
through the use of control systems microgrid, energy storage and smart
technologies needs efficiently manage decentralized electricity production. </span><span lang="EN" style="color: black; font-size: 12pt;">One of the important </span><span lang="EN-US" style="color: black; font-size: 12pt;">features of smart grid
technology that makes it smart is the integration of bi-directional flow of
information along with electricity, which can be used to provide effective and
controlled power generation and consumption. The components of distributed
generating that need control and monitoring are smart meters, inverters,
batteries, DC coupled subsystem, ets., All of distributed components have
different communication protocols from manufacturers and have different type
supply AC/DC, DC/DC, DC/AC.<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>One of challenge for NAN combines these
components into a single communications network. <span style="mso-spacerun: yes;"> </span>The second task is to ensure easy, fast deployment
and reliable operation with minimal cost for at least 20 years. Solutions provider
for smart energy network offers different type of communication like 433MHz,
868MHz, Zigbee, PLC, WiFi, ets. </span><span lang="EN" style="color: black; font-size: 12pt;">Each of communication</span><span lang="EN" style="mso-ansi-language: EN;"> technologies
for NAN has advantages and disadvantages to a greater or lesser extent.</span><span lang="EN" style="mso-ansi-language: UK;"> </span><span lang="EN-US">The </span><span lang="EN" style="mso-ansi-language: EN;">advantages and disadvantages of
communication technology can compensate for the technological and organizational.
<span class="alt-edited">Company Embee Ltd</span> found midway among the many
technologies that meets the simplicity, reliability and low cost.</span></span><!--[if gte mso 9]><xml>
<o:OfficeDocumentSettings>
<o:RelyOnVML/>
<o:AllowPNG/>
</o:OfficeDocumentSettings>
</xml><![endif]--></div>
<div class="MsoBodyText">
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:HyphenationZone>21</w:HyphenationZone>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>UK</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:EnableOpenTypeKerning/>
<w:DontFlipMirrorIndents/>
<w:OverrideTableStyleHps/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="0" Name="Body Text"/>
<w:LsdException Locked="false" Priority="0" Name="Body Text Indent"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="0" Name="Date"/>
<w:LsdException Locked="false" Priority="0" Name="Hyperlink"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="0" Name="Normal (Web)"/>
<w:LsdException Locked="false" Priority="0" Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Обычная таблица";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:10.0pt;
font-family:"Times New Roman","serif";}
</style>
<![endif]-->
</div>
<h2 style="text-align: left;">
<span style="font-weight: normal;"><span lang="EN-US">Embee mesh network is reliable, low cost, large scale NAN </span></span></h2>
<br />
<div class="MsoBodyText">
<br /></div>
<div class="MsoBodyText">
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:HyphenationZone>21</w:HyphenationZone>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>UK</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:EnableOpenTypeKerning/>
<w:DontFlipMirrorIndents/>
<w:OverrideTableStyleHps/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="0" Name="Body Text"/>
<w:LsdException Locked="false" Priority="0" Name="Body Text Indent"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="0" Name="Date"/>
<w:LsdException Locked="false" Priority="0" Name="Hyperlink"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="0" Name="Normal (Web)"/>
<w:LsdException Locked="false" Priority="0" Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Обычная таблица";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:10.0pt;
font-family:"Times New Roman","serif";}
</style>
<![endif]-->
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAV8AAAEfCAIAAABpj1K6AAAgAElEQVR4nEy8aZMk2XWe2b9rZJKJIojururKWrq5QUMtJEcaygQbgSNxRiaJIkGRQwKERLJBEASBRnfuWWtW7nvlErmvkZER4e733rPdxbfYssDu6qrWh/ngWTClXQu7ftK3iPT3Oe857pHvbO3sbe3sb2/tbW/vbu7Utnb2NnZ2N3e2N7dqW1u1ne29re39re29F9u1nd3a5OOp//hf/uR7//2Hf/z/feeb3/r33/qD3//m7/6Xza3jq8i0Y7W5VXv0cP5o/0JrTjTFmtraJJoiQ7EhbVgZVka0YaPZaAbNoFFp1BpBIRg0moxmMGI0G4MGQCNoYDCCRtAIGDGGwVgANoaMIdJoDIJBMKA1QkKgCBQaBVprnWiToFaYaBUnSiVKJ2AUa43GaGPAGGM0Gs1aK6OAEmQFqA0YBToBo4xWoA0ZRAMABgwYZQCMgQSMRq3IaABEUIQGwBAgoiLUDIbAIMZoE0KdxM2jg8PL+qlK4sZVGzUo1dyqbbajCAyAUQCGjCbQbDQaQwYINIFiowlADCBqMCCKWSMbQwYQjGhNxgAgGEAAMUa0ZgQ2WpQWrdkgaxaDFogACJRozWgsaCbNBBaBSQtqi9qiYQYmLWQsgSUUYkckiMRgCR0SAyGBEAiCAFhGIWa2jsghWSQSZiFLZIVExDFZJiZLJHzzI0JiyQmLiDBbYWfZiQhXi+KILbEVZiFhJMtyVb84OzttX9Zb7db56Xm71YzjOIrjOI5U3FZxFCdxHMcqinXUTuIoitpJ1EriSCWxilTSjuK4nSRKxa2k3Y7bcRKpOIp1FKmoraIoidtx3I6jKG5HcaziKI7iKEqipArGURxFURTFUdxut9tRO4nbcRK3kqgdqThSURwnSZxEURRFUTtO2iqOVRTHcZzEkU5i1VZJnCRxpOO2ihMVxSqKkihOklirCOLExJGK4kjFKo4gjk0UJ3FkkjbEkYqiOI6SJFbtKG5HOo4hjpMk0VFi2omOEogjE8dJ1E6SSL09tFKJTtpJ1FZRFEXtVjuK4ig+Pjg4Ozk4Ozg4Pj27aDSFrJBjdkzOirM2WA6WM8eZ5fSdh0/nZpfXN7f3a7tHO7tHtd3D7dr+Tm1vp7a3vbu3XTvYqh3u1A5rtf2dvYPltZU//+73v/9Xn00+evI7/9c3b/3ab3/jN//9D78/Vds9uahfNerNRiNqt1QUmTg2SYJxYpSCWFOsUSVkNJvqitUMWlBZ1AQatUEwhIYAwBgwhsEIGK4iUOHgLR0AGLSgtsaIMYiAaBgMGaONNqAJNII2WmujlVHKKNIGldFKGa2M0QAGTTU03UwUGqWrZdCqkj0qZYwyRpHWYoAMAAAioEFjjDYxgCYDYgyDJtSEBkkjEKICVAjGWjk9PXj+/DGiUUl7f3v3aK/Wal01LiPURrUbC8/mWs02GCBj+O3ZkNGICaIG0FS9HzSEBtEgVHDFipeMxhpNYAiBAAXIohHU1UcpRosxBISGrUFvQFAjKUIQMg6NkBYCi8gETNqisYgWgdkQAyEyUsUIS2wJq+GIGckyCbEgOUYhtug8iRA7YssiQp7YMQk7yyLMwk7ICrEgCzmLVrACgYhYESfiRNiRCDvhihuWuZqxs9K8OD87O203L9vN5vnZSbvVuBFiFKmopaJ2EkVJnKg40UmUJO0kiuKolcRtE0cmipN2nMRRHLfjqJVErTiuBBclSTuJoySOkiRSKkriKImTRCmllVaxqq4hHWuItUkSFSsdKxUlqq11nEASQRSrJFJJVElSt+OkHUftOGpfRa3L6LIZN5vt9lWzcdW+bESXl+3Lq3brqtVotC4vm5f1Zv2icXl+2bhonDcaZxdXZ+eN84vL87PL0/PG2dnF+dn52fnFycnF8dHF8Un95OTi6PT86Pjs6OTs4OTs8Pjk6PB0b/947+Bk7/Cwtn+4e3hYOzreOTrcPTzY2T+s7e6/2N3bqO1u1nY3arWNna31uYXHuwdbx/vHx0fn9aumCxRSSTPnArgUbSbiWTw7z+TonYODxvTM+qPH87MLa2tbe7WDo52D49r+0e7e4c7+4fb+YW3vaHf/eG/vuLZ3XKsdrCyvTk0+G5989F//+I/ufuOf/ca/+Pd/9T/G5+c3jg5O6xft+pVqtFSzrVqRiRJKFGnFSrFWbBQZzVqx1qQ0ak2gBDWTYqMFDCMwAKFBqOigLRp+SwcBYDQCQDcTbcEwIsMNGhAMgAZt2BgEbYwxRmvQxmjU+sYjaI3GoKksgEYwAAYANCrFCZAmMGBAGUhIxUYlFTZEawtAgIAIRiEoMhrMzcYMmkADAqFBUogaUREqRM0MKmpdXpwychKrg72j+vlJErcvL1tKKQQdiAgMGmSjxajKnhAkZJQAEGhCQ2QENIFhBERNoC2gGBAwAoZuDqerT0dAESpCQ2gEjEVgRDJojREDN4glsmgcakvGEViEyphZ1BaMM+AQhYAQLZIQCIFDsIiCwAQOSYgtkycSRsvIRJasYyvMnsWzWBFnxYt11nvrgrXBOu+8dy44Ww3vvQvWBxdSlwbv0xBSn4U0hDSkzqfOZcEH71IrqbOpbVydHp0cXV3Vo1br/OIs0s3ERLGOEhUlKk6SSKlWoqI4idu63VbNdtRqxVetqNFs1ZvNi8bVxeVV/fLqrN44Pa0fndVPTy8Ozy4OTs+Oj04O9o/39o/3Do52949qewc72zvrW7WNnZ2NzZ0Xa9trK5vrqy9WV9aXllfnV1bnl5ZmF5ZnFpZmF+cXZhZmp2emp6efPn/+bHb62ez0k9npp0+ePHz2ZPL5k8ez00+fPn349PGT2SdPnz1+9Ojx5ONHk88ePXz29PGjx5NPH089e/zo6cOHTx5NTj9+8uTh4yePpqanHk5PTU4/ejj9+NGThxMPx8eeTow/G598OjH1fPzhs0dT04+nZiYfT088ejo5NT318PnE+Mz4+PTUoyfj4zMTE3NTkwtTE4tjj+YnJ58/npx5PPl8cnR2cnz+4eTS5NTc2OjYJ3+zd7R1cnx8fnw5/eTxJz/+zk//9n/88Aff+fgHf/zXP/izv/jBn3/8/e/95IffG/7RX37y4++944svwPVOz5Kl5drD6bmniyvL23s7+8cHB6f7B6c7+8e1/ePd/ZPdw9O9/ZPa3uHmTu3x9Nzffjr1nb/++N3btz988H98/PHEkyfzO7WD47PLi0brqpVcRaoVm3YCsSKtWWvSGrUmrUgr1pq1YQVsDIER0IKKboRmBEEMEKAYY6vL2wAbECBbFRQIBEiAjEiIWGnEAIOpbMiNbCvtGoNaG2Nulo2pImAMakNGAxhADag0K2RFRidaJ0YpVLFWMSiFWqGpMIFGo0lioyPSCWsAo8EoAo0AQAZRISoExaBFazGGUKNoKyjGxFH76PCkfnmhdXJ51UoShUahSQA0gIGqpjIGQSPoGxwCIBAjWFQECYMmMIiGb0qsGyhQ5btIMygLiqsaDJUF4wAcggMMaCwZXw1GJ+jEeIFUKDCmQqllbzFYSB1ljn2g4Cn17IP4wD6wC+KDtZ6dBevReXKBJZDzhM5oVkDKoDKQKBPH0G6rZju+ipKrVtxstusXzbOzxulZ4+Ts8ujo8mD/bP/gaLd2tFM73j063qvtbm7VXmzXtl7Udta2t9bXVzY2VtfW1jbWVtY3llY2VhdWFp88Hjs83rtqXsZRe2PzxdzS9NLqwsry/ML8zPz8/Nzs7Mzi/Ozc7OzszOLS4vOZ58+fP382OzM9+3x+dnbu2fPZ2enZ508Xns8szs8tPJ+ef/p84fns0szM8tzCwuzs7MzTpdmZlbml5fnFjbnljZnV9fmlzfnV9ZW19dXVreXN2sr2ztqL7fUXe+tbe+vb+1u1o63doxcHR1v7x1uHp7vH57WTy72zq/2zxmG9fnx+dXzWPKy3jptXx5fRyWV0etU8bcZnV9HpZeu0EZ03W+eX7Yur1kW7VW9F9av4stU+byb1ljpvJ+etuBHHl0ly0YwuLuN6U9UjfdFS9XbcaEetWDW0rivVaOurlmo0sdGGpjKNNjbbqhnDVUJXCTaVabag2aSrhBsRNa+w1U4u61vzcyfHe6eHBxdn9dri6sbI1MbI1PzI1NL4s/Wp56uPZ188W9yfXzldXDtdWH2Hiy84f2WLLyQbNGO7tXXw9Pnik5nV1Rd7u/tntaOzvaOz3aPT2vHp7sHpzv7J6s7uw7mF738y+Wc/+qt//O4vff0ffeMHf/14eGLq44//bmvr+KLRvLyKW23VinQ7MVGCsSKlURlUxujKpGs2irVhZRAMgRbQVRNBwIgGq4C1EWPEaDFatKmoYdGIAQYwgGiADQIAArAxbICqMl8bbcCAIaOxGtpoYwCgsu2VotFoo7VWoI0BoyqXoU2itI61VkZprROjNGhjlNFKG62MNloDKmV0pHWCGozWaBRpBfrt/oxCo1gnrLUYEFOVBoZQqbh5uH94dnqWKFVvtFWSECQEGkARKELNZCwaISOMwsaysYzC7IWCJWfRW3COvcNgIQg6C84p58A5dA6tRXGaxaBopgQpMZQYaGtsa2wp04x0M1ZXUXx52T5vRGeN1nH96ui0vndytnd6sn98enh8urd3sLm9t7m7t7W7u7m3t7Wzt7aysbSytrSytrq4vrqwsrC8OL+8OLu4MP38+ZOpiZGxsU8nx0dnnj2ZffJ05tHT+WdzC89n56enl2bnFp88m3/2bHF6dvn5wuLMzMr0zMrzueWZxZXZxfXFlbXF1ReLy1uLa9vLm7trm7vrm7W1rf312tHm/tH2yenO4Unt+Kx2enlwdnl8Vj+9vDi93F9buzg9bFxdxFF8XDusrW4dvTg43T44qR2e7Z2d7Z+dHV5cHtUvjy8ap43mWSM6bzYvovZFous6udRJK9GtBCOENnPEmBApZmVRCxlmEAa2KIJswXkMjp3HTDATDo5CoMxzEJs6Sh2nnlJHqSXv2DlOmYOwF/aWPKNnrJotjsgzBUFP6AkDoyUURi/ghByDA/JAnsASMZMQOELHFdLBoSECJBQESyAEloyHqr42FoxUyYIq52csgSBYMkJAbKoJk3GshY1ijaapdldWTk8OLg4PLi7rFl3JobRSii9tXtpQSlpwlnHI2GZs38HyFRevpficO69s540vPleY7x415xe2p2c2ltf3dvaP949Pd49Oawcn23vHKzt7U0sb3/9s6i9+9KPb9+//wj/86Pt/83BsYnris+na1vHJef28ETVa6ipK2pFOYhMrTBTHmhNFWpFO2FRdSVN5BwTNRgtoMZoBwJifV99VD1KMEQALmjVAAmQQjCZjSCMYQ0bRTcGuyWgNBjUYY1Ar1tURjdFgjCGjWWtQ2uiqqFRKG6W1MYqMMtoYZZQxsdGJ0UorMIqq2gQUgKq4olkb0NoYjQZIqyrVG0gAFKImMozGonYElkmYmFEEnEUD8dHxYaN+rhNVb7ZjiDUnysSRbsS6GSWNVlxvRpfNuFFvnp9fHp9eHZ83js8uDk5O9/ZPdvdOa4cntZ39nZ3ttZ3t1e3a5sbW+vLKwsrqwtrawurq0uLi/MLs9NLc7ML8zOLczOzs7Nz0zOyz6Znpx3PPn848eTL37NnMs+nZZ4/mHk7NPny08OTp/NNnc0+eLTybW362uDq9tDq7sjyztDK/ur6wujm/vr26tbexvb22fbC6c7i+e7Sxf7C1d7Z9fL57erp3dLS9f7xWO97cO9s7iU6ayWmkLhLd0PpKQ9NQGyQmiUkiFsVkxGnnjbVoHXhHqeXgJAuUecmczbxkXnLPWZDc28JLbm0mNrOSWnFWMpH06vzs/PSo2TiPogSNCzb3kjmbOpt7m1ubOU49Z1ZSlsA2FZuJZMKpcCqSCqfCgSUVCkKBq9XIM6XEgTkwOWLHbIkdsEf2Qp44AHtiJ+yJPHEgDsgeOQAHZM/kGAORZbZEntEjeUSH5IAdkUfyVbuWbuI3EaJA6IE9UiB0yI7QY7U5+WrO4AksgkXweOMCq0ULaNE4NBbAIfi3VaCr+ILoqBo3bSViQDaMrWRnZfn49PBk/+D8sgFoBYRN1bEiMcQgBJaNFcMW8B0qv+Dycyk+5/IVd15L+aV03tjyK3SDs7pZXt1/Ore6sLj5Yud48+h8++B8rXb0dGXjb0Ym/uYnn/7ab//m//YPHvzlX46NT84sLm5ubx0dHl+cN+J6SzdbKop0HJs4wbailuZYkVKgFWqDiaH4xn3zzw1C1ROs7gcYjRUywFgDVQOStEGtWWsxikGJMayMKEVak1EImlEbo1kbMspohfpGzqQRNVS9CQ2AAAhIAIRogACJiICYiRFFIxtig0zIRIJsAQWAASUBigzFQFqzikwS6VZkmpFqtpPLVlxvts8vW/XL1tV5o35+dXlWvzg6Pz4+Ozg8rx0d19Y319bXXkStJpLZqe1OTEw8n56defL86eNnM8+mp589mX78dO7J85lnz589fjb3eHr++fOlZ9NLz+eWny+uPptbnZ1fXVxcXVhdX1jZWVivrWxvrWy/WN08fLF9uF3b39o92jk82z65qB019k+bx/XGcePq5Kp91oovrpLzKLlUqpUkV1pHimLEWDhhUWKVszo4CA6cx+AxdZyKpE4yJ5nj1EnuJfOSBkm9zZ3kVnInuXO587l3ebC5k9RyZim3nIpkYjMRb623EpgDixcbWDKRVDgIpyypSFppXmyGNkNJ2WZiU+FQBdlmIilLyja1HCzL1fn5xcVJ8/K0FSuDKUsmHNAGkpRsShLoZrcpSQqSoqQiqUio9iOcCmckGdnAElgyFi/imANLyhxQPEhgDsQe2INU8ZQ5sASUgJIipyQpcwAOIIEkkHimwOSJPXKo5lxRgANTIAxAFsWieGSPFAx5pBtMAAfiav2bCFKgymtAIEgRHKAzmKLxBJUH8QgW0BtwAA7IVlBAeDvBm/GWLISA1Y0p04x3VpZOTvYP9w9OLpsGrICIFjGWjbCxZCyAIDIZEUPvcPH3nH/O5SvqfCGdV1x+SeUbKd5w+aX0XmH+s3rk1rZPn8ysP1x4Mbe1v7p79Hxj8+9GJj/+ySf//Jv/5h/9g4/+8rsjn008ez67uvXiYP/w/Pwiumyoq5Zqt3WcQDvBdkJtxdFNe1KMJqU5NqwNayOJEWNEI2sUAAvIiAxgkRyi/Tl9iUWLBa7+DB7JIVsj3ogDccBimKtef4KQGBWDSrRqK32l1FXSvlTNRnJ11W5cNBunV/WTy4vj85PDk4OD08P986Pdk/3a3u727u7W/s5WbWt758XqxsaLrY31zRdrm5tLy8uLi6vLiwtzs9PP52ZnZ+ZXZhcXZxbmZmZmnz+fn51fmJmbn56Zm5mZn11anF9dnFldnl1dnlvZWHixubCxtbSxtby5sfBif/ug3bw0oA9PLnY39hsnV82zqH0eJ5eRbirVNrqFGCHGxDFZJWwEwbHx1ngiT+SEg5XMUuowWE4tB8/eVkFOPWWOUrYZc2BOmTOh9GZwTlwlSU8UiLObzMk34iEbrAThlNiLTYVT+7+kXKoEZjO2leQythm6VGxqJSVbNbszkcxKsG9VKpKiTdkGx6m9oUZuq3xuq3WClZwkR5eRzayt4JJam1vJRVJ6iwlhe3lxfnF+0ri6aMYqoUA2FZsypygpusA2JUlJMpFA4is6YPXWJJBNSVKRQJKiBLn5fByJIwksgSQYCYYDcmAJxN6wNxKQUiaP7LX1mv0NFDiYG08RiD1LIA5EHtkTe2JL5Ak9kQcKhnJDqWFnKAA5oADkDXlgD+QMe4MOwUGFBvSEAckbdoAewAM6jV6jMxQMZoSB0AM5AK+xEohF4xE8VHzRFivtgCNTUUMQGMGhsboV7SwvHh/v7e3tH9WbCbAYFm0JuLoDRiAIzIbZMGl5R4rPJf+CO6+w87l0XmH5ijqvqPsKyy+h8wo7X9ryDZZfXJly/eDq4eza6PT8ZzPzPxwb/4u/+/Fvf+vf/uN/9OH3vjv82cTzmbnNze3jw+P6xWXcjE0zwabGtpYWSoSUIMUoMUiCkpAolDZJBNTS+krrZmIacXKpkstE1aN2vdWst5v1xuXpZf2oUT+o1w9Ozg9PT2vHR7Wj4+2Dw43dw7VabbO2u7a5s7qxtfZia2l1fXF1fXHpxdzS2uLy+sLC8szCyuLi8sL8ytzc8tz0/OLM0uL84vzCyuLM2uLcytzsyvzs8vL82srC5urS5vrK1vrS9sbK7s5qbW9lb/fF3t6L/cPto6Pdk4Pdk8O9i9ODxsVRvX7UqJ+0rk7b7fM4uVKqpVVTqyaaNpqIdGJRBdaWdCo6s5BZzBwVjgqPuaBvttqNqzOTxFcxJMoJZcKZUG6rJFkpUAJXGZhTlhRvMl4AG9CmVEmLQnVzoLLEdKOBlDllytFmYKtg5atzkoy5YM6r1UQylhud//y4XInTpiKZlcxKJpKLrYiQk2QVHaxk9ibPZ2Qztqm1KduUbGZtLjareFGxgGxONhPJmHNrM5ZANpP/Ra5cTWyGNq12VeGApWDpkGRsU5KMJBUOFxcX56fHl/WzRiuOKYDNKrOAEsAGsoEkVCxA64FTI8FIQA7MASWYm8xfrVYhIJi3FgA5GH5bOEio3IHhoCVDTpG9skFLFbwpKwxVVYYDqtKVJ/LATosAeUBH7A0FjSlgAPIGg2Fv2CP5qt1gyGsOb+cBySNYRGfIGXKaHKAFdBqDRmfQG/QAHsEDOjAB0AM6gw7Ba3RADtC9LUAcogewaByAgBEDYoBVO9paXjg42NnbPTyuNxVaAmEQMoRg0AABMTBrywbJ4DtcvOLyFRevpPiCy1dYvqLySy6/4PILLN9g+YaK11B+iZ2voPyqxb2tg8b49OL3/uIHf/Rn3/uX3/q3//CffPhf//Av/vJvfvLJ6MNHzxeWVl6sbu6s7tQ2dg/Xawcb2/urO/trtb2Nndr6zv7a9v7q5u7q5u7ai5219a3V9drS2oul1c3lldryys7y6ubSysbSyovVte311a315RfrK7WN1e21te311b0Xq3uba7XtF/tbGwfbm8e728e7Oyf7tfPj/bOTWv1kr3F2eHV+FF2cRfWLuFFXrUvTvFStK9Nuo2qzaTudeJU4TAIab0yKkDHlhAVDx1IpUlhbOuk67rArxXbZ5uJycTnbLrmCXcbSZdtlW5Ar2eUiqUhupagkJFKIrTJkaW3JNq90RZKLZEj+qhU1rs5MErVjjrVHyUmCSIYSyKYoWaUHlhxtQbZgm5IUlkuWjGyGkhPfKLDy3niTtwNJijYnmzFnIHnFEb6x3BnYnCQXSVlylIJtzjZFqRpPGdms0rDc0KEQyVgKklxsyjaHG+ef3uBJcrIZck6Ss82qBkF1VpW2b6y+zapDiORos+pM0GZWUrEBbIo2BZtWNQXawDaIpCjVmeciBcqNHQAJhP7i7OLs+KR+cdZoJ4pSkBQkoGTAmZEAlfnnYCQ1nAIHJd6IB0mrBgFwCpIRB8MpcIrsgb2SYMQje8MBKRB5w6nmFCgFSg0HxUFxCnyDBqRckwdKiYPGABQMOY1ek9cUDAVDqSFvyBt0eBNMAUMleMNeU6opVZRVE02ZpoDkNTp9YxwcoAO88RQanCYP6G64QAEgaHRgMoBMY2owBUgNBDAewCH5ig4ADsARBAQHYA1YNE63YXv9xenp8dH+ydlljOAZhAzfdPgNoiECwaqjaegdLj6n4gsqvqTiSyi+xPIVlW+4eE3Fayy/xPJLLF6b8rUp3pjiDRSvsXjd4u7Ccu3j7//wt37nX//CP/7lP/n9j3/6o9Hhnz56MjE3N722uLS9tl7b2TypbZ/Xauf7B/WDo9bJSev8JLo4i+tn6vICruomblCrye1IVMupKOgkVSpolYHJEQo2JVHB1GPusnRJeiJdKx3hnpW+dT1xXfFd67pOutYNrOux64rrie2QK8n1xHbEdth1xHatdNl1yXXIlmi7ZLtoy2qQLaz02JZYEcF10HXQdtH2yRXgMnGF2A65AnyGtoOuRFeyLdl2yHbIdqwtxBbsMrSl2NJKKVKKK9HlxuXkCpYuSWnINVvtev0siVqtmBOToqtkU4k8J1ugLcB2wGZkU5bcSsaSs83lrYb5JidnYnMrBUmGtkJATrYQm5FkaEu0HbQ5SQo2Q1uALUhy4UpsBUoONgPJWTLhjCQnm/KNocgqxpHNSXJyGdscXYY2Z5uhTdFmLHlFHJZMbGU98qo2wWoryYhTlOytsc9RAtoMbIlSVl4AbIbuBlvMOdmsyuoowdgUJCMpiQvkFLgAzojc6cnJycnJef2s3ooVpIZSw6mWDChFDsg5UgrkDWeGc+QUxBtObwoE9kipkRTIa84N50ApcDASgKusXnmE1EiGlCHlhnOQHDhVkoFkwBlRhlQYSUFS4oCcImVMKXGOHJAzpoyoQLop4ohS5JSoupJT4ow5RU6JC7aFcC6cCaXMqVAg8kiZYCaUWk4tpozBghMIjM6iF8wYU6YgGJhSpoy5EMqEUuFUMCVwgt5isOSFgqMgVC06AesxBAxWB9u2YixpIeXEONZCWsAQAJNmUgRGAAgNs+F3uPicyso1fAGd11J8wcUXULyC8jWUX0L52hRfVWgwxRvIv9TFqzj7++OEVnYPvv2dbw+9+8+fTNUOD9vHx9Flg9qRj02hsSTsMvfQ9tD10Q3Y9cX2yQ/EX5Prk++zvQY/QN+zri++T65PrseuL67PrseuT67Ltk+uj74PfkC+R65Hts92gK6Pvgu+S65bBcl13+6hQ66HfoCuT65Xxdl1IfTQ9dB1wfXRdtF32BfkC3JddH12XXQd9D10XXJd8H2yA3I9siW7DvguuQ76kirEVMN20XXQFSLFWyR1xXXEluS66AvwObiSXUnSBdsB9s1WVD8/bbdabeVik6FkYDNwBdkCpUO2Q65E10WXs7sXgPYAACAASURBVGTofq6cvEIDSV7BAiWvaniyeWUfWAqWvKID25xsibZAm6HNyRbgcrQ5S4aSk3RACuUytClxRlygdFBy5mrbjCVnqXabo62UnCN3LBcsgSRDziu+kKRoM7AZSIbVXEqUDnNZ4QNsjtVBOUPJUQqUjpEuSElScGV2pBApWHK2GXNONgWXoy3ZdsX2WDpgOyglS9ZsxK1GO7qK2m00XLCULAW7wkrOtrC2Z6V0tmCbkS1ESlsZOpuJzcXmIgXbm1sVIpm1mePMU+Eps5R6m3mXe8k9pynnqStSX6SuyGyeuSLzWWbT1KZeUm9DLr4UV1hf2FBK2uGsZJ+LLyR0bFq4rGt93/qupB2bdW3edWVXso4NpUtL54rKkUrIbZpZX4jPJKQ2TW2WSUg5pOQzDBmFnHyGIdXOGhd06o1zRjJFQbM1PtU2VeiNeINea68xVZxFysdoE4YYRKFNUCeKE4QYTAQuFmwTJmAV2ZiobUhVT88QGkItpG9ulIJBNPAOF19SeTNM5zUXr6j8AjqvTPkKyjdQvjHlVz8HhC6+1MWrOP3i1Pit44uPP/nLX733rYXZy8MLddqgeuzbuoig1NwF7mjb13Zg/A0gwA2M76PvUxhAGBg3MKGPvo9+gP4a/TWGAYUB+2sMA/TXFSkoDKh6TQfkB+T77Pvo+xh65Prs+hj67Prse+T65Hvge+D74AcQ+uD7JvQh9MlVwT6Erg498H0Teug7FRp0OoAbPHXR9yD033KnW8ECfRddF33/La266Lpke+RKdBVfeuRuYMGuAFeCK8F3yHbZdtB20JbA6VUzqtdPo3bU0jYyniQHm2mbG5uDLejGjJTGlWgLtgXaAm1VZZRgi4ojZEuRQiRnKcjlKClKzjeRqr7IUXJtS21LkIK5QJtpm2mbVxIFKRObgU1RciMlSkG2I9ITKa3NWQqyBUlBtmRbyM1rz7q+taW43LrSuo64rrUl21JcWVUoYjNnu9b2nO2Iy8XmTgrnut51g/SDdL3NnS2D63rXD75MfZG7PHNl6oss5IUrSltkNg02zVyRu6Jwee6KPJR5WhSh0w2dXuh0Q9HxZRmyrg+9kHVD2nFp6UPpQyfknVB0fNr1addlpQ+5zwqflSEULi18mYe88Glu09yF3IVMcs+5q75TUDU+OLWYKsoMpBpc27gL7a6Uq8dy0pbjlpy06Khl9ptYu5DNBmxems1z3rqwLy5ko85rlzxzwUsnPHdqZo7x2ZE8PpaxY/zskH+8Rz/dhh/vqB/u6B9uwPfW9Z+u6z9bVX+6lvzZsv5vS/q/LUffXkz+83L07eX4vyzFf7iU/MGi+uMF9f8sqP++2k4UBrDeWK8IF1elXveU2pWa3dlJ2fPhhVpeTA2kl7GZnQ+tmJs4P7sXtwycJdMLNQHZXztd3DjKlJub3juoNwOSbSO1CZUYzWC4egq5erAADVWdiHeo+JKLV1S8puI1dd5w8SWWr6HzGjqvsHyDxVdY/E9TvNHlG1O8MeWXOn8TZ69OIWweX/5g9Ee/8avfWlq4PLrCsyu6VKFtigR7SnrK9bS7Nu7a+L4JA/DX4F+iH1AYULhGfw3hGtM+hj6k1+ivyV9zuAY/wHAN6TX7l+IGFAYmG5Dvkx9AOoB0AGGAYYChj6FHfsD+Gv2A/IB9n1wXQt+kAwyDCgTkeyb0dehBqBjUh9A1vg++UniP3ADdAHwf3LXxA3Id9D0IA/I98B3wXXR98JUB6bLriu1VDgVdj1yPXUm+INcB20PfMb5El5PrgOsa2zGu+3M6gO0AZlfN5KJ+GkVRS3HbeJYSpNC2AJsZl6Mt0HaM7RrbRVuSlCQFSV7Bxbhc2xJsh6QUKUlKtF2UEqUwUhpboOQkOUiBtkJAV9uyWgEkA6k2L1lKkp62HW1zkExLhpyx5MJdz2Vm89zluS0zm+U2LWxe2LJwWemK0ne6vuy5oufLnu/2QtkLedd3OmlZhqz0Wemzju/krtvxRSfkpc/zUGShk6dllnYyX6a+CK5gKVE6xEFzFlGIKG2acKXDpfKnyh4pd5z4/bbst+1+0++13IuWXb+SlbpfvggLdT9zGZ6d+qcnbupYxo/t5LH98bH83REP79Kn2/I3O/Jxjb+/zd/f5B9sme9u6T/ZgG9vwh+uwR+vwrfX8Y824A9W8b+u4B8twu+v6G8t4u/Owv89a741o//Dc/WtGf1vn5t/9cz89tPkd54m//qR+qeP9D99Yn5jSv36Q/XRlLk/qX9lXD0Y1/dH4cOR5KNh/eGwGhqL3x/XH4zoe8P69rB+b1jf+iy582n83nDyi5/FvzTc/tpn8bs/TW79NHn3s/jrnyXvfxa//2n87qfJ1z9J3v1pcusT9fVPkn/ySfTuT6Kv/zT6pU+iDz6J7nwSvf9J/O6nyS/+JPk/H7ZbbQgKnXUZB3w6485PM1vI3Au7vOrJS+0Unj72BtKztp56FNpN16Lpqd3LpnZ18/DhZpLQ1YurR892UrSni/Xh8c3aRV1ibSMCdfNtQQAETaAENKFG1mQMvkPlKyo/h/IVvnUQWL6G8g103mD5FRRfQfmVKd5A+ZUuvzLFa1O8Udmrc8xfHDf+euIn3/j1by0uNk6adHFFDZW2saOop2Wg3ECHl8Zfg7/G9BrSa0x/RuElZi+hWsxeYjrAtI9hgOEawzWFa/DXEK4hvaZwjX4A6TWkA0wH5PsQ+pBeQxhAqIzGNfqX5CtYXLO/ZlcRpI9+AH4AaZ98H33fpH2TDrDyHa5Hrm98H3wPQw98H/2AXB/tAG5k3wffB9+D0DNv6x10PfB9dD10PbQ9tn10feM64EtwBdoeuJ72Pe274EqwPbR97SoLUILtGdcBV2hML67i0/PTq1arobkJAbkEKYwtQUojOdgMbQm2g3IzyBYsHZAeSpdsia5rXJeka6VHrkO2x9Jn27shl/TY9pztOulY23Wu63wZbJ65Mgtl7rqp7+WuG1xppUPSNVIYSZUUQBkaxzookzWS9DwJR4nfT+x2y281wlYjbDbDi7pdq7vZU/f82M6c+GdHdvhUfnpsPz20P9mXv91zf7fLP9mVj7ftdzflTzf5uy/oj9bpP67Df16C/7SE/3kRf28Bf28ef28OvvlcfXPG/Jtp/TvT+FvT+l88Vb/xRP+zx/CNR+Ybj8yvPqJff4QfTcKDSfpoEn5lUt+b1EPj8GBU3xnF98ZpaIzujsK9UXx3lH9hnL4+CrdGzZ1huDWM7w+bd4fha8PwS8Pw9RG6PYxDo/D+Z/BLw/CLo/T1Ef31EfPeGLw3Zt4d0e+N6PeG1e1RfWsE3h0x742YDz7Ttz+FDz7FOyP47ijeHTEPhs2dYXNnWN8fgbsjeGsUb4/h0CjfHsUHI+bDYbg3bG6PmKFhGBrRQyPq7oh6MGLuDuuhYXNn1AyNmqERdWdUfTCs7nymhkbNByPm9igMjej7w+resLo3bO6N4v0R9WBM3x4z90f03RH14WfJr3ymf3UYPhrV90bVe5+qf/c0SZTLWgpm5szjKf2d79LMw7RxFmbn3dpKHlJ/1DBPnnitQtPgoxl3cZYndvHZ/s5pvdR+7lFt9+iiaPOjsc3ts0aPwvH8xZPZXRMZaSNqAcNGAxhjNKJiVASKSDNofofKz7H4HIpXWL6GyjWUr7HzBjpvoPzq50OXX6nyDRSvoXiVZK/OsHxxfPWDqb/71f/93y0tNU6bUG/aps5b1I9loOxA+2sdrqGyA/7apC8h+xml15i9hOwaww0yTDrA7JrSawhvR/oS02tMB5AO2F9zuJlD2r+xD2/LkIoUJh2YChlhgGEAlVMI1yYMTBiYcFNcgO8bPzChb3wf0oEOfQh9dH0T+ib0tO+DG4Af6NA3bmD8wKR9E/ro+lyJ3/WN64Ptg+uC6xrXM64DtoOuq21f+77yPWN7KF2UHtgeui66DtkO2p5xXbQd4KLZgvpFK4p0ZLIEC5autT12HWtL67rWdazteNdzru9cL3Ud77vBD1I/KHy/SHtF2s+yXpH2u2mvl/b6ab+X9rppv5v1ulmvzAZl2i/DoPC9LHTT0HOuh66rpKOpSKhzxf0T3W3q0mFhuWMkU5Ip6WjOUHtvsr/dwF9/SL/yBH/1IXw4hfen4MEEDI3rO1Nwb9wMjcN7Y/z+KA2N69uj+mtj+Atj9PVR/PoIf21UfmmEbo3C10bgvWH62gj8wrD+xU/1ez8xt39qvvaZee9T/bVh9bXPzK1hvDUMH4zgu+N0a9TcHcbbI3x7DD4Yxw/G6P4o3x2nu+N4Z5JuT9B7k3xnAj6Y4FuT9u44DY3TrXH5YEI+mLRD4/buuNyapA8m6ME4fTQGD8bxwbi+N053JviDMRyakAeTcn9Sbk3g3Qm8P853J2hogoYmcWgShibg/jjcHzMfjZkPR/HuGAyNw4fj8OEIfDRG98fx/XG+NU73xuijUf1gVN0bg3tjPDTKt8fh7gjcG8WhUXVvVA+Nwe1RuDcMd0dgaFTfGU/eH9N3R+DOiB4aNXdGzJ0x88GYvj+s7wzHd0f0nRH6YMTcHjNDo3BvzDwYNQ9G4MGIujei7w3roWEzNKI/HFYPRtSDUf3RqLk/qm+NqG9NJ0rbLEK3cmYX9+HjH+nvf1/Gn+o/+SvznT/nna386IiePk7jpjcCz+alVitI9pYuZlaPSklPli8fzmxlVqJaa2R4e+es3nHSpUCRxtiQFqieKr751jJW3gE1keJ3uHyFxZdUvKHiS+y8hs5rLN9g+RV0XkP5c0C8MeUbKN9g+UYXr9r5F6fSWTtu/PXkT77xa9+cmz07b8JlyzVN0aZB217H/tq4a7B9CNcQXmL4mUlfYnhJ4S0d0p9B9hLTlxiuIVTVxADDANJryK5NuMZqQ/8Sw+Dtr6rK4rqiA7yNmNCHMDBhAH4AfmDCwKR9qKDgb17fUqCvQ1+Hqtzog+uD72vXuyGCGxg/0L4PdgBuAKGPvg9uQG7Aro+2D67PbiD+Gl2PbI9cX9xA3LWEgfi+933vr71/GcLPQnqdZ/0se5nm13n+ssiuy2xQpP1Odt3JBp2s18kHvexlL+t3s34n63bSbppd+7TnQteHa7EDtAOw3Vg6V9y7wP4Jdvags5OUW0m+HnXnr7pPL8uJi87wSf7Tk2z4MP/b3fIvat0/rhW/v9n5/bX8D1+4/7Tmf3ex+FeL3X++kP32jP3t2fDrs9kvP/E/2HAp90Q6ivNE8kQ6CWcIzpv0z5f46yP0/gS/N8a3xmhoQoYm7O0Je2eCh8btB+Nya8LeHvf3J+TBON8bl3fH7J0Jd2fC3Z20Q+P2wYS7OylDE25o3L8/KXcm5O6EHZqwdyb4gwm5Ncl3J/jeuHw4Lh+O2aFJuTeFD8bN/TEamqS7k3RnnIcm3J0p+WBSbk/x0AQNjdu74/b9Sb4zSR9MyJ0Je2fc3Z6Q2+P8/jjfHrdD4/beON0fww/H8P44fTgJ9yZoaII/GOf3x+3dSX9r0r4/SffGcWichypATMLtCbw1RXcn8d4E3R2XO2P44ai5O053J+j+ON8btXfH7XsT9P443RnnXx6joXG8NQH3x/HuOA+N44ej+GCM7o7hgzG4O2Zuj+IHI3B7DO6Nmntj6r0xc28UPhox94fN3RFzf9TcHdX3R9SD4fijEX17jN4fxVtjcHfM3Bs1QyPwYNQ8GNV3R8y9Ubw/jL/ymbk/qu+M6Xuj5sGIvjuqPhhRvzenlLa5cWnolEU/bB6F2kFpO8Vek/78hzL6VH4war79nXBeK1JvlzZpfillVid6amo7SUzZts8maisH5z0f1G40Nbb544erc7UDUBqVAkVGMWgGA8Zw9d8IQJMxBEre4eIVFF9y8brCxP9KhAoKpnxjOq9N+caU/xPKr0zxVZJ/Uef+xknjrydHvvHgd58/OTuP6bIlbZUn2IvsdeKvjbvWfqD9NfjPIfwMwksILyF9CdnPIPuZST9X2UtMfwb+pQnXJr3WWVVuDDCtHMFLc7PVtUkrm/CWDuHa+AH4fuUOIFRQuFG7uTEgA+MG5Abor8EN0PWreoT8tfhrcQPy1+xfSvqS/bUN1yH8zKV/77O/T7Of5el1kb7Ms5dF9jLPvyiKzzv5oJtfl8V1t3jZzV8W+XVWDPL8OssHPuvbbEChB76r/CByvabtNbh/hv1jGOyY/nrSXYk6s1FvoT2YbvSfXvYf1TufnJY/OOz++VH3T/Y7f7qdf2e7+ION9P9dyf/DavHN1exfL+S/tVj8y8Xwm3P+Xz4NvzbtHzwLv/w4DD10d6f43oS8N+XfexjuTGXvPcy/9jAMTbjbk9n7E/ntify9ifz98eLWVHpnMr07ld99WNx6/P8z9V7djVzXtrB+2B332pKaROUCyFbrSLaPJacrh2PZluUjR9mWZB0nZcmhFZpAJaAKiZnsZg5NspkjgAp778oBgcgkW+7vgfId3xj1UA/7dc8159pzzeWSGY/JBGTGJSXnz3OeC+sIRSoMytAvw6AEPEOzvIr3t2lEcJARLUawaMGiBZsW7GHeYkUTEy1GsCnBjgkWLZhxATG8iQl2XDBp0WRERIkWK1i0ABgJxUWLkVxacqi0RYnmsABYwcQkmxWsuIASAhriTUZAjAAoTmc4gIuQFE1MMnERMSJiRTMuWAneGuZQQrRjEqIFRIomJZiMYFE8ivMWIVqYaDISokUzzoEED2nBHObRMI9IEWECpAQ0zJukaGKiSfOAFCElQEo0aAEwHKAkQIsGIwJSQpQAhgRAC4gUEM2bNGdRAozxcECENI/iPKJExPIGyxuUiIZ5kOAhzcM4B4ZTGsNXYpxOfCFDDJLTSE4nk2oipbJJDU+q1EiJTVbiycq1EmFSGsEDmgPxEY1K6nTSGEqpwyl1aERjk8bwiPH0iMamNJbTbo6oN5OVOFdh75R/NarquhucltG9OXt5wZQVI5fxLBSVgTk+E52dhaeW++m4+uvfgclctLkJszn79DjU3NncxujdB5FpwS1tJHlvdn3Pd81axT5YOF1bPTQqOqioRhlc561oFaCqhqaC68akpkK9gh4DYc/w+3rQ16v/r9dwqUZXavBvmAiutPBSC6/U6EoNr9TgsuJ1j+3a3Pbx+xx3c+jFbPb+zinYP7ZP1ODMiM7M87LVqJjnqtWqOE3dbWpOU3daqtvWvJbmtXW3qTktzWkbTltzzyteU3Paun2uu03dbVz3FHSnqTst3e4Y9rlut3S3abgtw2kDu204beA2od2CThM5bWR3LbdtuW3XbTt+x/Fantfy3Hbg9kO/H/g9P+h7QT/yW2HQrvqdatj2g5brtyyvbfld6Hd1u1lymqdO89hsHqDWFjxf18+X1eZSuTZ5Uh89qheP6sJuNLIbfLod3t4M37pf+9396NXV6Ddz3q/nvFfuBS9Oh9+YjL49GX5zNHiuaH+l4N7KhUM5j1HcRNrF0t6NTETIPpnxKSnApOAJKRiU/EHJfzwd/K+MPyiFmOgRUkBK4Y20fyMT4Okwlg4wKSTTASP7rBzE0x6Z8bCMx0gOnnYp2U9kQloJGSVkM35cdocy3s1M8FTGv5kOWNmNKx6lBKTis4ofl/1Exo3LDi3af5hzbFgzUViGfgl6ZeifAc/QHd8IP7qLMAHRaYuRbEZyCNFmBIsVrEHJJiSbSluEaMdEkxQhKyJSNEnBHBJMSrQw0SIkh5IsTIK4ZDKSOSRaccGmRJMUUVxAQ7xJiRYlIkYElAgYwRwSEC0hUjBJwSYkmxQsXDAJyWIkixWvKYmNCRYlIlZAlGhSAmBFkOARLSCWR6Rg0rw5JEBaNBnRokVEiuZNHsYFRIgmKSJWRHEBxQXECIgQTUZEtIAIEdKSMSzAuAhpETI8pEWQEBArIFpElIAowSIESAgQE9CTIqRERAowzqEhHuICxEWUECAjIoaHiSQYThlDvEaJgOH04aQ+lDRx3qBTOsHpFK8RKT2W0uPJCptSmZRKpgCeAkRKIzlA8SCR0uNJnUlpiWRlOFlmUxo1oseTWjypsslKglNvJtXhlJbgdGJEe7lYNnTTOTwFwiTkiuj9VPmXb2qfjliFov7h36ytZd+L/O0K+mgE3pHA31Pwf163FkZ9E5kHMD2ytLy9V7NsY8uQkwt38ourW4cVVUcGAGUVlK7TS4D274wFXf1iSFJXoabCx4ygpwc9I+gb4YURXhnhpR72teBKjb6AAy26UsOHWvi5Fj3Uwist7Ja99pHbXNwpfciLN6kfpFPr+6fO3mlwqlXLsK6azYp1rjltw+5qbkf32obbBW4Pen3D6wCvA70e9PrQ7SK3j/we9Hume2F7fdvv2X7X9Xuu33P8vh9ceuFlGHSr4YVf7YfViyC89MOeF/adsOMEXdPvIa8HvZ7u91Xr4sju7NnnO6ixCdrLWneh3JtVO5MnTfm4nT7q3jlsfbzb/Gi7/v5m9Q+r0c9XolcWaj+7V3vpXv2FqfDbE+Hzk+HXi8HXc95w3ovnPVoJGCWg0z6T9phMQKSDgXTwpUxwIxPE0tVYJsSk8EY6HMhEpBgOyOGAHOGZCEuHdCai5AiXo5gSUOmQlSNcDolMyMhBXA4ZJWRlj5H9hBwwckDIPqUElBxQchjPBsNyyKQDUg4YOaAUn5JDOhOysh/PhAnZj1+fl31aDqiMz8ohpYS0HCTSAZtx2YwXz/hDsnsr4w9n3LjsXR+OywErB4zixhWPFt3/uechWIMwLIHgDAanMDjTfV0zHc19f9bAkjrFI+L6jgkmyyFWsDHJIvgvqjcuIFYAFI8GRIsQESsAWrRJ0SFFi5BsUkQUD8k0YtIWI1gsDxkeMiJiJXNIMOMCIgSApRGRtoZFmBARIVqkaMclKy6ahIhwyaIlKyEiXLIJ0aIkxIiQ5s0BwaJFc0gwEgKgBcgIkBZNUjDjPEzwJiMiVgCMiCgJkhKiRJMRAMMDRjQTvEmLJilYtIAI0aQFOCzApwQ4LBhx0aQFkxZAgoe0CGkR0QKiRJOQECkCmkckb2ICwkUQ50BcMAjJIEXACIjhIcsBmocsZwzzxjCvM5xG8ZBOIYozyJROpHSSN5ikwaRAnNPplEZyOpbSsJRG8IDgTIzXKUFnOBBP6UMpLZFScU7DOAPjAZ3UbybVoVQlzmlMSmWSGnZH/9lEGWrQMZBrRa4VRSBE/Lg9OetObYG3Utqf34VL09Uz1cxNe5tb7oND+PsPtFd/757th8At3TdG7txb3t4NbSssoQczh2lu5aNP7hZm11BZR2Wgq8Z1ooJW0TXVMFSoql8ENWqa8ZgR9LSgY4Q9PbzQwis1vFTDCz18qEYPK9GVGl7p4UM9/JcePdKiz/XwoXHdm3QvS6C5d2CuzWils7ZuXxjOBfIukXdpeZfIvTT9KxQ8RMFDK/wX8h8i78r0rqDXh17fCq6s6MKKLpD/ueF9XvIfHvsXh87VoX25Y/U3QG8d9BZhb1rvFtQLUb2UT1vJw8Y/jprv7rTf3269u3n++7Xz/15pvrzUfnm+/ZOFxg/u1r851fzKROPZieqtYnWoELH5KpOrkrkoLldjSnQjW72h1G/Itcez0Y1MFUtXB+UaptQxuYbLNUKuM+kqnQ4JOaIyIZWOyGyI56oDSp2Ua0wuiitRIlOllWosF7HZKqvU6GzEKCGZDVklYuWQyIZkrkplQ1IJGSWilZBUIlIJcSWk5YjNhGwmYOSAln1GCRIZj5V9OhviSsgoYUIOCSVklJBWQlwOWTlglJBSAkoJEnLEpEM641MZn5IDVg4ZOSAVn5J9KuPH5TAuh7QcJjI+K/u47FNywMh+PBskZI/NOKzo3Uz7tOLSsj+k+HElICT3rbueA+oQRKdGcAyCExCc6b6uWq7m/X0WxkdggrcZHlICYMXrm2azkhUXLIa3Gf66LJuE5MQkmxDNOI8YwcIFExfhgGhikkWLiE6bjGRTkkkKFivaccFkJIuU7JhgY6IVk0xCtIcFlBAtXLCuCQIpWYRo0gJgJJORIC0hVoAsD1nRJAWEixYjWAkesTwkBESKJi7YJG/FRZQQEC2gmwKgJTMmWbQI4yKiBUSLIC4gVrRxEbEiYnhICSjBG7cE+BQPbgnGMI8SPIrzgBJNWgBxHpGCTYqIESEtQVKEhIAIySIExPJgiDcoEcZEwAhwiAdxDtICoASd5vVhTmM5gPFwkIN0Sic5SHIGxYF4EsU5SHI6xRsYZ1BJLT6ikTwkOEikVJrTyJRKchrF6fGkSnIaxhlkSmdSlURKIzmVSWk3R9ThlEqMqL+e0ZDheGXNPNwFZ8cOhPbiMlpaDNwoUl3znRT84GNNUKykgCTeh8DVPPBxQR9JOVrZN1x9TZU+uydPr55qpZpjNaDpHQN0qKMzQy8ZWsXQy8AoI60CVFXTKsY1cTAqQFO1x/SgbwRdEPavHybUL6wNV5XoSo2ujKAP/AvkXaHwCoZXyLs0/QvTuzLdnh303OiR3/yXG3Yt79LwLjSnD91u2ezoTr9itlTQ1ezuXqWBnCvg9IDTs9xuxe6//6D9q5XOr1fbLy92f7DQ/s5C9xv3Os/PtL4+3Rme7AyPd26Ndp4ab9KjjVixOVho44XmQKF9I98ayDdj+fZArj2YbT2ZbQ3mWrF8m8i28FwTyzYYuUbn6kThfLBwTubOh7LnbLYRz9bZXIPMN8l8k8g34/lqIttgcg06X6PyNTpXZ7JVJldN5KpPZSM2WyVyUTwbDmUjOl/Fc3UmW2eU2pBSTWQjKlsllBqt1CmlFlciOhtRSkApIZWNGKVGKnU6G7HZiM5GdDZklZCRA0IJWaXKZiMmG7JKxCgBnQvpTBhXQjIXEnIUl0NWCTAlIBQ/LoeMHMSVgFF8WvFp2WczIZ6JEpLPyC4tB8OZKi2HuBwwaZ+WPTYTDGciRg5Y2WczHi4HlBLE5SAu+3Qm/FrWfWXUfUrxB2WPyXiJ+fUU4gAAIABJREFUjB9XfCxt/8+M64CaAaMjEB7C4BgER4Zf0WzfcD+ZA/GkGRecIdEcEgEhQpKHrGDSojUkWjHBonmTEm1atEjRpgUzzltDnEnxFi6alAgIycQkmxTNhGjRkk2kTUKyKcmiRJtK25hok4IdFx1MvEYEQKctQnRigkUIFik6rGizoslKJiVajIiGeMTyiBFNWjITojkkmAkeJgRISYgWTUyy44IdlxAjQTyN2DRkJYuQLEZEpGBiokVJaIizaNEiBUSJEBMRLiBaBEMiGObhkABJAbECSPCA5SEtIFawGMFJcHCYB6wIKREOcAbBI1xEuAgYHrIiJAVE8TAhQJaHQzwgRYMSAcMDhocEb2C8QfIGwSOCB5RgsBykUwbJaTinEZxGJzU6aWApg+BBIqkPj2gUpw1wBsapdEojkhqb1IdHKhRfwXkD43Sa026OqE+NqNSd8m9mDRt5zv5h6TNBvZPWkzJ49yPtz392Th8Etund23Am58OtA/OfmfIPXkJ3i7ZpuboDpWlNUSztJACWc2DNZzY4/p40sTx9f+fBwVHl9Mw80/WSrpahXr6GCaBWDLUCtArQKlCtGFrFeEyPLq7nLLTgoR5casFl5fr9MrrUwgvg9wyvj/xLs+Kb5boT9M1TaGnnVtBF2yVLa9veubVd8syLI9Bc24yc4Gpx2z7R+vuV2sqmj/zL0UX1oNxD4UPk9B23f2xdfm+2hed6dL6HF/ux0T5Z7LGFHlXsYsVurNghRrvxYp8p9mKjbWKsTRe7VLHFjnXIYoce7SRGO+Rohym2yWIbK7bpYnuo0GLzLSbXYvJNKt+gC+dMvkXn2/Fsi8rXsWIjVmiS+RZZOCcL5zdzDTbXoAp1Ol8j8zU616ByNTZXZbO1RL6ayFXxbETnakO5KpWP4vlaQqli2Tqr1KlsDVciMlsjszU6G9JKlVCqjBKSSkRkq5RSJ5U6+W98wXJVRgkppUpmI0aJ6GxIZaOEHCbkkFFCUgkTSsgqIa2EpBISSvhMPvivfHAzfU0NqowSxjM+IYcDGR/LRIzs42k3Jnl0OvwPJXguHwymvVjGJzMhK4VMOqAlh067uOixaZtJe0OS9xTvvDNX3ThpfD0Nn8n4T2V8Iu1RGReTrN/PuiaoGSA6Bv6xERwB/8jwKpoT6A53T2dSkBbtayGAiTbFmwnOIgQbF60v1LtoMaLF8mZcsGjeoXgLFyxMNAkJ0ZJFiBYhmUOiRUkWwyOCR4Rg4ZJNSBYhOrTosLwVF2xGtEjRpESbEh0ybcdFRIsWLZqkhEgJYSlA8pCSnJhkEryZECAjwoRosiLC0iiWtmKSFUtbjGjFJfOmYDwlaok0oEWLFCEtQkw0SdFkeHj9YjIkQjyNCMkiBXR9gOUhI8CYZA6IaDCpJzgjIcAhDlEijAswwcFBXmNF/Q9jzksyigl6TNAxwRzmIc0BPKUPcgYuIpaHuAjiPGB4neABlgJsSmd4iPGAEHWa01kOkpxBp3ScNwhOp1M6wQEyZWApA0/pTFKjUwaeMjBOJzkQS0GaMxIjKpmqEJxOpQwmqQ+N6ImUToyU/2dG9wzH06BXsfwz09nTnOVD+B6nvvqalS0EC8uAl7yT3Qi6bnpOe+Mv5s6KbVq+ZpupMfWTT1BlzzGtqm6jXX15ai8jrn366ezM4rpTAbCM9DLQy1Av61pF1SpAqwD939mOWsV4TA8vQNCF/oXhP7ymD+V/f1pwAf0e8K+s80foWLP2PafxOXxw6hyGdtRDa4f22bkVnNtL+77WPbM6cys28j9fO/A39xuq259YsZD96LjSzE2rW/s127uyvf6xc/Gje22q2I+PXcTHOtRolxntxYtdarxDjnWZ0S411mWKXXysMzjex8YvqLEuVewwxRY71omP9ajRDjHaoUbb5GgbG20zxc5QoT1caMcLLbLQxAttMt+M59tsoc0UWgOjzRuF5mCxReSbdL5GFup0/pwonMdydSrXZHN1NlelcrVEtk5lq2QuZPI1MtegsnUqV6Pz9YQcJdIhmwmflsOv5aL/yFWJbI3K1ohs9auF6IXRKp2tsnKVUSJcrmKZKqNEdLY6qNRi6YhWqliuRsjhQCYYkIInMgGW9shMQCoRLgV02sdkn067rOTTgvvuUm1z//x7GYeVfUquxuXoK7L/w0Lw47HgP2QXk9xXxrzXxvwXMs7MdnPrpPmnu9VfTYXPyu53ssGLef/vc+Fvx5zx7er0g/Dlgp1aqd4/aEw/COcPo8yKW9huJtIuLgeM7A1I9qszDoI1AMJTIzjWg0PgH+meqtmB6gszJp0CtGASgpXgbSplkyMWNgIxDuIcZMXr+gkowY7ziBatmGDHBDsmWphgDXAIFyAtmrhkE4JF8DAhwR/nra9lTIIDuIBw0YxJFinaw7yZEExcsFnRJiWTEM2EZMZE+8uCSQvolgA/mXP+MWNTPHxWQakl/1tp+DgHB3hwgzef5FFMgDEJPcmhxznziSR8ZdS8t+Z8S9IHkgY1YtA8IEQTS+lkEjJJwKZ0VoAxwSRTRvwaCDhAcHqCMxIpwPLwvRnzzbw2xGlf4+FNwcBS+n8XUG7eeVlW+dXwNwVIjJS/lQH/KRjDKeN5UX9RAS9l9JuCjgsGKYEEr8V5g+F0kjcoDrIpwHIaLegkZ1Apg0oadEoneIPgDILTiZROpAycgwMcoFPXpgkd4wwsBWIpgKcMOgWolEYmNTppJEaMWyM6k9IGk+W353TPsF0DecDwIHQt1/Or4Z5qfij443MwM2G8+rp++10HGr4ZebPb+kef2fsPXGT7FYjeSlV+9Ws4M26fHPrQCC0vQpavmlbZQCUVlIBagXoZ6mVDvc5IrQC9DDTVUCu6XjEeA/8PHYJry9NVOXxYia7K4VUlvDSCLrKq8PDMmpg2Z1Yd07d3jtwjz27+yzrQ7f2qE106myfeaQ1ED+dX7LJxdYSaM6u2FTxa2/Vnly0remQG/9JAH7pXlt89cy9+Mt8lxi7YsR4z1qXGe/RojxjrMGPd+FiPGOtSo1220MVGu9hYDxvtEmNdqthlCm1mtIOPdvCxNj3WYUZbVL7JFNrsaJce6zxV7AwVWkyhTRS7eKFD5FvxQitebA0XztniOVE8x/PnWK6J51pYvv1MsfXTifrThTqZqw/mqliuQebqg9loQK5SynlMqQ9kGniuRiu1399tLhy2lw/bha1mbrP1i7sNQqjeFCJGCP6+dL5x3PyO4iTSASFHzyvh9/PBLSV4Sg5eGgt/NRY+LYexbPRMNnxjpvbBYvX9uVBYjd6Y8Z9VvM+WG8Wd5iuj9l+mgoW9Zna9mloLyqB1UDov3q89I3tkOpDWGqraLmlNcTH48F54dtY4O2uMr0ZLB+e75fP8ZnVlv55ZcfZL5+Nr3oPj2sZhbfYgmDus390KH5zWpU3vdzNWSW+U9cbPJuwByWGUgJU9TPBenXIgiCAMjkF4pPv7hn+oB6ru+LrL3UMYB3AekSmLTcEfK0hZCSbWvbcnDGHB+37GeDwJacEkRHswhbCUhYnOkwJ6MgUZDv2uaH4/Y5CChQnmD7LmW+PWD7J67kH4oxxik/otwXhaMJ4WjWcEEOeNWzz8poRuCoASTEJEBA++JVkvyvCppP7naTcCjdRdRKeMb2aBtGL/WEa/KKK/TsI3x+H7085v8vDrafDWrCss+j9TwFv3zMOT4Ptp9S8zdnHF/VXWeCmPiqve5IqbX3FmNvy3ivB5EWZWvKVN749Z7Y1xY/aBt3Lgi7Pog7u2jRobD9w/TRqzO+Hyjn97qnJv36uCWmbeKK7Zf8zr/1yxD8vh5qb7l5y6tOftnzqVE/fDgj6Y0kgB0KLO8HqCg7Ro4jwiOUDzMMYBmjNIQad5g+EByeuDgk4l9XhSJwVAccYgb1CcwXAGKYAnBOMGbyRSGpHUYxygUnp8pBJPaWxKeypZTqQqgyOl9xZ1H9lw7UH5E1H/NGXIebiwEFWOnYm7zuJiFdnu2DJ48Q2YVxyIfBi4szvqu7ftnXXfcYNDXf/D36wPbmt3BDWbhwsL5s66fbRrnR1ZZyoqGXrF0MtAKxuV65jFiqFWdK2saxVdVY3HjKBnBD0j6GvhRTm8LIdXlfBhOXxYji5L4ZUWXJioilZO7Py89becVdhEyaL52aizW3I2j9wNy6s/cg41/z50q4/W9oP7u3Wn9q97W/bWfsOvPVrZtEZn1aU97xh0kHdhed2ye/nKUhsv9siJPjnRx8YuBvI9MtfGij1yvIuPdxNjPXqsd7PY/epo62vjLWq0Exvt4mO9W6O9n0604+OdG8Xut8Zbv7zXZsc6g4XOYK6Fj7bosTZWbD+RbxKF5sBo8/F861bhXNzu/WimGZPrbLaKZZuE3CDl+svTzb3y5X9NVJ+Rqy8U6vFsRGejH081XplpPp+v/na6/v5C84WxKq1Uvz/d/MtS7choTx43P1mu/c+s/85cY/6wu7DbHN+sq0b3oNIRlmpvjIWbJ60jrf3xYvWTu1Gp0ippzb8vRTck/2cT9TLob1fqZ6C5Wa6t7ddy69GBer59Vts5qj84aZeM89fG0fuL3ma5dXvZO1ZbPym6pOiOHzTkLf+TVX/l8HxtP9o6Ce+Xa7kH0WcL3uRO9LNxc+O4+uA4OFDrD05qM7vexnH0/qR5e85bP4jWDsL377n/PWoDs6FrtTfGISbZcdlPZDyKc34/7dhGBEFwAIIDwz8E/pER6KrrGS5/D+BJfVC0cM76ioj2TxrL++4b887rM+i4Uhtfdt6eAF/l9e+mreSS9/dJ65sSfPuuyy96uUXf0Rt37/tDgvFM2lw7imyjeucuEpfcv47DqQf+zmH04MDdPQ6mVu2fZozJB97haTi66n6VgzgHX5t0T8/qaikQF8zMlgdQ7R+L9oAAX5iwVncjacEuq9FByTOM8ODE39z1UgtmWQ2X960H+15m2Vzc9bgFdHIa7R5aOzvO2Lp5VAmXj9yDkr+4b69uWsV16+jE3zp2Dvbc6S20dRzw62j/2H+zWH5w4v3tnvFMWntjRts78ebX4N/n1c1D7+eF8tqxW1jSd0/9NyfO5g6Du8vGzpH79mR5ds/MzSEiqZK8QQqQ5gHNIYq3KM7EeRTj0SAPKQ4MCoAQdFLQSF7DBY1OGUMjYJDTb/CA4AEhQJozEikN43WSMxhOo5M6mTLIlMEmVTalsiltKFWOp1TijvrxsuoD4Jyo1mYJLe2ZE/cNflwf4dDtkcpf/+gcbIRO5G+W4bufmvdmXARd5NqF1bOf/d6YyHrIcBbWndEJ//DYurthCBP67VT59qdwadEuA1SCesVQy0AtA7ViVK6/sq6XDL0M1DJ4TA96WtDXgotKcHEtKCrXyiK6LEeXmn8J/YdW65Fb7YVbeug8csy6o8x5s7tmZtz+rOjDuudUrZVj37oqOb2pZahbDw3nYvKutnPa9M4flbX24rK1tR3Z3oXt9nX34pXlJj7ao8Yv8NH+D6cvxAeXY/sPf7fUI8e7eLGN5VvfmuiM7l7dXm99ttW9WWjSxQ6e7/xwqntSfvjGbJNUzt9d7WyoV7dG698utn882aSKTarQ+fZE68cz5zcLtUSx8e3J5tvzTXGz+eZ8XVztpLe6r842Jnd7Uwfdj5dqa+rF23frczvdw0qXW6vL98/LWo/bqokrDRN2Z/ebL4zW6WydkuqvjlX3QPvFCbew1105bu6W28qWewSbM9vhQqn54VqwedZc2a/uqM2Ns/pWpXX/5Pz+aW1LbY0fNmOS89PJ6lq589Giu3R8/s85d+mkvrAf7Veak3vVTzZrP520xw7rq/sNZdVfOmy9Nu48qLR/POkRojd20EivR+/fC9ePGuv74UGl9vGS88tR8/aCv1c6/03RXD+tH+kNcd017T63ESbvBwcnjZOzFrfuzx/U3l1wfz7urZycT+z7iwe1ryoWlXbotEsIzqvTtqVH0PCPDP9I9w4N70j3NNV2gcctQDapEaJJ8uattDl/UNs/cH+dMf4rY+yrtZWj4KQc3Z7S5nb91dNg/yRU5sFRuZbf8F6dgSeV6ONla0BEw6KR3HS3joM/jmnbR43cCtophbk1+6Acyatw8yScWkOnleq9Xcswai9nIZ3S1/cbxWX03iLc3PPfntF3ToLvZPTHBfPFKWf7OMquwcV975/z5ua+/96MunYYjK5Zc5vuy0pl9SSc2jQXd92ZbfPwNBzfdZQtO7+BxjbQR0vmzLp7ex4s7djzu/bOiVd84KZWrNEte3IFvT5e3t33fpE9XTly/zRa+WjB3thzHxz7U0vgH3P6+rb/i/TZ2rGbv69vH7mvyydL+8HsmrF5GLyRK8/tuNk5E0vqLK8zHCA5wHIGzYM4hzAe4TxkOEBeyxkOEYKB8RWKNygesUkd54wbvMFwOsEDjDcSSSORQjQHccFgOJVJahSnEal/z2hwZYbTyBH1zpoeGKYLbMdxHS8MnMgxfffYcCfuqz/7Y+XtP3vaiWta4V7F/IBD96YcC/jQMd9LV37xupbK+DNz5iefmrvrvh25wLVKwDnR7DPdLKvozNAqsFI21LKhlXWtpKsV8MV6hgqolLXHtKCrBj3Vv1CDy/L/r+lQDq8q0aUeXJp2Uy+p5vGJOzbnn/lerevu6AG89GqX7vgc/CDtrT1wF9e949CtPbp/FMysO271kQ77E3fB9Lp1aPbt80d29C/o9k2vr/mXv13pkoV+YvyCLvQ+23x4ZD8cP2nvos9fnev8ebn37kb3D3Pn942Hyc3Wx5ut1xdad48uCnv9vy62tsHnR+Ayt9f/bL09X7p4f76+Vb48Mvof3W/fUBpvr148OO7L6627h72xrdbacW/x5KK41z4CFx+u1aZ3u/uV9p7R2iy1Fo47Y9vne6CzclZ9oPXGd5rHRv+9e/7rM7U1vT+zef5/CwGZrT0nVzeOOx9s1B9POmN77fnj2ma5vX5av/Og9vZisFpqvjZmb5y1V48bJ0Z7ZDV8Y8aePT7fVxufLYWvTAaDaf+lyXBb695e9LbK7ZHlcL3cljf8Q7Vz93744b3oDxP+3G71EDTljWjusPnrUXvtpPuDqfBLaX9k4zy5Wn1tNuC3G69Ou/eOG4untTfnoh+MeWNHzd/Ouq8t+X9eCp/PO2+t17416j4jO2+tRK8tBc9m7O+N+7fyzk3Ffq7gDGWs50bdYdmjMh6ddmOi/etpBxlVA/rHenCg+4fAP9b9iuY6wOMXEJOEpGAxos1w5q0M/HTLL6nn4wvmxlHw60KpuO1PbprbJ8FLmdP0fW9uy7x/4P8mawzxYOcoemPMeDxl3UiB9xa8+QfuTzKV+0c1Zdme36l+MGWsHNQ+nNaXj/zpDVhWo8yK8c6c+TUJUgKcO64VFsDIAnpw4L0/axyf1r6Xgf+bt34y6eyfVfOr1vqBd2cebR1GH9+F20dhYRVt7PuZJbRbCrLraGPfz9431HKgLII3RyvyhrW4ZSfXnMVt/86qtbbrZNbh6Zk/tmy+NQbHttzRdevNKe3oIPiZXL5/Fs7dt+7u2ftH3uGZX1iAf5oxKqWqdM9Y2w/+PFUZ3/dK5dr8fvD6VPnufvRSVivsBu/NmHhKS/AgzgNCAHEexnlIc5DmAMNDSoAMr7McxDmTEADFayQPKR5SnIbxkOQNJqWRKTAoIDoFE0mE8ZDgtTinMlyF5FWC0wheJziN4tQEp5GpMncf1qH3YPnwM/6uMLZxd/ngpGx4lutZvn9mon8o2siIrZ44yI22SvC19/Ws4EAt3CuZKcWdnTfFSe2Xf9Y+eButL1uHO3bl2NZUU9VgqQzK6vUuKLWiqeXr5QyGXta1sq6VNaOiPmb4Xc2/0IILLeyr4UU5uCwFl5XgshxcVsIrI7i0UAPO79uT294nOfOjtD21aiWL7uKx13lk644zdxCuHDv/SDr/yAfulVn9fG7DnF8PrNojJ/x8Y9srzOhysbJ83zO9K+T1gX/12np3sHCRGL+kRvu3N642ypefLNVXjIfThxfHWv8AXq6VrpZKl8W99rx29cvZ2j/Wzo/gw/H93kr54vbW+Urpamq/e/esv3TY29H6m1p7Su2SxdpLM+3ts/7OSXdb76+Vermd5t3jTnavca/c+fGEN3PQ39Xadx40PlurrZ31ZvYbZ2Zf2D7/00L1u1lvZL0G7au/zEdvzoaWdfnZ1vkNIfjbQivyLiZ2GsJKY/moM3fY2Cy1NtXzOwvhO7PeLmzv6a3ccfvlmWiu1Fwtnf99pfbz6ejuSXv5rPPGQkSmo+dHo79tNn484f15uf6jSf+15cazef/Vlej2XvMXc9WXpsN31hvfnQifyYffmAhvKd7zowGV9TEliOfDoaw/lAmGZB9P20zWjedcLOMRmQCTXCLjDErOgOgRcvCE5BHpgJVcTLAGRZvOeLG0jWdsLOMOih6V9gjJYTIenfHYjItJzqsTDjQiAMMjI9zXgy/QoWK7hicvISIFKQExohnn0dcl+5U0ODiN1vetnYPwD6OV6d1o9D7cOAyXltD+SSSumrun1d9NmHER7Z7VZlbdIQE+mYTvzntqufrZPbBxFGQXncXd2od3jc3D+t+njMWj8I+zxtpJtL3nK8vef2TQlznztXnnUI2OK9HrU+CVcTS1W/1qxrwh2t8dMzPb0XsLdnLd+/20eed+8OoE+ue6+8kK1Izq3FH4q2nzRxPwo3n7a7Lxwf1g+qD25l3r5Wn06yn00iT85Yz54qT5ypT5tYz25orzyZb780n0w3HzhYLxbAH8eBIO89oPJ8B/z9jP54xf3rVenTL/UwG3JOPlKev7BeM7CogL+tMyeHHceUY04oLxrIxICSYUwIqA5iElXHsxwBc/AqBEg+UhKSKGN2gODAgmIcAED0geUikD5wxcABSvM7weTxl0EtCCQXMGwRkspw9xOnNtfOCNGKcRvEal1MSISifLwgaIoKUdaAcrZ5szh+PptZGRe7nJjVNN9ZAdqS4SJrS0aBsVD3n+3G7p+z9V//Ght7PpTkxb96YDiNw9Tf/TR+qf3gaf8do/7pRGUsb2fVRWdVVVVV1V1UpF1yq6VlG1ckUr69etB6OsPab6PdXvq/6FHvYqYb8UXJSDy0pwWQkvK+GV4V8i99KuP7Jbj1ynFswd+GcNd33fvC3A7HxwBp3V3RB0ArPucnlnYsON/mUHD+fX7OK8doT64fkjv/Yvw+hVjB7wLqHXRX7/j6strNhnxi+w0d7f1i/L9sMz7/PscXd0v79n9KdOO2NH3aXylbLXnj/ri5utxdP+lnoxddBeKff/utBYPL2YPe3MlftzR70jeDlyv/7z+dpgsfHsaGNbfbiL+oW9puH96/Zydeqomz9oLGm9l2Zq7690TvTu7M45t1SfP+u/s1KfOOmultqfbDbfWmzOnbTzp+0/LJyP7nflk9YLsxGRqb061/p0r/3xXvv9reZL9xp/mq+fVPrLewEyu5+s1r4z5f9ovsrkqwOZ6tOj1eem6rcKES6HZD5I5H08G5DZGqlEg3IQk6MnMiElR1gmwpXoRsZ/QgwHM+FAJoqJASUFN3Lh43LIyhElhWTGp5UAl31C9kklIDMBLfuY7OOyT8o+Lvt4xiczPpHxhjJeIhNgcsDKASu7mGIzaYdNe5Ts0bLJpm067SUyzlDaZDPuYNrFZJeQvFcnHKhXAQiPjPBQCw8M/1jz1LLlAEdY1OmUzvImJVgxEd5eDfZK9eKu/98TlU9WvRcU462l8Jfj4BfToHhYfXvV/c+s8acl7yt5E+fB7+5a7y2FtyR0Q0BfyaK/LAWvTNk/Gre+k7O+O2b9Zw68MGY9mzG+nUcUbzxbMF+acb9RtCnJxCWbEs2v5dHTeRjjEJU2cRmRkkmnIZ1GWBoRkklLkBUhLRpkxv4SB95ZcRd3XVbQvsybuGRRPKJFOyagWEr/3yJ8XEADPMR4Y0AwMAF9WYCUaAxw8H+n0JcEO5YySQ6SInpSgISEnuThl1LoBoeeTMEbSYDziOXAkyk0yCGMg4SEYqKJJ2GChyxv4oI5KJm4ACkB4oJJihYpoGsTBM7BQQHgokHzgOIBLoIbIsQFiPOA4iDFQZIHg4JJ8SDBaXHOSCQhk9IoXsd4QHEgnjIoDhApneQMmjeuiUOcU4eSKpsqjz4wAmBZwHJtu+EGLSt0D+F8fvMOd3ft6MRFTqg51sio9uknlnEaINeSxu3PRhAngw8+rrzzllvZDyzHmlmypmb9sm5un5obe/ZRCZVVvWKoFVipaF/saSqrRrmslVW1rOnlsl5WH6v4Xc3vasGFGlyUg4tScFEOLsr+1TV30PxL6DZRCcAT4EDLWd7yja7bf+RsHAT5lWBh2xmRbWnBqz7yor4zd99dPfbDz63ao+3D2ticNrpoLBxEO3rz1OoYbh+5PTO4eO1+Z3C0OzTexwvdD9Yv7xuXwkZ7XX84dXixB6/k7dadlfPFykN5uz13djF13N83Lvf0y/R+Z+astwMuJ9X+n5bOpePL3yyej55eLFZ6f93oUfkGk228c7//1lbre5PVv223vjVe/8Vc88W5xo8WWv9ZbD6l1F9aaP5qtfmdidpz401KqQ8V6s9NNW6NNoaK0dPj1ViuHlMabK76RDYazEfxfAOXG4NS9f9kov+jhE/IVUYO31lvpo86H203b45HX0rXBjK1mFzHszVcjmJylZQjMhvFrm3U+RDLVgmliilVMlsnslVKDhmlyigRofhYLsCyEaNEbDZksyGZDTGlzshVNhMmMgEtB6QSEoofUzxK9gnZx5WQVAIs51GZAJe9G4o/qHhk1htO+3QmYGQvLvtYxiMyLpPxGNmjZCeRcYYk52baSWRsMu3cyLhYxiME97cTDtRCA4bHRnik+0e6f6z6quq4wONWQCKpkqKJCVZMtOMZ42YakALCBTjIg0HRxHmI8TAmwMfesZ9+AAAgAElEQVR5+GUeEiIa5MxB0SIkc4AHX+YRLpmEiHABxpJgQLCe4OwB3n5SMEkR4jzCeQfjTEZATwjoCc6KcdagZBGSSabhoGjiosmkHUq0MQmSEiIlk5FMSrRi1/4FCVFpi0o7lIieyZhfkREhwVjaJCUrzlusZNJpkxYsTLQGRAtLIzKNqLQdF1BcRLQISAndkOwbaYcVbEYwKcGkRJMULFKyMdEaEBEhmEMCSAgwLloJ3qJ5iAuIFSxCAkTaoDKAFBEtIlpCtHg9OQ5JAVISZHkU5wHDwwEBxgSICYjgESaAQQHQgj4gaBgPSQ4SAsB4QIuA4SCTAlTKZFMgkTSunQ5DSY3iAMbpGAcxzsB4jRS0OFehk1oiWZ7e0WrQXpje/vvIPb6wtrh1YJvo3PRKy2effTq3tnMSQDs8hfpvPyq/8bq9uxk9OADFsbB0as9twNf+qb/3IZyfdscnAZcKjBMXQRuZZqWCzlSjDNQyVMvXxMG4XvOklrVKSdfKmlZRH6t4HdVv68FVObgsBX01uCz7VyX/YTm8LIeXWnBpOk14dwfKa2hi1f6n6AhT5pkdIt+/f+g7F+52Bb094s2fOLVHTnhhza9Zs+uO3/PPH1n+w52j6uy8mS3qc/MOci+g20fh5dtbvcFChxnrUYX+T+9dvr1z8c3x5gfb/V8utv+61b9zfPmble7LS91v32u/sNB5bqr185XuS4udr0y1vzrT/t5Cd2iqRRdb8cn2jdEmM9YcnmgyxXOq2GIKTVJp4EqDyDZiyjmeb8WyjVi2/ni2SeVaQ7nzG8r549k6nmsSyjmTPSeyjZhcJ5U6ka0OKnVMaRLZcyZffTJbiyk1NttglEZCqZL5MJaJEkqdVqIBOcDl2o10+EQuuJGrUtkqkasPZiNCjvBsRCoRkY1i2RqRrcdyNUypEUp1MFsjlBqZDbFsgMkhqUSM7NOKT2VDKltlsiGZDehsGJeriUw1LoeMElByRMgRIfuk7JKyT8o+kQ0JJYgpPqkEeNa/RoeY7FMZL6b4mOwTGQ+TfVL2qIzPZBwi4zAZn8l4bMaNpx0q4+JpF8u4NyT3lxM20H2AgiMtPNS9AyM40P2SZnuGIy9DijcoyaIEkxYdUjJZ3iQFO5Y2r+UGKdqE6JCiTUj2Dd4cTFmkZNKSiUs2Llm4hAjJIkRESohKmwkeJZJgSISsZDE8GhJNSnIwycIlhIuIypi4ZA2KNiaBWBqRaTMuorhk0WkLS0MqbbKSmRAtRjIJ0cREB5dsQrKZjEOlESGYg4L1pIhw0aJENCBY1w5FUjQJ0XxSsDAREZI9KNmDghXj4dOCMSwiQrLwtJkQIC1YpGBTokUKFilalGjhokWJ5pAAEwKiBWuYR3Ee0Dwa4hDJA1zSCdEkBMQKRlwEpIhikokLJiZAQkBxHsUFEBcAKSBCtAjepHiT5QyW00heHxQNXACEABKcHuc0XIAYD0gBxHiT5ADN6UxKpzmdTRlMCsR4g+Q0MqkNXDsvORVLGk9x5dl9PTCAfQrBrrE1c5JOrSQzSwclrW565RXtDr90eKIGyHFmN8Hv3gL/HLGVgn77E7i77rlVf+VQe/ufUB41PhzRfvk79YMP9JG0kc+Zuw/MkmqUgVYBlYpWKWtqWdPKml5R9bJWKQO1DLWy9ljZ65SCtuZfVILLUnCh+Rdl/7LkPSwFl6XgUvUukXNl1R/Z54/s8JHrtq3slP3ppDe/6aTHrOUjq/3IsWpudsZdV83aIyvoW+MT5kd3zO0zy2nbzUde61FYfeQEn5vOBXL6ZnD1zoPuYKFDjneZ0R5Z7BLF1vBoFyu0YqM9rNC7kes+WezGip0b490vj3afGO0M5juD+Q452iWKHazQHcx/4ar88lh3cKyDFTuxfCtW6NzItTD5fDB7TuRbTKFNFJpUoRHPn5O5cyrbpHNNrNDECudYsR7LnWP5ZqxwjuVrTK5O5uqYUmeyDTbbGszWfjDVeGX2PCbX8VwNV2pxJby93Hx5uj4gVx9PV5/M1DClfiMdPpEOcLlKZat4PiRzVVppYEoDV+qD2Tqh1AaV+kC2jmWjmBIOZKuxbIjnwlg2xJQqLkeMHLFyQOQCLBsSik/LASVXWSWiZB9XAiITMkpIyAEr+3jWH8z6g0qAK9fiwqMyPi57hOwQGZdKe7GMNyh7AxmXlH1a9rG0S8gOLjt0xqdkj5Q9JuOxaZ/KeHjGGZDsn43bQA8g9A71cF8L9vTgUA1LFccBTnEVkIJOiTAuWqRoxySTFB1CsHDBinMWLViD18VZsm8I1stF+6WCNSCiWBrdEOwnUtYTooWJZmwEPMGDJ0X0f2W48CD69ZjxFV7/rgRjHHiSdzDReVxyKAGRnIGJiEgiagQOiOagCEkOxEUT4yEpQJJHrGQl0iYmmjcF65aE4iIaEtCQaD0twWcleEsCP1Cs5yXEiOCpDPxZFr0gGjERJgT0i5z5QhpSkv29nPWrovmHSbSzH6ZmzSEBkqJFCRAXLVxwSNEiBIsUnC/wjkekCCke0bxJCiYlAEYwGAFRAiB5hAkWLSJGAIRkkqJFiNagaMZEkxRshrMSHKJ5gIsIFyyGNxkexnkQ5w1MgJgACN6gUiDBwTinY7xO8YDhIMEBJmXgvMHwGsPpREqlUjrGaVRKY1M6wekYpxO8iqfUZ7jS4gEKDHS0f3RwfBraXhMGG1O7n3ELO6eVOvJXxnZzo0smAOGJjqRRb/2+NTqv/+JtY+SOVT4KTkvG6IRzVgo0B3Fj8LMMmlg1Jhes/SPztKSXr5VFRa3o5ZKhlg29fI0OulpW9ZL+WNlrl4O25nc1v1fxLzT/suxdlP3LUnBRCi7V4AJ5LahZ5qltwoZVv3QNx79fCtWaNbUI//SRs2O5jUeuWbOLc/baidN45AdtWxj1R6bhxAqY24APjuzDilVxLatnORdW+Pl7271YoUOP9cmxPjXWHx7rxEd75Fg3Ptanx3pMsc2OdQbHOk+O9+LjPWqsHZvo0GM9ZrRNF7v/Uez+ZKrzw6nWc6Pn3xhvMsXWV4qdH013vj12/oe5zu37ndfv1ofz9cFcezB7Ppg/JwpNWmnE0o0nlXOscB7Ltx7PVYlMxKZrrFynszU8Vx1Sqs9lqzeVKJ6pP5erLRy1J/ZbLyjB8/natwuNV8eqe2r/rcXqDwvBZ6utX0zXvpGN7iy3i7udF6eiQSXCc1UyF1LZWizXoLI1IlsjlDqu1GLZKqVEpBJhucaNbA1XIlqpUkoVV6q0UieVGpaJMKWKZ0Na9ik5JHIBJocxJSQVn5Z9TAmZ6xEM2SfkiFACWvaYtMdkfDLz/9H0XkGSXFeaJqZnrHdtdmfb+mlmbdZsn2fN1mxtzXa6e7pJAFWVES4jIquKCiAUQRIUAAlBsEEQoqAIQQBEQYsqVFVmuAwtUmutI0VkCA+P8HD3e6+7h9Yqq8Dch0SbXfMHf/G34//5z3++W3B4rGGPdclTcImWw2sSHov0Fuh/e14UTZdgEqLp8Jj02REtQjBwHj43BvJKKa+V4kr5MFc4yFlH2YIkW4ZqhTfARTbn4DUni5wsuuTWf8iCH7g1F6P/kNUeZbVHOOBgdZyFv/Zp8USZXzFsrEpy+q+88PVo8ed+OMxpr0TglZB2n6CEdgtqtvjFlLK6b+3ECu9PoBfD8H5We4TXn/Jon0yiq5PGxEYluGD+3qt9Mm/M7RXfiIIv5s2Ngyo3o3+f0+wcemPG2IoXo3ulTya0iY3S0z7Fv1m8NgNnY8VUprqxX3kjqi0cllNSefOo8kpIC2yX0tn67kHx03H1OF1dOSp4thDQq+FNdJnTaQ66ONXBAVJANA9JHlA8ojhE8vBsHZNiNJKFNh4QnErxKsVpTh44WEhy0MlBBwsIDuC8RvA6zuo2Xsd5QHLQwQKS0wlOp1mdHlUxTiN4jeDzBAfsnEqwedqtu9yQdudpVh3m8k5WcbDqJSY/zKhORnEwKskoDnfW4c7R7jztVhzuHOXOu9wKPSrfz6TW41oxD+cntm59PT3iW9hNyXWzGJs+ZLxLsqLDpOYV5mOHyVIewvCCNjtTgGZxW1Jeej/z2Sc665f/8oG2OV+AKppd0ednigZCOoCZnJ7K5KScLOeykpzN5OWzq+alrCzJ2Uw2m5FzmexdstnJWp1soZMpdjOFftYaSNYgYw3OqoNcGuhWS19PauF1EF7TZ7cKu3E0tWQeW2bn1DyU0Oi4lSzC2qmJaibjU9lxAzXNvGWtJsq5BogBMHcIQmvaQgLBPjQHRuHki8MuHu7QY33H+MA+McCjfTratY11hyL970c6N/f6j8+0HxvvPjjWYjf7V7f7dwdbtkiHGOs+GOnOHt0+1E9Gjzpfr3Vzyp2XJuujq72Mdtu9Vo/rtycTzbhy+8Pl5iPB6tWl/jOTTTpQuTLTELa6z0zVcX/NEW59utIeP+xMHzSWjzue7e4z4cp4rH2cHdxcaVydqh7IvZTeGduvLh62PluuejZb0weNuUSLXS2vJroxqb4rdyb2mgDd4bcr94eKuK9M+qukr0L4qnZ/hfKXXf4yebam6a9SvprLW3N5qqS/SvrLlK9q91YJb5H2lSlfA/eWSW+J8hWd3qLDV6R8RdpXxr1lKlAivUXCW6L9RcpbvugpucSiw1t0iRYtWpS3ZPcWCdEa9hQc3oLDY1EeE/dbQ/6zwUTB4SlcEq1hwaJEy+EpUqKJe03CYxGiSXHoqQjI5Sp5tXiULx5kC/s58yCH0jJEeXNqA11m8zQPKdYg3eBPU+bGYXk+Zl0JK+Et6yhRPEhW3oqoX84ZB1IhmyvfmjfsN9XnQ0BNldcOCq+Na/yqeZCt76fL/Lw2c2jGpOJ7s2AzXVw6MKb2Csu7ILAKDw9K4VW4dVB6NZT9eklVcqXwEthNVoIbxsdzQJbLS/vIUMrP+cF3GRg9LEO18qeo8qdpkEhXr4Szy8lKaA3spivvTuUWEuW5LRRLl9+K5KaPylsx6yhRfDGaWUwU5tf1eLL6TCB/X0A9TBdfCKt2RqN4lRI0B6dTPKR4RPEQFwHF6iSnYzzAeIDxOsZrFK+RPLTxyOHOX3LrDgY6OEBwgGQhxegYp2OsTjI6zgKaAxQHCB4QvD7Mag5WJ1mV4HQXqzo51cGqNKfTjHrRrV0cVS6688NuzcEoZ8tauFul3NolRrs0qrncqsudv8QoLuaM8vAtDGb4VvZBPr2VAIW8XoeFplI8nE3eYObXk5mqWpgUNxY2jkrAWp7Yn5rbtXRkLO1r/rCZVayUqolBc2vXmI7l3vo88/abWZ7Jv/t57sMP83NT+eUZkDjSUoqSVjJyNivnspIiZ5SsrGblnJyR5Ew2J6mKpNyVMbqy2ZULXanYk4p92RqkC4N0oZ8q9FPFftbqqcYAVU8LjVOz8FeYq8PdjMVEwFvXi1LTaJ4iCaqBGXRcMJqnpmKoH97Q3WPWRswITVv7EHVPQesU1U5h+VQ3+5rZg6WTa/EeFWmT4yfU+OD+yd6vptv3h1qXw51HJ/tvLbT5vfYXK+1Y/pu55GA5fXKs3Q7GB39Y6A6Fus/O9FL6nY+WK4+GK1+ut/XiN6vJ3mGutw96I5v1jVz/5nJpMzu4tdGcO+wmlM5etj+y1tjN9Y7k5n7m9kPh+kOB+l7u9qLU3M/3xg5rm5nB3F57Od3+YrW8m+ltJ7vMdu3GemUuXl84qn+2WnRv1acPqjNH9Ym9akzpzMRLk1Lr9YUKu9s6SHXemCpdFosX/WUqUKH8Zcxfofz1S74K4SsR/hLpr1C+qstbc/qKtK9EBkqEv2bzVc52MZ2+CuErkd4C7a2QnjLtLTq8JaenhHtLuL9k9xVtvgLpKzi8ZcJbdnoLLk9h2FMgPRYlFgmxOMxbl0TT5Sk4PQVStHCvhXtNp8eiPRbhsUivRXssSjRxj0V4TEq0cNHCPCbOoSfDICdXNLV4mCvGsqX9nLmfQ+ksMvLW5Ab8HqM6OOjgDIKHD/v1r2b0VLbiWdN2koXrC0r4oDC9hWKJ0ruTucheQVg28ZvK0xEYl6sTa9orfvkgVX5zTL6xYUxuwBuL2vyu6bwlhfYK7nn1ypi6FTe3jtDesbUdN32r8KPp/PSedZAphte0lcPSW9Hchwu6ki+HtyCzCX/pBTirP+hT/bvW4XFRXAR7x+W3ApnVeMm3qm0ly2/7pIWj0sw2XD8qvB3ILhxXlg+Mg1TpaiS7lyqPrWv7x5VnvfmfBLVspvRJWCEZFRegTQAED2geEhwkeUjwkOJ0ktMITidZjeJ1klednE6wEOOAk9FdjEZxAOd0itPO8DA0CwhWxzlIstDJaE5Wd7Bnm106zWgkp2G8RnMayQKK0S4y2mVGc7Cqg1WG2TzNaSSrUYxOsBrOqgSjOxl1eDTvcueHmdwlJkczWYLJuUaywyPy8IhM3VIeFqRYSrcy6sTU1vLucQ1ax/NxRpjLK3piKekPrmgaPF5JhcPreVU3d1J5j99IS1Zaz4sRsLdTAhaaWNL94+ZuUuOn5Tc/zt3iFX/YTCT0dFaRcllJzWZyOUmWM/lcRpUzWTmTzWYURVJymdxdGbOTMdvZQk8u9KRCXyr0U9bg7KStftbqK4X+Zra2GK8eqj21dmrWT43CbWN2x+CnTbUFa6eGpAG3x1hJmfVT4zhfnIuXtmTdHVE/4cDcjnqQ1pKKljV01D1zJUeOeo5ohx4/sYd7f14/WUifCGu98fggvNdblQaL0gkT627lvgkmepHD/qJ8sigPxlIneKj95FTnSPtmNz8Y3R98tdrdyg+2tZMdpbOe7Y6u1/fUk3GpvZobjO2295WTuUR9LtudOmofaL2ZRM2f6N0fbf7YX1tK90c2yrOJ/o2V2nyitRivzyY6f5kydjPdtVQ3sl33rFZXUs3Fo8ZYrLp02Fo8qs/H69FYfVfurMbLNxdLL4bL1xZLit5diLcDu+2fRiuYt0r5ypS/6vTVHf4K5i/TvrLTW6V8VdJfovwl2nuGe6hQvtIlX9npK9sDlSF/hfJWKG/V5i/TvoLTW3J4y5S3jHkKdm+R9hUcngLlKdm9ZdxbJM7sBk+B9BRJj+USLYdoOL0F3FPAxQItmLSnQHssXDAw0aQ8JuExMdHAPQbtgYRoYGfGJAueCuqyVNLU4kGuuCdbMdnYz8JE1jBUc3IHXWbVSxyiOIhzeWGttLVvbCeLvnV9LV78OJL1bxdntlHsuPBxJDexV+DX4PCoepHRXwjrCbm6vWduH5neBWXpoORdR9eW4fZB6YdMNrJfWN4xXwrl0kpt68gS10FRr12bVWfi5dghyqSKkxtwJ1n5YFJ7NqpJ2erStsUsoEc51c5pL01YSzEzIxc/ncqvp6r7yVJCLo/MqwfpciJZmD0uvTetHmZKcakwd1T8bSDvjRUTuUpw13h+TI3Gao+J6g896uRxcWLDuo/TMd7ABYgLEOcRxkOKgw4O0hwkORXjgZMBw4w2zGo0C7Aza5PTKVanWR3jVVwAtABpHjoZ6GAAxUKaBQ5Oo1nVwapOVncwgGT1s8mFg9VJNyAZ3cWoDka1sRruVjFeI3iV5lSCVUnmbAtLdTJ5ilEIJk+zeQejkKM5ckQZHpGHRyXKLV+4pTwipA+TeSur7S4nR93LK9vxchb5PYvre3FwpHqEhbSUze3lRO+SnFWLR2mF9RrHxwUZ5L0RdX3NykM0saiOTxjANHcSij9UVHK5o8zu2kY6fqjIuVxGzUpKTpKzmaycyWUyWVlSFCmby8iKJN0lme2M1ZWtfqbQlwr9tNVLWf2UdZK2TiSzL1uDXGGwsV+ZmgFj0/ngrLp+WNdKfzWbp2Y8BydWTKUBm6dWIgne/hj610oytJb3LbVjNE6NpT14c1qfiemBdXXqQANd1TqBpRPxuOcKt53RgS3S/deF/o58O5a5vQe/2creDh32FtK3P1htjh+ffLXR4ne7Iwe9rzc6c5nBxXDjieleXP/mvY3q5VD1w+XupnL7ZzPVZyYb2/Jtfqu2rw4+WLAWj7uLic5Otr9y3PhiqfTxUjWtnswdNP6yWrscqn/fX12UBsxWbTbRu7XWmEh3P9soL6a6Kb07Eqs9P1tdlge7+e4XO/W3lmpLcn8q1ftgvfbpWv2FmeofZmtCvHVtt/nidOOr3e6fNhq/nCj8caHqCldxT40MVBz+yrC3MuytUL6qy1eh/RUs0MACNTxQJfxV3F8hfBWXvzzsqzj8VdxfxHwlwlemfCWXvzjsLTo8BZfnTD4UKF9p2Fd0+izKU8A8Jbu3RHqLtKdAeApnzQLpMUmPSXit876CXbRo3nSKllM0XGIB91iUaFIeixIsh2g4vMjuNTCP6eIMnEM/DYJEuqTr1kHW3M0YuxLak43jLEKaOb+NLnMqwUOMhQ5Wm9iv7h9bh+kSu4JmDyvvRHP8duHrZXRj1dhLVw+l8tsz4Nyo/lgQTO5X1lOl16f016f19XQpclh60KM8N40+WbIoJn9lFvpj5WdC+asr5suT6OdR/dMN6yFv/slJ/bPN4tVV85mw9scp9EBQJwT9mSn4xWbxyox5kQcEB54YQ28vWz+PQIrPPxbWn5kyfxpSn53Iy0rtL4sIF+AzYyiv1N6dhU5etbPwkggeDAGShy4ODXsAIUAnD2gPcHoAxSGag6QIcQHSAqB4hPOI4BHNQoLVMQ4QPHRw+jCvkzzEOIDzOsFrFKeSvErxGskDB/8t+ZbiIMlBnEc4D0lGd7IAPxMjnE6z0MGow4zmZDSK1UleozhAMoBiNDurOjiV4jScUyk2R7F5p1tzuDWMUXFWpxiNZFSHO0+68xiTI5ks7c6SN3OPe9LxtG7ktQq0UsuZcGjd0Iz58e2l1QMkwUhgVUrn8oe5YGg5m8kX42k5MAGO01ZGU8Oz6s6eqSA4u6HOLhqKamzFs5EpLZ1cjMyyt7itzY18Vs3KWTmTlTO5nCQr6ZwsyVlJyUpSVsrk0vJdGaOdNfpyoS9ZPanQl6x+yuqnzBPJ7EtWX7J6OaOPaqeVzmmxdprOtceX9LElIOknsH4K47IaGENSqdA4NdZ3reCWNbdnXBtBkXVYv2NYRbSXsSqnRvVUL/9VNU9UcwDLA0+i64q0qWgPH+s9HO3uZf+6D2/PHveU4umXO51F+eSDzXYoPlhLD2aPT0aOTr7a6kzLd1zR9vejvenMnXh+EIn3vl7rhqXbl8ZaD0RageOTt1YakWR/TRkEEt2fTpReXmoEUv2bR72fRWtXluru4+4H262LwQYdaDw92/zJRO2xqerDkcqjEzVnoPrDaO3nsw2Hv0x4K5ciVedYxe4vEYEqGaqc95dtvrrdX7N7KzZf9YKnYhPLpL98zlO2CRXaW7V7y5i/hgWr9kCF9JWcvorDW6F9NcpfwgNlKlB1+aqYr0oEKg5/ifaVXf6Sw1ch/NUzsoM9ULL7ii5P0SWWHN6i01ukvEXMW8E9VdLzbTkY8p3R5QpOT8HhLVDewpDXxETjomjRXsvus0jRdAmmUzBoETlFixQtUjAo0aJE0yUaDo9JeEySNyjRsPHmo0F4nCnpauFINnYyZwXCTGWgoVgLO8ZFTsU5hPMI4+D9fvD0NHosgu4TwQM+nfLkh/26U9BoNn9/WH3Qq5JM3sYDXAQ/8uuXRPUcq93L6qSg29z6EKMSvIJxGsXrJKNQ7pyD1y4wKsZABwfPuQHGIRsPLri1c4xCcPqQW7sgAFqENka7lwEXOIP0WE4RESy4lwE2DjlEk+QAzupDrHZfCL6xaLkEMMQZ94fMK3OFi4JGcrpThASHLrAQ502KMynexASDFAxcQBgPCcEkBOjgNZrXhzndxRsUDwkBYoJBccjJ6g5OoziNEDRMQDgHMF4neJ1k8zSnkuxZ/Ek7A+c6eI3kNIIHJAdoVqc4hPEA5wHJAprVSFanOUhxAOdUktecrEaxOsXoJHPmR2okp2KsQjKqy61hjDbkVnG3TjI67s67RhWCUTBGIRjlIpOnb+ae8GVSac3M6lAGUIK5Yw3IuprIqylFk1Q5kVVlBUh55TinZ1Qjo5qpPEorMJ2FSdmQc2Y2X5DzZkYD6Zwp5Qq5vJlTktuxtZnV9H4yL+dzmVxWymUzeSWdzaWVnCQp6Uw2k85JGTmduyuDWjnUk62+ZPYls582+0mrlzT7KbOfKvTTVj9nDZZ2zcBMbnW/ki/eKTZOt5L10Iyayg9Q/RRubeb+/Blck4uqaexkyuCkFFfNEUEfCaOFNc3tR9uSqiBVtXTY1Y0BKva9qb4r2sHHutRY51K4/dXO4KNY77nZ5vX4ycOznefWB4/Ndp6Z67y/e/LUSv/R2c6Ppzu/mO3Zx7pkqPfgeOfp1e6v57r3R1s/HG+5wh1HuE2NtbBw2xlqOiJ1KlDDgw0sUHf4a+eCTTJYx7y1856azVdzBFqOQJ3wNilfw+arEv4q7atSgfoFf93uazh8VTpQt/sb5301wl93BmqUv0oEqri/jvsbVKBGhWpksI4H6liwagtUKF/N6W9Q/hodqBKhqs1fJXwVwt/AAzXaX3X6SqS/QvvKtK9O+muEv2j3lyhfxeEtOXxlzFchfRXaW8K9JcxXpH3FM3uS9JUwXxn3VnBPGfcWLvAmJhYI71mLUcC9RcpTwERrSESXPXDYA3CPaRdNSjS+xyOnYOGiSYgGJZiEaJCicfZ0CiYlWoTHID3IJlo/DRhH6RLIl+IZazcNdjN6LAVSEkCKubhjXmZVB2s4OUQIwM7Be936BQZgLLCx+gVeH+LAEAeGeHCO1wgWUgzAOYhxyM5AjEW4gM5xYIjTMR5iPMQ5jRIAzetORnVywCEgnNcdAnRxkOIMioe0AB0CpHlA8PAMS+kUkENAlABp0bB7TMKDKMFwipD2GISAKBE6PYgWISagf+L0IQE5BUjx6F4e4AJy8cYlEVGiYRcQziOKhw7BIAWDFiDHjxoAACAASURBVE2aRySPcAFRAnLxgBQALQAXj77PGZc4RImI4NH3RHA/pzk5QAgAF6CLVSles/HQLgCKU2lOpzhAc7rj7PC6kwPDHKR5neB0OwvtnEZxKs7pNkEnODjMAJpVMV7F+TPbAthZFefyJJcn2TzF5jFGwxmNcGuEO0+7VXpEIxntbLnTweQvjyjDI6prRKFG5KdCUjoDCqpRAIauKkjN6lkZqaqhqFpGBjkNZRWYl0FGsRQ1fZyMHx5mMkktm0Wylk0ltnbXNrdXYrEdXZalo/jmysL6yvzu9romZfVUTpFyWUnJSkouLeekrJxWlHRWSclyOiNLckaS75JQSzY7WbMvW72M2U2b3aTVTRm9lNFLWN2U1ZetQVrpHhzV5ldheFbZSzaN5mksVR6f13LoG1TuouiCycya0+s6FzaPy0bvFB2kzemjwiFAgRn9U6/qW8mFd1G2AdGJURgEUj1HtGuPnuDjPcfYgAp3qGCHiHQvhLpY5ORcuI9He1ikdz7YvjfSGYp0hsZ6WKSPj30Lhjkf6p6P9PFo3xZuU5EuFe5gkQ4R6jhCbTzccoTadKhFhhrOYNMRajmCTTrYwENNLNTCwg0i2KCCTSLUokJNKtiggjUqWLMHanig7grWqECD8jdJX43011y+6iV/1eWvOvwVOlBzBmp0sEr4K1igcj5UtwdrrkB1OFBzBWpOfxX31wh/BfdXzvvqeLDmCJRpf4n0VShfBfdXSV+Z9hdt/hLuOxteVAlfifCVcG8Z85QIT5n2ls5CTYSnPOQpDnksu1h0eopX58vPjpvneIP0FEjBsgvoAQ96TIC/DRvsZvWSF32HM4dY4wJv0pzmZFScRRiPnIJJiSYlmqRg2AWDFExCMHEROXmE8eZDfribqgC1dCRZ2ym4Jel7KRSXIdCM1V3jflazc4jgEMEjmkcEj8h/w8PjLPx21M8BTNBI8ey9QXLGWWqAFAy7AO08IAVo54GL00leP4ta4vy3OhznIcnrOK/RrO7iVIeg0xyiOYjzyC4alGjQAhwWdFqENi+kBODgDYdgEqKJiwgXECEaNG/SgnnOA4dEhAsA9xiUB7oE6OTBsAAoEeIiokSD9ADKAwnecPKGSzAwHpECcvLQIQLMA0gROkUwLBgOAZFeQPLaU6L0c09+mDMoQSd53cFrFA+cjHHGxXNwgGR1B6vTAiA53cGjYQFeYjWCAQQDMRbaeIBzGsmqFK9RHBhm9WE2j3P6kKCTHMA5gHGqjc/TbP6MWIsz+pBbxxjNwSjO0bzDrVNuFXNrjhHV6c4N38oN31Jpdx4byT4ZlvKqkdqJvfbqK8+/8Mfnnr/ij0ZWJqc+HLmZV7KFnCat7bz5/ptSRg6w4uO/+d2V37/xztt/iR0dpjcPXvnXF15+5cqVl14Zvclm9g5f/+OVF//w8tt/fP/WF6ycllQpm83kMpmslJbltCxLciadzaWzWSkjSRk5nc2l5bsk2JbMlmz1ZLMjmZ2U2Uua3aTZT5r9lNlNmX3ZGsS1dhz0jcapDPrjC9rmYd2qn67vF1Z3SrByipJaYUMpZIoaF9FGgnBfKSbS5lrabJ4aVhVtpg3rVCt+o5sDzegbhf601LsU7RLRgX2iZ5s4wcZPiLEuOdYjo306Ojg3dvtCtEdHemS0R0U7VKRri/bs0T4R7VLRDhntkJHOUGRwYayHRdtEtENFunSk6wx3nOGmPdrEwi0q1MLDLTzcIkMNLNS0RZpEqEmG2nikRoQaZLCB++ukv0YH61Sw7vQ1SV8dC9bxQAMP1uhgjfLX7/PXfhGqXvZWKF+V9Fad/rLDX7EHajZfFfOWMF/d7qs7fBXKV3b4qnZP7Tue6t2+8vcClR8FSri/hHlKQ3zxgr9i95UxsUh4CqRQoMQi6SsRYmlYKDk8BdJfviwW7/cULvrLmKc47LV+HSo9ECzhgvWbUPGpUOERD9xL1a8vG48H4U8C1hMR67komjqoxpKVTyfR9aXiw1708WJhbK/yQhC8NAandiur+7Uv50yKR5RgDAuI8FiYYGACwgXDwRs0D+0cfMSn7yVLul7Yl8BWSt9KaTspEM9AmEfLMfAjPm/jEMYjgkMkZ2AccHCI4hDBI5KHJAdJHmACIniIC5DiEMlBioeUoNsEiPOI5KFDgCQPSF77VhQwZ/NCiPOI4CHJQYIHuKDhvEqJGiHoJIsus5DmwZAIMF6neOAUICkgnIcu4UxxQBuPSAFRIrzgNXDBcAkIE9GQ17B7DFw0aBE5BEgIGikg4uwrgkGJulNAhICcAnKKhp03HCJ0CYAWICYYDhFSgkaICBcg5gGYoNFM1iFAlwcRgk7wgBCBk0dOzqR5hPOQOMuJcpDgDZwHBAfPAto0C1wMdLI6wQGcBy5OdTGAYnWa1WhWx1jdxuoUq5FsnmJ1+9k9XSygGG2YUW2MOsSqTkYhRzTcrTvdKj2ao0cUcjRPj+Yco3mMUS7czD4XyVpaIXhLuPn1Le0om92TrIw+/SXv+P6P9qR4yyiJb3/mvPyjo6Pkp29/uLu11YO1yVte0SMuclFmlGsalYZeqKlgPTg5evPrqoWa0CwqQE1llFRGTmWldDaTljPpjJSWMyk5l85k08mMJGVTuVwqc1cGNrOoI1td2WqnrW7S7KbMbtLoH5u9lNlNmz2lMNg9Kvsms5EFmAG3gXV7ZkFLZnpa4WR6GabU24bR1BaPkdYxKz0QnEa+NRSYzH/GgcUDuBsH4UVTLuqwqqO2ZvVhob8oDy6P9+hIjxzrDo0PsEifiHYdY31HtEdGekPRvi06ICIDPHpCRrtkpGMLtbFQl452iWhnaKxNRDr2SBeL9FzhriPcJkItOtx1hLt0uI1FWkPBFhFokaE2Fu4Q/hbhb9rCDVuoQQRbZKDm8NcveWu/n6m/t9p2+Sp2b33I08R9zXt99XvFhs1TswXqNl/tzdmWe6N5USxSntJFb9npLbm8FbuvMeypPxGs/iJQf8BXuRQo/TRcfNBXfDJSfm228ux4ZXK/vXzcejJk/Wmmyqw3fxMuvTBZ9m02A9utyE5zfLf5u1DhnenqaqIdWK+/Pl5cO+rOx9o/8hXu8xYX9lt76eq7C8X3Zop7+daB0ro+D2cPysK6sZFovj2Bpg/qni1rMl5eT1W/nDNX4jV+1dyTKtMH1uZ+cXLHWE2V+Q1zP117WIQka1zmIekxbV6TFAxMgKQAKVHHBPCQR99JFKBmxTLaRkLdSupbSS0u6Ugxtw7RA3yOZADJAooDBAtxDlI8xHlAnolzFuGcgfOI5BHJAZoDJAtIXrcL2pCo2wUd53Wa1zEOUCzAWYjziGKAg9dxEeEcwjnNwek4B+08IAQdF4FdQBgHnRx08rrdAzDxbFMD2QWE89ApGLhoEB5ICIjiDRcPSdFwCsglIkpEuIgwD8JFSImI5BElQFxAuIgwEZECcgjAJSDCY1wUkFMwz9iWtIBI0SAE0ykgJ68TomEXkU2AtIAcAiRFgxQgJeikAAjhW76ug4MkDwgBUByieUDygOTg2UTDLgJM0ChWIzmd4AF+1nSwGsVqFKPiHKRHNcqtOBnFxai0W8PZPM7lCU4jWM3hVgh33saqOJvFGA1zq5RbJUdzTrdKjiqUO0e6Fdyt2G/JL4/nSlopfEO8duv67MLc5Nx0PpeZ+dp3v+sHoYWpogJf/fnvnnr6ueRB8t1X3vzL5x99fe3GE08/tbS2vMZF/vjiS1+NXv/sxsdbe+uboenfP/v01U8++vCjq3OLszCTU1KylM6m03I6ncmkM1IqnUmmc+l0Ji1lUlI2lZZT0l1p0JRhW7a6GaubtHpJs5M22knUTRjdhNFNm10F9fXiKWqcbh9Xx+ZUBXxzmGvNrBp66XTtqLSx10TV2+pmCuwXYXGgbR2jTAWV+mhsGXIr+sSW/uEt7dpkPrgFpZpeuq0XT1Zygx9NtMlIjxrrUtH+z8a7Px5rE5E+Gelh4a491LZHelj4BAv2h0Ldy+Hul2uD38117KEO5u+eD3WxcOd8oIX7Oxe9TYeviYea9nDXEeg4Am1nsP09X/P7/sbFYPNisHVzo//xSvORUOW3k81fjtcfDFa9e73obuuLpcpHq42feKvvL7beX2k/HKq9NtsQt9rurfZDkfKQt/byVINZqX66WJ6LtzZS3XcWa+d9lR94a5Pb7VW5y262Zo66L0wUZo7avs2qpLSmDitvzNVWpO6m1ORWq/tyay3TWtxvLBw0djOdWLazKNW25HZ0sxTLtNdTlZTWn4xVj5TW87PWEFf6WaB8kO0vHZSf9+vLR63PltG1lcLyQXk2VhE2rJVk7c1xMLFfvbYMvlqx/FvWlbC2clyejxX9W4V/9WU3kuWpmBHYtN6Mgt1k/Smvep8Ih3k0zEGbaOIe0+aFNhFQIqAFcJ+orx+bSLdikr6RUDcS6nYSxNMQ5I39Q/ATQbG5AclCB6PT/JkzD3AB0SykGHCeQ3YeEhzAOGjjwAUODHEAO+u6BZUSdJLVCR4M8cDBQZoFNAcIHhE8uCDoNgFcEMF5XsM5/TwPbDwc4oGdB3YeYBwkWGAXkINDOI8IwSQEhPGQ5JFdMGjBoARkFyAuQJI3KN6gREQJOs1DUkSYaJCCQQkmKUBKgKQISRGRInSKiBINXDSdIqJ5Y0hAdgGRvEHyhkOAwwKgv5UYBs4jB49cAiR4RArQwetOEVIiJHh0iUeXWHiJg7QAbDwkRd3F552cjvPQJug4D+28TrB5jNVJFpKMjnOandNILu9kNZIDJKsRbB5nVQejEQyws4BkVNKtDLEq7s7jbhVnNDuXIxiVducJRrWxecKt2d0a5s45RrPUqELckt+YzlVh2fvptd/+6okP3vr4ww++SiXkcSb43svvuAXvTHDi4yt/vv7pjaPNvT//4bXP3/ss+Lnv6pW/jM9MR0c8r7/wasAd8I96jw/i8/z4Gy+8HmYCE6Ohw409IGXzSTmTluWUlE4npXRGTmakVEpOp7JpKZNOy6l0NpW5KwmaWdSQrU7a6qW+FQ7dpNFNGN1jo5sye6rZXz8qzm0WQPl097gyv2bli6czO8VEdnCsNefWCpp1R01kwaYGy3fUWAJsqXrlDohJ5lHRapyC7UQhZgJzkFRbWdQziv0lZfDDiS4e7dHR/o/D/dn0N1e3uw8E249PdB8f7z4x2XlorPNApPnqXPvlue7j0dZa7s4H663fRFtfbt5+ebbz9Fjz6+2BGOsFtruRo/7zM60XJzuzxyfBg8HLk83Ibm9PHkwe9z9eaknw9obce2+pGU10djN9cbO5lxts5rr+jXbosCdstvfyg4PcILjd3JJ6C1LzSOl9tFG7hy9/uNRZS3em47X5RGN8rzGX6GK+wnPj9aTS/8WE9fRYZUPuvjptzac617aqi5nO5H79Vz6L2WmFdyrsdjW4V315zNiUOgtHDX6rHNqrs5vl8EFz+qB6kG0uxitfblQ+XS4eZNq/ilh2T5nyVB6PWNupxk68sXpcD68VwhvlhcPKzGE9ulFYO2741qz9RPX6svnlYnEnWftqAawn6u4VI5apx45KEwclbt2M7pbfGUNLR7XRReTZqNh5HeMBKZi4aNo9xpDHsPHIwaEfCdrSkWmohf20vhbPrx8rm8faYQppeXB4CH7BqTirkSwiWWjnAc7pw4zuYBDOIJxDdg4QLCA4YOMBwUEbB3EW4BzAWB3nz+QGwDlo5wDOAZwHGA9pHjg4QPAAF3SbqH+X1208xAU4xEPs7K8rIIJHdsEYEgxKQIQAHAIkBGTjAc5D7Ax1zyNMREMCxHlICIgSdIrXacFwCAbFmy7BIARziDdo3qDOWhsRkjykBMMhGC7ecAjIJhqkiCgRkCJ0CeiigEgRkQJyCYgWECUCl6g7BUjwOi2AYQE5RUAIwMWhYR45eQPj0ZCAaBG6BJ0S4NllfCR7FqPWaE6l2W9zUBSjudyqg9EwViHYPMXmnd9OIlQbCyhGc7jzNkbDGB1zazZGw0ZVclSlRvOYW6VHFWokT7pVfFQhRnP0SM52I/PmdLasmPznNzdj+39t326VGxXN4m/yXk/okz99+MzvnxwPREa+GtmdX7vx8XWzbN5pdzY8M9c/vyF+yc4uzXQb9XqhWAYw8LUnEBlrVssVE6iKnE9IubgkJTNSUsqkklI6KSelbDItp1NSKimlJDmVySSlu5KwlUEt2eymrF7K7KZRN2l0E6iTMNoJo5swOjl0ooDBwpaxsFHKW3dmVw1JG6zFK9v7jbx5MrdmKuAOlKG2mobFb/SjLFxXYOmv+oECtzRQvpPfy6KjQlIrR6a3tvcNozDYVgYPT3bxyAkZ7v8k3F3K3vEcdOePB0fK7YRy5zB/O3LUF3bah9rtrfyJuNubTPSFnc56cnCQ7R5mb0/EOvv67bVsf0c9WZP7c4fdrWT/INuRtJPZo+5m7mR0s7mWuXN1uTp11HHvtn4SrHy93jjS+/xew7fbuhVrXV2srUmdtVT7k9XKp0vV9VR7OdF9Z74YjrW+3mvfLZbeWayvploTB7VbO5XPFkoLqZ7LW3h6onac6z4fNp6MlndzPWHBPFC6f1mqXBkv5vWud7d+Y7O5k2r5tyv7UnfrqD6TaAQPGuFYIxxrefaaEwcdz05t7Ki5l2n4tkofLBbW0+3Hxwp2sXLZVx3dbmxnGzd3Kq/MmHNSZzbdfHrS/HSz8qeZ4tuL5WCq7o2Xn5o0fxFCzG717XnjxXlr2Ku+ulj4dKP8Iz98OIweixj3eY2fhPUHwuChMBriDcyDcBFhgoGJBsYbOA9JAf2AU2djBtKM/aS2GldXj/Pr8dxhUtMVdBBHvxZyxKiKc3CYBRSr4WfpYA5hHCAERPGAZHU7DyhGdbK6nTNwFpCcSrCA5nUHp52lAOw8tHHAxgO7gGhWd7GqizmD2UOchwQPHTwieWRnAcYDSoAuDhLCt1B8SgAuHjh4SPKA5vVhHjh55BAQLRo2HhI8cgiIOnM0BMMpwGHeoARE8pDkwZnlSYmQFE1SMHARkR7TyZsUhxyC6eQhIULSAygB0QKy8cguGKSAcBGRIjzraAgeESKkeUjykOaQgzVwDpEcxHhI84aTAU4GDLEQ4yDO6jYWnGeRjYFDrGZj8/ew+ndZgLt1alQnRhSbWx5y5+2jCnFLGRrJXriVu3Azb7+VPzeSP3dL+86Ids/N/PkbuaGvlfNf54ZuZM5fl++9nrv369y56/LdN+Tv3sicu5b5zhfJ16bSxVyB/5R77c/vfXL9+gdffjG/NH/z85GltZ1rf/zg2ede2Fvbv/bR14ntxHtXPrry9tsvv/LGU79/eX3zcIoZe/H5Ky+89s5zV/7kCY/Ne6dfevatP73yzkuvXLkpsko6J8dTqWQ6lc6kk+l0Mp1JpuVUSk6lpGQqnUxmU0k5mborCZspo5Uxeymre2x1E6h7jDrHqJNAnQTqHBudHBxo1olinmzG6nnjzn6ylcn3k0o7mWzmrcGR1NTAbV1v61JNswaa1oDZBrAGOugAta0ZfR10UeG2gtrbO0oiWULWyZY2eHCyRYVO8Ejv/khnJn07GO8tZ+/495or8gm315yVb8/Ee8xh6+pybS1zMp0YTB/2jpTbs4l2INXz73fGE/2RzXYk0XNvtlZT3b1sbzXTdcfqX63UN+STd+Yrs8mTj9broYN+cK8Z2Gwl5E5Mbvt3m/6d1lyyM7pSW5d7M/v1jVRnTWqPHzVXEt2PVqrBWIfb65wTSq/PNVfSnbFYY3S3/u5idTzZH/aWvuctR/fbsWz3s/WGsN9Zz/THkp33F2pirB1NtX4zVfj1VIU97L46U7q6UWcOGj+LFJ+cqj81VfntVPnXE5XHpmoPjpV/GCq/tNL83WLlvkjxkUh52FekxRLlKz48XnwwUsAF0y4UyKBF+iyMLzkEy8GbQ7yJ89DGQVwwbAK6wOoYC/+Zh9/xoHtYeDeHbIKJ8ZadNWjeOM/DezmE8YZTMGkB2c/6cNHAeZMUTUowLnPaZMxCmhVL5tcP82uH6sqRfJDMQwXF4/DXnizu1ggWulidYiHBAlIAOA8pTnWxOsVBGwvsrEayqoNThzgdYzSSUXAWkJxGcBrJ6jYe4BygWJ1gdYLXMVaneN3hhjiLznMI45Cd1UlWt3PoAofu4dAQC+0stHFwiAMXGDDE6jZWG+LgEKNjrEYwqt2t3ePW72XQd1njHgYOuTXcrWOjAGM0wq1ho9q9LPguA88x+r1u7fyofn4U3uNGd7vBP7v1cwzARnTbqHHBDc+7NfsowBkNZ7R7R/R7R4HNreMjKj6iEaOAcAPCDS+N6q7Rs2u14cVbxsVR4GCAiwWXWHA/Cx9gwH0suMzC7/H6A2z+Pk7/IQ9+LMCHef1novZzET4moF949V+K6q/Z/C859eci+JUIHxO1Jzzq05784x7tt179WRH8q0f9nU9/IQBe92tvhuCfAtpbEe2dCPhTxHgnCq9GwUfj4KNJ8MGk9t6kOr2rmVo5u6v6b0RvfSXe+tq7vnV0uJNRZSRtq4lDVUvB+J5saLX0Vm4+vLkc3crG1bJR0bLmwfLxxuzh6szO8YGEZBhfT2zP7G/Nbh7GUvmcJqcziUQilUylkql/KxCSnJTkZCqVTEjJZOY4fVcSNNKoJVm9lNVNmO2E0TmG7bMCcYzacaOThT3dumM2Ts3WKar+FZRO9fKpat1WzYFWvqNV/qpZA9S6Ddp3QOWvqnVbr9yRS62kUZdQVzV7Kau5k0G7aSBpXc28rRV6O1r/ockWFhrg0d73wt3p1Ddj8fasdOLe6Sxl7jBbnSX5ztRRbybZjcY6i+nBYqI/dtTfyd1eSTU+Xql8ud6dzdy5udMZy5yMbHemU31xv7OXOxk/aH201JxO3X5xse6LD15dblxd78wrPXGvNZ8czMj919abf5ipi+n+J5ut9zZavxgvfb7f+fSw91C09uJi42fj9cenG4/ONoa8tfuDjV9P1n46Xn5krHxfqHzfWJXwN3BflQ5WHhovfz9Ydfiql4IVp69I+4t0oHTBU8LFIuYtDnnKmKd8zlO5IBQJTwn3lezeEu4t4t7SBW9pyFclveXzYnFILNp8FdxTojxF2lukPCXcWyJEixZLdk+ZFAu0WHTwZQdfdAoW5rUI0bJ5LMJr4IJh401aMAnRsIuGXTTtokGIBi2YTsFwiiYhGARnYIJB83CYNzDBIETDKRqEYNlFw8mhi7w2tmcgrRBL5lf3sysHysqhvH+cB1kjdQQe43PnRrR73erdo/qFW5ptJGcfUc+PahdGFOyWeu6Wbruhn7+pnR/JnxvJXRjNnb+lnL+pDN3I2m7mL9zSqVsadlOhb2n4SJ4YzZGjqmNUvziq/2AUfN+NXAz4AQN/wCsP8sqPOe1hHjzGG7/wwF/6zF/5jV/74K/8xq/94DdB8EQA/jYEnw3rf4igF8asV6PWa2HzpYjx6qT5xoz57gz6ZMb6dL748Vzp09nKRwvlz5dqN1YqN1eL7rUSs9pgVuvMem10rcas10Nr9bGNprhTi8ZqUzu16d3m1F5jeq85vd+c2W8t7LcWYr2Vg8FGsr2WbG0lOhvJ1nqiuZJsrCcaW4nGVqq6nmlupZtbqXos3djLlPfS5R2puiOVd+RSTK4eyJXjTGk/YR3GC8dJeCwXUvlaLlfLKjVFKeWVUlatyPmKpJhHOeM4Y6QkkJKglFKlJIhL4FgCMUnZTEibR5m9w+TOYWr7MLFzcLy1H5/e3Rvb2IisrPmXVoNrm2O7e9Ox2OjMzF98vptTs9cj4evj45+PRz4JBb+MhD7we/8cED4K+d/lmdeYr1++9eWLN7969ebXV65f+8MXn/3rpx/88i9vPXz1z7/88O1HPnrngatvXHzz+Yc+fmt5dyOTTKUTx5lkIpNMZhJSJpGUksdS8jidSErH6bsSeiON2memQ9JoJ1A7Dlpx0InDThy1j1FHLgyO9LJncp0Pr8+vS3sK3DyEwDjVS4P5o9R6QttTjQ+vMX/+y7Wxsd18ZTC9cfTqC1++9/ot9sb8sV74y8cjf37p5ifverbWACx/A6zeHrj9yHQbD/Vt0QEZ7rvjt2/FevzR7bdXureOTt5Y7Fzf7YmxTsr4JiD1n5xtvrfU+8185zfz3S/jJ+/vdp+ZaT+11PnpTOu38+3HptuPzbaHo80nl/vPrw5+PNn+4WSbHmt9b6zjCreHQ63vjbWoUNMVadKhBh1sYP7mhVB9KFin/FV7oP4df+U73gbmqw17i5S/et5fP+evE4HmeV8D89YwX93uq2H+2gV/nQ42yWAVC9RIb530N+yBut1XJwMVyl/BfRW7v44FamSgQgSqhL9q9zcwf43y1+hA2eUr4f4y5i9T3hLlrWD+sj1QGAqUcH9l2F8i/SXCV6I8JcJTojwW4S1d8BUxX2HIU8a8JZdgDfMmIZqkaBAea8hj2AQD402MN3HeJAULF007b9g5ZOMNOwftvHGBNy5w5r0csrMIcyMbZ57nDBsLhzh0DwOHGDDE6NEdBLVC7Di/tJ9ZOMgu7Ut78RzMF+Vk8aNx/cWo8fqk8eak+cGEdXUSfTZlXJ+zvpwv3losjCyW3UsVbrUWWquHtquR7WpkpxbarUVi7amj1sROcX6vtHpcX0s0149bsWTzUGokpMZxpn6caSayrUS2cZRvZ7ReXmtntXZOb0O1nQPtlN6S9WZGr0igKmmVjF7OaYWMasQVPZ6DiZyWzqsaKJhmPZcvHCtgJ68fSEoskYwlUrHjzE4isXMc30skNo7i8wcHc5vri5urSzubMxsrs5tLU1ur/vUF78pkaHY8PDcTmAvyM15mfvzz6cAXQeFr381r/uvXfF9+Jly/6Rc+8t98X/z8M+76l/wnX3Fviv53/b5r17jPPr/59rvX3379i9de//jlKx+/9NLHL7xy9YWXPvz9rgVsgAAAIABJREFUCx899dzVJ/9w9XfPvvXEk3/++ePvPPLqFy+vHcdZv++Rt/7w/XeevfTWM5df/y3+ym+/c+Xxf3j5l//jX3/y//7uof/nd4/+308/9H899eP/9tRP/9uTj/4fTzzwfz526b/+xPH3j+L/5VHyv/6U/N9//v3//LOLf/cg/r/cj/3dA9Tf/4j++x9Qf/dD29/9yPa//sD2t5fv+Q+uf/mPl//pP13+5/946e6/u3jP/zZ89//svPtvL/3z31L3/I3tO/8O/8e/wf/lrqF/+PfYP/5723//d7Z/+lvbP/5P9/x/d333v/+N7R//E/k//t5xz3/A/+E/P+iIbMznpEwykUwmk6lEOpNIS4l4JnEkJeKZZDKTSN2V0Jsp2D4LQR0bnWPUicNOHHTiqB2H7TjsSJUeG5j98j1/kFtdX8nMxHZeePETPf8Nag+ef/99n7AaXd4JeGJZqRocW1vczIjB2d1VtVI/LZZPNw5kv2+91j0ttk9B8a952ANm/1Af/GK6ZQv37NGBLdy7FO1djPYuR3rOaBeLtOzhNu5vfLDRC6ROyFAND7boYHco1DkXap8LtC/423iofW+obQ91yWDbFm5fCHXISOeeYNvm75GBrj3YokIde6hDhDp0oE0EOlioRQYbdKBJhtpUqG0LN8+HmniwSYVqRKhBB1t4qPKTALwvWLQHm1SgTgYbtmDD4a87fXXC3yD8NcpfpfxNLFCn/A2Hv0b6a4S/Tvjr5Fnt8NXs/jruq+O+MuErYf7yBV/N5q3ivirmrZLe0gVf+V5vxe4p42LJ5ildEK1zonneUxwSynfzxXu4wr/whX/0FO7mLTtbOM+b97DmP7PmdzlkcyPCbQy5wf/Po1k/R3UwDDfv+/Rpi0uQQBIkQBLinvW77i537drevbt33bNxT9Dg1N2hhaItFQqlLaVFIrsbAYoGLcWtfaR8P7wz38z5G87MmTmSD68oP74u/eSa+KOrqg/HVR+Pqz+8rP3gCvjRFcP2cXjbOPbxVef2S97Pxv2fXfXvvBLce61+97W2XVfb913r3X9t5TdX1357bcNXVzZ+c33zdzcHhv+4eun3/uELR06NHh4Y/WFg9MeB4V8So78Mnz81eunEmXP9Z06fPH3u8ODItwOJQwPJQ6cSBwcSBwaHvh4Y2H3ixCc//LDt+0MfHPnu3SPfvn/4q63fHVj9xa51+3fVv7u1/sNXV+z9pGfPJ02ffxh679XIOy/733vJ994W2ztbLG9uNL65Cty8QreuR7uhR72+Q7mhQ7G+VdTXQeuOUTvDtR0Bapu/ttVLaQ3VtPoq6+0FUawgguZFzAt9+vhH7/107JeujXFnjxnpMuOtOrRZbW+SYi0yR6cp0kk6mi0rNva4G0lvozPSbndGFfWdvnCHDWvWRLsjngbI3+L2N3q8zVBbb5SImAKtzpaOKBaVm0M1WBRYt7VvU98mMqJZv2VFU1cg3GbbtKEj2gitXrPS3+Ratbmto7feFTe88vKm3tU9vlbbO2++GW0h4RgNjdbiUY47xsQbGEgc8LarX3/vFVdjeJaFNQVhTrfyZpiAmSbmZANzIsidYmFPNLJfAIF/6AWTDZIJev5EI/BPLes5DWuSjjnHwJ2mZ04wUCaCghdAwTQjbxmsnm+UTtHzp+l5M7ScSSBnqoGXD0vKLIrZIHOmgT0VFKQb+PmwkktC2QbBZA13kpr3TwVzjl6icOCLdOKJCvYkJXuSkj5dCahCXgqGTVSzZ6p50+X8HIfxwK9Hzo2dGU2NjKRSI8Ojp1NjY6nhM6nU6eHhseGR06lU2vDlh6Pjj89cfzx64/Hwtcepq4+Hrj4euvI4Of44Mf44Of5k+Pf72/YdGRq7ff7un5du//nT8IjX2X7i6I0zf/zhCvR+sXPwqx9PvPPBV3sP/bxy3Xu/nrq2+5tDm179/NWPvvzmUCrx2/jKvrf6Nn322lv7BpN/XL7x70vXniQu/8t78CF/z1PxvseifU8F+/6S73uq3PNEse+pbN8Txb4n0n1P9V88Nn7xSL7vsXzvY/n+p/L9T2R7H0v2Pxbufyze/0iy95Fs75/SfU9kex/J9zxS7nko2/1QueeJYs8T2d6Hyt2PFLsfyXc/VO1+qNj7WLznoXjPA9muh+I9D6W77it2PRB//kCy64Fk1z3p5/cUux6Idt3l7bwl/vyudOcd3ud3eJ8/4Ox8wNtxT/jpbeHO27zPbgs+vc359C73s3vcz+4Cn93mffqH4NM/uNv/EG6/Ldx+W/HxbdEnt7jbf5ds+7+wvwFu+0P/6U3j9pvW7X9Ydt5CPr+B7rzu/vymd/dN/54bsT03Ynt/j+6/1bT/ZueBmysO3Oo+8Efnt7+vPnxr/ZE7W364+/qPd986envbsTs7jt3fefzerpP3vzp1/9vEw2+Tj39IPv3m5O+HBm/3n/2z/8yj5NnHYxefnL389Pzlv66P/3nl+tPr1/66ef3ptZtPr958ev3WXzdu/evWrb+u//H4yq0HN27ev3zzweXrd89cuj52/vLx1LnDp8a+7z/9a+rspm3bFjrN873Q4iAy34/O85oWeoyZuG6yXT7FrpqBKSZikjRc/AIunQhL/wEJ02BBmomXZgT+x8RNM7LTIE6alZ9mYKRpq9IM9DQ9I03PTNNy0gzsNF1NmpaWZqSn6ZhpOiBNy0yTsdPUjDQDkAay00ysNJDznInzAsj/XyMnzcT9Hwvrf0zs5w3cKRb+BAvneYgzycJ+AWTjXa1vvr4p2KYkm+muRpqzhepqFfhbBFgT0L2ldc/OfdEOz7vvvd7RHdu9e88br75a1+v56psfVqxb0b2x7fjh/i19qze8vHrl2qaX3371i50HOzu9n+3Y/sO+Qw3tVqKR2tjn+Prrw69uXNm+xn/gwHfNHXVN6/wfffR2rMm8+dW1LZ2ud7a9vbq3KdaOvL/zo/bexnAH+dbH70c6PFi9oHEFXNci9NUD3hbA2coOdWr61rUjPts8Gy8D489DpJmIyNPkRiLoNCswFeJOMbNfBBniKOFtjkwD2TOMjCkGzj+0AN8HdbcEF5m4k4ysSQbuCzr2IkLd3BmvgKSTDayZOm66jjvFCEzV8aE6j8kNT9dzJhuFU8ziSSCXEUK80WC2nD9Jw5qopP9TSsuxaZ314eUa2QQ5e4qKOk3OmKcUIhE3BdU8p2FO0gCT5axFXujrwZ/PjIwNJ4dHU6mx5Ojp5PDp4eEzydTZZGpsODU6kkobvnxvdPzRmeuPx248Hr7+KHnl0dDlh6nxR8nxR0Pjj1LjD8/eevzOZ3ua6l9ZvXrP11+NHUtdXLP+o317jn93fKiv75NvD418cfTk2s4PP33361c2bvvu2JnP933/+rrdB3b9evzYpdSF669s2fvTl6P9xy6cP//0wrW/Ll57mhz/K/DdA8HuR8J9T8V7n0r2PJXtfazc+0S976l672PZnkeyvU9Eex8L9z4R7P1TsPdP/v5Hoj0PBHseC/Y8lux+JNz3ULTrEX/XY/bux7w9jwW7Hkl3PBLueMDZ9YC96xFn1wPurofcnfd5O+5xd9zj77gv2HFHvOOe9NP7sk/viXbeE++4o9l+x7D9tmHHHeuOO8jOu5bdd0277lp33sN23bfvveXYddu3/370y/vxL+43fXGv+ct7Pd/eXXno3tpD9/oO3X/pyJP3jj5+/+fH7//65LPBP/f1P/3m1J/7h/46MPKvoyN/HR39q3/sr/7Tj46ffpA6/+fw+H/Grvx98fJ/zl/+69zVv65c+9flG08u33hy6caTyzf+vHz9yYWr9y9euXv+yp0LV2+PXf391MXLAxcuDZ2/3P/bxaMjp39Inf4xMfx9IvFFcnD/r8f2/PzT3hNHt3z24abtn7x9aN+b3+x+48CO1/bv3LR/R9en73R+/Hrbx6+1fvRK9IOXPW9s8L/U6dva7dja49rUAXfHFJ1+aU+As8In6PZyY7h3Zfuh48nv+08fOnn6l8Rvq9595wWz4DlY9CImmYTK5tq1GTblJEjwAsybDPFnwvx8lyaTUPwTFk5GFC/YxC/ioiqfucShmmbhToFFL6DCFxE+P2yiuZUvWsUzLNLJFslki/R5C5sRhUwxxxSYMwURTbKIJ1hYkghha/TMsgonw9IXENE/YT4/Qvjao9Nh0fMwfyLCftHMZPtMdc2uDEww0cafjksnoFK4vW7jho5gly7QKfR0clydrGCbMt6Lks2SuhVI58YWR5s5ssIRaDd2rPfWtZtd3YamtRF7vbZtU3TV1lVonYZshZ1NFlerxdMC2xtULS/3Nq/tMccExjjH3CCF2y3GuNwYFZviGlWYp4sKdBGRIcpXhyXyKF8TVWpCQnWIow0pIL9c7xXqAipDSIGEVHDEJPPxGG4ew8dhejnaCNjeFVc69PMs/Ewjb46Fm2Fli3xghUM6wwxMNwHTQPo0A3OJXVJoE0/X06br2ek6YKqGudAiWArxJ6tZU7XcF/W8iTrBRLM0E5PNMrNmgLzpWuEUJTBDyUxX8bM0whlqwXSdYAoonGYUTTfyZphFc7TiGQruRDnzRQljspj6vIpeRWpFXoLlg8xxOxrzGaMuhd2UKaU9r6S9oKI9J6nJ98M/J0+cGRlLJlKp5PBwcngkmRxJJUeHk2eTyTOp1NhwKi116e7Y+MPT156MXX+cuvogceXh0OUHyfFHw5cfJccfJi8/PH394Wd7fxoauPvHw2e3Hj07ljz/8c4j7+zYvWbtW/v3Hd9/cGDf9/0//TL+9NmzX85e/HDb1zv3HDl+6uLVx3//duvJydELH358JHnhzsBv14bO3frt6tNz156mxp+SX99lb3vA2fmQu/Oh6NMHok/vCz59KP30geyze4Id9+Q7Hql2PFTueqja+VT3+WP93gem3Q/g3Q/wPY/IPY/w/Q9d+x9GvnjUeOBp0zePWw/+2fXN055DT7u/f9T5/dO1R56+9OPTt44+/eCXp++f+tcnp/7eOfjfA8m/vxr+z8Hhfx8c+/u73579cvbZr+efnTr/LHXpWerKs9Gr/x278mx0/O/UtWejN/8evfLXmWt/Xrzx+MKNv87e/Gvs9z/PXL1/dvz2mWt3To/fGLl0M3nu0tDZC/1nL/yYGPpxaOhYMnU0kTp48tSen37ce/T7PT8dPjo4mrx45Y2v93bt/KBv14c9H7ze+u6W+Lsv217fDG5Zp1+7UrW2Rbm6VbmmhdNVT+8Osrrc/K4gvSVYHbPR6hFOHV4dRYt8UAFpySN1RU6w2K8v96qoHnWVX1foUZWQ4kInr8ghWG7jFqK8pbBgCQzkoqw8jLUEZS6FgaUwMxeh5qGUHISWg1JyEOpSiL4AoWZilByUushMUcT93/6S+L5/5LsTY8cGzq56983JmGKaTTmVkMxGBA2rGhRx9EWINRERToZ4szFe0+pGeQR/Dha/iMmewwVzMEHdinphxDrZwpqIil60iSYiYs+KsDBkfsEimgLJJ0GSiZDwH1aGsMUuqYcmQZxJiHgixJkEAdQ6SBSHZln50zDpNJtgIsYp8Bl4YXiJXZppl5eQ2jJCJgkYpH7TdIwz2c6eYhf8A+WaWj19K+MKv45GSiodvBKCWo6z8lCg2A4U4KylNmCpk5OLcvJsvKUIJwflLMY4ORCQh3EXwKx0kDoXps+2sOZbORlmxnQLdY6VOVPPnqzhpRuY0/SUqTr6dANtBsiarQOm6ygzQCDdyJpposwz8jMswnQjMEfPSwcZs8xArMu/cXX9J6+t/Ort9btfW7llTVNHRyTTIJxk5E008ibqeTmY2tEYYBNgNixZjPGzMW4WyluMcLMx0SJMngNzsxF2DiGfZ5dNg8UZmHQuoZ5nkyzDFcth7jIrrwQRF8LC5Q5xnkez0KmbYlPNdipm2OUFpIZhl1Ug0nJUVALxc3HpcqeiDJXmQeIFDk22TVxCyqkuPY3Q0HDRMhuQhYuWh0B6DKwNaAt94BKvao5LsdClzzIJ0o3s2SbBbD23LAi//93eU0MDo8nUSDI1nEqOJIeHE8Mjw6nTyeSZVHJsOJE2fOHeyPjDsWtPhq8/SV57NHTlweD4/aHxh8MXHyQu309cfnDuxpOdX/zwzgffbNt9eP83/d8cTezb37/vu6PrWrf9curK53tP/DJ4fstLH3RteKOr6b1jh68cS17sW/NKb8MrW/t2DQ1e2nPgh7W9H23o/mjvzl+v3PjPpRv/OnftX9tOPNny47/e+uU/H//638/6/7Nz6N97E39/lXp2ZOTZj2ee/fzbs5/PPRu4+Cwx/ix15Vny6rPh689O33h27sqz367958zNv3+7+ezS9WcXrv/37I1/n7v519jNv5JXH6Yu30lc/OP4xVu/nPv915FLJ8YuHDtz7nBq7GD/wBcnfv3ixLFdJ49t+/Hw9u+/3f394e2Hv3ljz87Xdn3wxuefvP7ZO5s+eXfNh1vWfLhh/duvrHv3zbqXVrZu6uzY0lW3qTu6ob15XXfLupWBVXX161r8Xb5gW7Cxy+9qhiLtQWed0RKTmOsEYJRliLL1IZHOL+hc1/P29o/5XlMuzC+1CWoIUSUumotxJluYkyzsSTB/EsyZbBbMsYoyMcF8QjCPFMx3iBYTskJSXeRWlXo0S12KXIeG5bFQvPoCUlnlUtD8SpZPzQxojA2YKWqieKQ1Xlm1X1rtknuacFOdvpQUUDyScjev2iNr7/bY6o2FTqDQBRS4gAq3sHW12xjX5tj5pU5ePkaX13u//GHg+1PDB4+P/NT/W9/bH85CZXNsonQ7bw7CySMECyFBOsabZGNOtrHSMd58m2Q2yp+OiibighdxbjoqnIwJJ6C86Sh3EsqfjkqmwrJ/Qqx/QNxJqHQ6IpqOiCYhogko/x8IMw1mTUEl0zDxJIyZjgATIOYLKHMOKk5HJdNt3EkoK4uQ16+o61kV/+DlFdvf7Nm6uW7T6pg1DM9BWBkOzlwHd5aNBTbgDY3kUi17sgaYqQWmGSiTDBUv6qlTQeYUkD4JBCaC3Gl6XrqeOw0UPGfiT9BzphnYU0H+Czpggp79vJE5QU+drAOm6LiTdazJIGuxSVQGqaoRVbVVVWGWLtCKJmkFU/TcyTreJJ1oMghM0zNn6gTpoGiqgTtJJ5ii5UwGObZOMrrKt2JLQ8+GaKw34GgnoTpiPiidYpZMAHkTNJwsIx9tgLtX2MLtqL7JzPIqClG+PKZztak9rVqsUamKiGRhFVinMTYYGXFrXkC/mJBA9aZoq6ahTR1t1GP1YrheZIpJ6xotqiaSEkazUYm5Aezp0He26twNamuALw0IJD5JtBlytjnN9XgZKgQDyrZm/ap2faBerg/x+W4B1cmBvXxPI6KJkwWEOtsmqXBqBW6VOKKneNQVTnmB1yDtiX934qfTwyOjyeRIamgkmRpNJk8nEqcTybFUYiyVShu+eG/48oOR60+Grz1JXH2UvPIgcfne0KUHqUsPk5fuJcYfjf/x398u3Duw9+SubUe/PTB6+tKT3y4+vvD73+cv//vy7/8+d/nptQfPRs/fO3Hq2unzT6/ff3b57n/HLj8+ffbh2JWnZ3//69SFK4nR679d/9fwtccnx//46dyN789ePXruyo/nLn+bPPtV6twXqbM7Tg1+fOzEe0ePvn306Ks//dD37Tfr9+9dtWdP556dsQ/fD731WvCdN/1vv0W8/JJ+yzrtpvVb9h3+MTHW+m4fsjZE9kVtfVFLt1/f4TB3uPDeZnNrLL5qbWhFK9rodffWmeogb3vY3ozBDZ5oV7s97o52tjjCROvK9mCrzxX1rezrs8UgnpuiD8tffe39jW+86u+MvfvxZ9E2X3ffmvUvbY63x1dv7utat+qNDz/xRLB3P/jk7Xc/9sRdO/d807am0RRlYW1yrJFja+IgTTxLAzu2IrhqY58qDFd7pBSPguZTWeIOUxs51y6Za5NlELIMXGJtcvqb3ctx8XJSnOtV5Hjk9T1espUsd6krfaZcj6rUbWheEUPqkHy3vNynpnk0TK+W6dN2rY+TbY5aUk7zyCu8sjKPvGmNG2oyl7rEVI+0yiWs9SpCXbg1Bta6JXS/mOuWSPzKYCsiDMiKHdxyF3eJgyFqIPYd6T/06/C3v4z+dOrsuvffzkJ5c1HOXBSYZWVPtzLmwMAshDMFo81E2LNQ4RSEMwNlz4C50xHeNJQzHWFPRjkTUdYkjDcFFc1ERDMw7kSYOxORlmMapl3Kd0jEpFLiMyzDRZMw9lSMMxPnpeOsDJQ1H+PMQdlzEN4sVDwLYU+GKFm4BGy2GdpteJcDabVqmwxw3Cx1a0rsvAJStNQhyHcKmVYWX1y+VE+dDbJmauhT1dSphtppJuY0PTBdR5umrZxmoM0y8ueArHQ9Z6KeP0HFnGFkTLHwpxl5s/TcSVr2ND1tmgGYauBP03MyQG4eKC02ypebVGWQko3Ii3SS+aB0tpE/FeTOMPIXWjhZZnGGUZQO8qea+NlGYa5JtgiWTTVxJujpzxmoWVZ2DiJPNwETVfR0vSDHIq1AdGWQOlNUqfDqupo0r2529G2OQnGL2iXz1ak3d0t2v+J4e7O9pUO3tkfXFJP2rrF1bazTRyAWym6o121tkH261fbGeueqXv2WdaZIQB6ugzv6onKXqczA9sZUq+Pst9YYN6/CQnXypk6tyy/B/LKutQGr10xV1ShRToAAVteJV3aZIBefDMm8EakKA3pWBWN19moNh4mDIqvcZqXHoyrCp5KjQhWpaN3c/Wvi1EgyNZJIpBLJkWRqNJX8/4wlh9JSF/8YGb87dv3J2LUnyasPEuP3khfvD158MHTp/tCle0fPXf38VHLf0Nl9qXN7hs9+mhh+5cefXzp8eMPB79YeOtSzf1/jzk+jn3zk3/Gpbft2/J230TdfB994Tf3SFuWmtfy+FYzVnWWNodrGaG13C60jXtlRv6QpOifomhm2ZUTsc72OuWF3etAxlcQmENZ/2sF/EqZ/EPo0SPqCSTrFrPhfizTNKHxOL3zOKHsOkj+P61+0w8/bLbKWji1vvmdvgkUhQBbgSH1sXUisDon1Id0bH+/t3fTSik0vtazv3fLOJ29v3xVqj+3+8khb38oNW1/7/tDxplWtK17ZXNfV/NFnX/VsXt+zuu/r70fq19QrAwy81fr6Z5+3bOqpWxt/7eN33A3GhvWx+Loo2YyFun3hXn/blk5nA9i4OuJpdYIRFdntttSB5hgPazZDDTKwWaJvEmrqZL7OYO/qTnnYUupW1QQ0FR6VOGYUNiBzcPEcXDDXIVxoV3IjEDtiWmSX5TiUS12qPJdKEDVyIrqagKHCaywgVaVuLcUHVrhkxS55tV/L8KrYHiXHo2S7tZUeTY1PU+1VVLtlNU4FzSGrJcU1XkmtT0HxKMtJiaHB+NLGxo9e69n3wap976x+ZUvDunVhoUtU5mGVeXiLnXReDNl98PjhX1PfHkv+eGJ03fvvZWP8bIifi3CzYWAWwpqDsLNg4VJcnGOTZCKcdISVjgC5mDzPrs3CRLMhxlyIsRjhLifli5zS+agoHaEvtHDKUQWFlNUiQDVYS4XYYoeMhqsWkZL5KHs+DBRYqUyHDGzACzBGhpWRBfMXo5wil3yJQ5SBULOtFUVQeTnGq3JqSjFOGcFmujg8j0wSMjN9SpaxRiwoWqqhLkEkNYSeF0QXWfkzDZRsA5PjlOhjVsCly9DSMnU1JVZATBq0YTjXCkzTsWbrgeUmsdRvFzrNs3XAZA1zGcJXBYy2ek8eJJ2gZs41M2R+fbjVg0Xx+Qb+JB3AIMShBpO7w1ltk87RsRcbmYhXHmt1Yo3OTAN7goJWjPHsMWOkh2S7VFPktPk6ljWga28noy3Ocl4FzypG7bx1K/GmCMKR0qUQN1Kn6I3Lt222b23Wet3cj192rmzWNjSDrfUYR1jDUNW0N5nWRqTvrbWuiWscKLB5LdHRaIIIZTiiY3Crqrgl3pC8LSx6fRWytdGokVHqG1X1dSqxmY47VEJ+TUXtMqaOptJTXA5uzC1hsZaDZo7XLxNaBHYvaFZxKbUldBGDrWBxReUerxQxC2vYlUq7pPPl3uRwamQoMTw0NJxKjiZTo8nEyHByNJU4nUyeSQ6lJS7+kRy/M3rt8djVx6kr94fG7/Zfvtd/6d7AxXvDVx+/cvibeS403U3OJl3pLmwWaU13QFMc1imE5QWH+XlMl2bT/i+mSbNq0qyq52z6f+CmFx3WyS7oeaflOcz4vM063YFNc6HT3OgMNzrLY5vuJeZ4HOku84tO6xSPbWrAlhl0V9VFZnltE9zwi15kig+tiQXYUd9cFzrVBU2yG+c6LKqWuvx65zSfLSPgnOVzSmNNq9f1eTvtxkaZqV6uj4vwFpuzxWKOyXxrmvH2MNRsN7cgWHcAavNrYhDRE9LGLMGVbYFV7WBEA9XrzDEVGreaYjpXK966tQ9pRqx1MjiuhONmc0xjbVQhdVKoXmqsk+kjIkNco4lLDHGFOiLXRhRYnT7WikRb4cYuomOVt7vX1diOSCMqRkQJRBXVAYWxztG7ql0dBqtdijK/otArnodz0hF2Ns6f6xJleMRLSOkiXJxlky0h5Usc2lynttCtLnJLS/yKcr+5zKUvc2rKnMoiu6LKpeB61DKvXuXXaLxSg1vDdCurfCqqV1XrkzA8crZLyfeoOG4ZwyOh+tWcoArwSbE2qGt9YNWm+nUv1Xduqqtb4w31YtIgj+4TMLzSWidH4DZ8tOfgoeMjB48mfjg5suHttxioREwoSx2SHDsjE6LnWTgal5rrMhST6kIrI9dE4ztEZq+WivGXI9ylBhoVqrGHdQqniOngF1np5WCxzSnWEKI8O1CM0UvAIhVUQwRNbJuEQnJpForRUOAm+XpSJSN4DJgGQMVWrEhvE/obSbVPS4PLffasZj+rsdHc3obsvlZQAAAgAElEQVRaCAAn8ppCRf56RbzHYYoZWUaB1ayu1LAFTj3RYmtd5ePiggxtKQXjeBvBthWOaCtWDLKK9FSdVxhsBju6UCEqyVBSS3V0DS53RazOoGmxjjVfTdM5VM56a2sXIcVUs1W1DDMQaEDq2vGWdqxAK1ioYtudiqZmsG+FA3cbl2qFAjO/LqKNN5rXdjhpZuECDd3skDbHDN3tOOkzZ2nYdEjUFLO0NptXtlqFEqrULJAa2Ga30ocqeUyqykRvjUpXhiXv9liaMTYEMt5a5WivU8gwrtOhFnBq1EagJ6bqCHK2tCu9YK1SWrWl19pWpxdZxU6fTiCh8JW1Aa8gQLA2t+u77DKVqHJFk7qzXlFirjIHVVops5ZdItNQpaJKQFmFY3QZvwwxcUlSStULLKTaqhUwGFVsKUMgB1hCqsHIUomq6exy1C17Y/tro8OnR4aSqURyJJEcTaZGhxKjycRwKjGaTI0lEmmJC7cTl++m/u+DuvJg6NL9/ov3+i/dHbh0b/jao9e+/3aOH57kxdO9zqUBL6sxnhNyzHLZZ3ixmT6cXR+lNIZfdFteJCwv4IZsn8PYuyKvPjTHb5/lsU1x4tKmFn1v5yw/MSuAz/Th0/z4PA+B9/ZW1wf/6YCnedGpAaQsGrOtWJERsk91Y+k+YqbHLmtrVrfG0l3QZJd5Lm5dRrrkzQ25UfuMgH1OwDnX7+SGG5p7V+ibyJqAoSZgLg0Zir2WIp+p3A/nuHRZTtVit2apx7DMZVjo1C50mReS5gV+a6bHONuhqgnIrXVysl6OxBTquEoVl4sjGl2dyRgzmmJmc9xsbjAgjTq4XqOPq1UxlSamV8UMijqNrs6gqtOzg8pYt/vj1zr2frzl+z0vf7dz3SdvdfdtDTMCqpqAhBqQVwWVQq/agmnlpJLhlVe6pXmkZIFNlmUTLbaLcuzipU7pErdsiVOeT6iLHNJyUlXq0pd5VOVeeY1Xw/AZa93aUkJV6pCXOJUMv4Hv1fEJtYRQaj0S1G+UhQ0sv5zmFgIekcJnBAOgxK8QeEU8r1ToA/UhUBdSaLwSLslhkhKV38D3KBluMYPk871cMKDW+fQAIeI4wI8+//rwL8Pf/pT8/teRzz9YvyleGw3IpLhISwjVaMmqeNHqRpncwINsKiNG74sUfNTLcuEsCOKZHZK2UN6BTYXrm1gWI7MxrIt4Sg69WvL1Fg6sLoEwCeHgvt1TMrxT2BMtR4z01ii4oT7v/Jfcr7YyrTpGk8/YE2AmP6ddPKJt8dYEAsb6sPrTVSX/TiJfratuCAvWNupWuIpv/Si7fxTuibEaWzAyZNH6yb5X3oRwS8Cp9kctXR2EmVTm6ilmhyIe0dc3GFe2ORgWca2BF3ArwwFVdyuOucDlWgCEeBGHnHBpGuM2Csit0tN8TpXbrW5sQjGnrkTLQIySkFdNkJpY1FZj4FdrGT6n1u+UNMetPg9arBJpLLImtxJHxW0xB8ckzldVu2yiECrwuHSkD16q4fLNvCafkYTEUY9GoKFLMCkH5OKNWsgmpwqqw0HBlgZ5V1TwyXqo2c6v90h+eIdsb5CgTXKHT0/n1zrcojVRWdBL2bxaE7Uy3Qiw/1VLV4PY3mH2NyAcBV1l58UCYh9O27pR00QKTPraN1ca1sR49DdLba8r1EouV81QG1h0TQH144XGSDGTU2xA2IhdYvbJW1aQKK4D5LV0HVUgZYoQAIkI+cJqpooWrtPuPrhjJHV6eDCVGhoeGfo/QSSGk4nhxNDo0NBIKpGWOH87dfHO8NX7yeuPkuMPhy7dH7h499SFO6cu3EmMP9x+7GBuGJvlRuZ4sNJQEOztXBTA5rmRWV5khhflNsarm8MT3MYJdt0EXJvlxVgtDTlhd4aPmO1xppP2vDC5JOyZ4SVme23TPMhkL5zugzL9yCQSeZFEp3nQWQH7DL99jtc+3QvP9MCzfMQ0L7HM57V390RX9/W+9PLaN95o2rjev643P2Kb7kOn+e3pbowSCPhamko9yGTCPNOJz3Mhc5zm2V44223P8KJTPNYZTutcJzLfiaQ7zJOd8DwXnuGD53jMWQ5jmVejjWrcjRpbXKWtU+hCCplLpSAUSlKhIdUSj1IV02KNWqxBY4prDDGNJqpX1RmUEbUirOaFtHSfWhkzWlqs+lbY1Ayb60FpvY5Vpy/1qapc4lKnvCqkqjYzaLV5HEzCcKnopDbXqV6IyZZhIgoh47jVlV75clK03CGmEXKZU0V3qascmiqnikGqDEGzIqKj+OTVuJiGSVVupYDUFtjk1RiPaeOZXHJnzKQIqwFSwLBzYKcg1gjZohqxTyIluQ6C2lkH+iNGq18Ku4ROR9XKGKe9FcHcUqtXriPoLf7i9b06u1dhcsuUHuO2PYe+/SXx5dH+Iz+efHjhk3uDaCO6zGoA4kHDthVLn10idqxiqnjlDQ7D2mDZowHthe+MhGSRw8hvI2W/fsB6dsXzejTXIq3picKvN5X86xx89GMNyF2KwcJGl+CX7az7p8gOV5FRVtMRAj9ZWXnrV2L/GiYoKQ6QmvUR7qkd7JM7TPUI1Qpy4z7pq12lv+6QvBWn+yz0ACGsJyl732Z8s1UURhkWsxTzgJaQu+/Vt8yQwYXL9QaeiVCaXfo8Dc1MyCOEygyy/BGYbhEUS+k+QgtpqaRNaXYaFmtrZUYeaZIKJFTcqyo3AEtkZR6nmNDyMVxh9CqXqWolWk7QrtcbxG4vVm3iLZGUOQllABZHHFrUpc2SUOkaoN1nchr4DX6EArLThYUIIYkSCj+htbvNWTJKhayyLWiLOaz1YQgwALKQVuuTR9bYvA02Palcv862ayO2Yyv2zTvuN7str6yBdr1ub2zSeXusoTa73KOLdBlXt6u6O6WvvQR2RxQdDeBrq63ROq06BhEtdo1PRTbpu7o0bQ3CV9bpWhsU/qhgRafOF+cJ6lRoHEIJnR6RySyMaqiM01Chs9Uy1dVaO1tNiECviAyCmFMjM9OqDVSmvIZhonEQHkVKoahZGr/5wM/fjQ2PpAZTqaHEcGIwmUikkkPJRGIkkTgzODSSTKQNnft95MKd4Sv3k9ceJcYfDF6813/x7qkLd06evz10+f6eX4+U19lnuaxzPVCG25bhtM11QRk+KN2DzvbAU13WyR5osts8waadbDdM91inus0ZbmSOx57hI7Lc6CwXPN2FZbjxpS77Eje+yIdneW0TbPoX7bpJLst0DzrbT0z1oDPd2Gw/mu5H5njt6U5bUSjs7tsQ2bqu/o3N8S0b8bU95hXNeREyw2PPDroX+YklmL6Cw8gCpdNJaIbdMstunOs0zfGaM7zQPDc01wHPJrAZJDLbDWU4LXNILNODZXqs871wLgnTPLAkZjDG1eYGPRg3mH2gxqNWOCU6v9QWNKCNiKHRqomqNXUqS8hAxlFLPcLyykRBuSWstEVRtMlN8SkrPXKVX+mImsPdvuqgNM8tpnr1Or/V1+1XxkGaHtDKmVaM6QkbBIS+2i4tgBgcuCbo58MhrdinpNkBGc7oCHKiEZOKUKucMgvBWBMtWtkihQMyyKc24dx1jdXv9DKtZroGkqA4f2ND2d6trI6wxE6IbS5ud6To2KfibRu0fkza2eJYFaGe3skb/FgbxdmtMXh1lDW2k/qflG9DuDqEiNc1Q9t68v992v3la1KLktJeZw3EXDsO/vLlzwNf/HD80E/9Px98e3efPIbSVAqKy6UIhqre7qpe7eNpxOUEzI95BC3x4nURms/ABNUsn1sRcNP7fJQVLgmmpTQH1B43N0zmNXtpiIpqArlBj9Jsq2wgKM0BBWxkxkJaM0pHzUvavSI/zG/xSoJ+qdJcFEIYcVITsPNa/EIhVqsHlzfYhDFI0OIRGB0Ax1xqx1nNfkNTQO90a9Q+57qtL8n0AotN5XFhgSgsI6RZygoA4rRF4PqAyRcyV+uY+dIq1ClrDlviYViMyLPU1RQZxW3XBr0g5FIt1tXOEZdqUUF9CA6HrADEzNJUl8ooTo+lrYFAXOASDWOBqFJmFLZFbfGImYbwM+S1+fwqwqZp9BhMmHSZlpIpqazRUb0ebdCvpxjFWTL6YmGh3iJo8JlMsHAJt5KOKwFMXG1iSCw8m1OJevmNrbKORllzVNAY4IaDoroGhcoOFMkpTAVNa+DIIQ5oo4MIVWOqAvUVVqjaZGMCBkomPXdRVbZUVMFTVvCsNImpminPBwS5AnEhoC4tVZUs4BVkVebQKcurGYWlwuLlwoJcRkF+VQ6dtqyKnb9MWFwgLC+gLC+rXFzLyM3llObxSnKBkpyS3CUlC5YBBUi3Pzk8lBpMJAaHUkODI0ODI4nE8FAyNZQcSSTHhoaGhwbTEmd/H7lwZ2T8/vCVh4nLD/9PDafO3T5x/o/Bi3f3D5yqbHJOd0CzSDjTg8x3ofPdaJYbmePEZjuQ6W7rTI91DomlO6CpuHG62zjPB+f7XRXh0GKfM9ttznZbC71eTixU7sKXE/Yir5MW9PDrArNI8wuEfrYPqQy4lW3xIj8y0wPO9ePFPreipb44YM9yQQu95iLSog37C3zIdLtukRene126xnh1wJmp5xcC5bmgKpe086OByph7Kq6Z6zCVeG3KmFfZHJ5r105HwTIXZIk6sfbIAhycjYN5PlgZ8xO9rRS/nkqKpQGLvcHVtDJujoBsgq+Lyuob7X1rIo5mi4yUBuPiFY3qlV3Ohk6HwCHQ+lSuCNjSZO/s8CgdIqVTFAybO5vhjWvdFo+KjnNAr84fxds6vKgHhAPhb/fv++1gfPfLYlBJjwTgqL3m+OfU5AENYawkCV3YwT6ypeZpAl8TpBFGcaNHuXdF6bMr3i+31hCqmlafZb2r8tkZfPwIBImzcAu/gWCe3SP8+6y3y15AwtwGF2fX5oJHZ4Of9fJxFbCmyf52Q8Xv/dZT27QukBLx6jbEWSd38y4edK9zVbpN/O645Y322hPb9O91KhEVM+zSBGKeT7/+6cBPAweOHP/u2NCW114mUGE8rG8M6H1OPsVIYYAMn1cfdkjrCY4A4dDM1WaM2x5GeiIqyMFkIIACAho9YE9YG/ECAEwHIBqEAnGPptHOEyJAAcpgwkDQrWkOS8gwsxSqqbBWGTCWx6FodFJEaG2xhUoDKy0wP2arNWCVZTBQY6aIZZWguNQBVVTZmWUIja6vUShokKGagVFFIdfmV9/ggaIiUXnAIsAh9hJN7SJt5XJ5uVJJh4wslpFWYWAUa2vLlKVyFZUP0ouM3HwtaxmnkM5bplRUFKkoCwy0bAUlh5nPFBdWySsz1LWZIHORpKaQUSiQlBeoazI17EwNYyGnsJKeUyIsytOzckEgX15dTF1KoS7Lk1UtApmL1IwsdmERa3meqGyumjNPw5knrc6m5RYAy3NklQsZZQvz8jKohZMZC+cVZOWXZWVWLJxasSizYtG80syK6rn5tEULOSVz2IXptPzs8py8ikUL6ZXzaCULKTkZxVkLCjIX1y5ezC2ZLyqdKyjLZixbzFg2DyiZyaqYTyucUrl4XmnOQmphprAiQ06dKavMFJRnscvmCysWSasLZZQ8YUU+rbiUU1ospebqWAv09CWq2jxVbYGqukDHLNAzl6oZpQpqtZq6VE8zb2w+mTw1PDSYHBxMDQ0MDw0NDyVHBpPDg8nU0OBwYmBkaDAtcfZG4vyd0cv3R8fvD12613/x7slzt0+eu3Xyt1uDF+7sTQxUNwaqnKSqOZpNWufajdlOGxDwG7obM0nTDFy31IVygiFha8NsXDHVrlniRnmRiLGteQEGzrYb8pw2od8vrfNmWRUzrYZ80sn0ezlR53xcOdmqoeB2g98jjJAFqDITldKdmDTg4wbcBU7VcliiIDQWPypwYRSbIs/Kl5FqIkJK7LYaO5INCgsEjBKNih8kHR1Npmb/LLM4G9XqQo5gk8/f5ltmlWdaDboAEq/H2zp8LES7CNJKfTgR9Xlbw1JCR0fFWACLNXi7u/zBqFVNCO1RdWvctrLb3dpgckGcY59I+ncau2PgynabFZXYfGAkYoyGNatbUbtTrnGKfB6wPqjrbcH9Do2KEMFeVSSgC/pNTkIdaujsP3ni97GNe7cIzTJayAO1kOwjH/G+flNuUVdARn7EJn6jm3PwTVMLyQSVlIBdsLauZs8mTl+IDqnoDkQexLgbm5ibYyKLmqrS0Z2EuC1I3RgqieIAauaQdoAgac2+qr4GvRcWtoSMYa8w4ixdHZXUezTNUUtdRI07yjoDjHWNSJMPbIqbDDgNgWr6mpHVUbghCuIB27avf/zqh4EvD5/85ufBLW+9SQEpAiVVJ6tg6SrKzMxSE7VGUU2vXcaU5JVYWJUWFsVYxRYUScT5DJxSgwM0bRWDW0ihLaAqiykwsxamVyrLa2tzKtjLimB2mY1dZqopBZYU07MLrOVlBL0So5eqSwroC3NlxRU4swwHSvWVJczFuczcPBOjCGIWWxlFovJceu5iTfUyO5CHMUvA2uWCwsXS4oUIVRom1r36GmCRL2Avr2YuqxBV5CiZS1TUfFFlIVC8TFSYa64pg7glJs5SZU2OsDRHSymEROUWTr6mdoG4aJGkZDHIX2DkZxlYC5TV2dKiOSpqhomTbQIWG1hZiso5SkqmGcgE2XMNzGxtTbaybKG+ttDIrTDxS61Agb42V1OzBAQWGDmZem6Whj5fS5ur583R82brWbO09Ex1bZYemGfgZWlpy9SMBSB3lqF2loY6S1k9X8vOVAszBDXzhJXz5VXzQHoWIs5BRItgIBvmz7ICWTBP6pUTPpHbxUOdfLNLjAbkcFTGcSpyncqFuGChhaMLSB1RGRSU6kmAhwI1CLvMRuc4BcW4KBuXTzIwF6FCKioCYB7VxKuAmCUW1nKMLfPzJT4lJaDNsbMXWrjFmLjcBixHWMsxfibGmxZUd+19//RwMjU4MDTYPzSYTAwmhgcGhwcHE0MDyUR/aqg/bei3m4lzt0cv3x8evzdw6e6pC7dPnvvjxG+3Tp75vf/c7QOJfnNTWOZ204OObJMs06yk2yGpzw94sXxYvsiiVjotKq+T7sIKLOwaE9ceBEG/XYDDtaBAhnA6G7VwABPhUK1JzUD4LS1K2GeS2TEhribd9P2vGYN+tdps1qKqeJj63S57U7NJicG427gmWDZ+hHh5tVZvVLt85mZf4a3j6k82KrVKFRn2V4GaJVRKjUTijJBYhHTVuapNqlLC4oo43UEs1OhkG5W5qB4LmP1OsDFKmq3qYqvW5MMdTsTqQnSoWkfIAg2I14sQDgPpAVFS7YmAAY8Zx1RhN2jHeb3NgpdaNDYDO+QEUUxu8CiDAa3dwPLiAhQXK5xShw8kYRGBq502lQwV6AmZA1cbLBIEU4di9V8c+nVlj6fZo/ATpkjQihBSprEWQ+lhQhlzSghczDUJYVjUEDQ3eKUhr1COsPUwL+rRhXzq5qBcZmUxDFSUUEd85laSbUYBBSE12gGvUxPzCEPuWgXK1NnYnc34xo5QwK9VEHyDU+zzKRvdula/yOxgykiO1cWLuNV+TKjGWEIbR4OyHU4ZiYqVJkDhMX3yxXffHOnf/93Jr3/s3/reO+Uwu4BTuJy6tEBeUaqlFitqShQ1BarqXIRWTDCrEG61lVWrqaw2VNXY+QyCW2sDyiBKkbWmGGOU2BgFNnYxzCy11ObbGEsIdj7BL8JYpQi1FKcWO+iVdnq5jVVio5bZKMts7BInm0pwmTi3FqGVI5RihFkGsUsszGIrvRhlFWHs5TAlz8YsgNnFBJDv5uXhdFmE6Nv8EgfVLNTWZimqs5W1i9S0xSp6joyyDKTnoPRFKGsJLFhm5S01cReaWAvNQC4kKoAFuRB7rokx20qdb+FlW7gLrNz5JsZ8CysTFmZBgmwrKwNizzYBM83MmRAjA+ZkWNizTMzZRtpckJFrEeSZOUstnCwzMB9kzjOxsizs+QZeBsicZaRNM3Bn6ZlzQc4MI2OWiTHfxJ+mZGQYudIIGGk0aeosjJhlmUO81KbkkXKzl8Oz8ypx9hKIuQzmG0JyTxvMbyWLvPpigtfQpn1zjf7dDebNa00bVmg2r9at6pC3t1rJHj8vYCy0Mus6Na/36bauNnV1gME6KeJjywlauMHs7giIwnCmjkaFhC4CaAuxcT9PSfJFDq4IZ+B+UetKb7jLw8WF5Wa+wiaKuah6u4BrFxYizKqw4q0Dnw2nhhJD/YMDA4ODA4nBgdTAQGpgMDkwkBzsTw2eTEucvZk8d2f04r3U+J3Bi7dPnbt94syt42du/nLm9+Nnbw2fGfrpi3goqNIjkN6i6QjTfzhgDYaUZhQCYfWqZsqZw4aYlwFhiMUi/bCr8v6wvdELWGHIZVUf2FD29yV7s4cJmUxmq2Fzc/UfJ9n1rirIaENxw/ae8oejjnqSo1RocVT9RmfVxeNIdx1Pp9f4bOYN0fLBg5Z1cZlKJERxXdRD2/uRZU2zSaxUGXGMZVAXcFiVEjHkJSQmlQpHaGZtEW6y+3EDqLSgIAsUZpmUOofFqVc7rAa9VZZnlAndMGSHQRzRYEqNHfBGTY0hh8cDEX6jwS5xRIyxMOrzgSE/pEK4Wic/FrV2B20tAVgDA1JS4AkYGz1ILGBUQByZQ2rz62JBa9CnU1sAAOGJnVK3CyJJvcBCN4a8uw+fiKxqVWPioM9ksgjLDMxchMtB2RYQCJgqBFZKuUlIgwVaqwRTV0nN5RQbF0B5Ih1dyCmUq6qqEH4NwmYZOBx6hRBYwrMBIo9SQrDY0gpa7SIpQpW4hXJCorGwOEAeV0NRuDVql0KBsFn8XLqgWO4QKD18uZPDVJVSgXwWzBE4pVyEz9JTa7nFdB1NG7K9t/fQl0dO7Pvu+IEjpzZ/8GYRLsixAEu1jHxt7XIDLV9PK4EYBQ5erlOU7wQKnJwynFeGAaWEgOIUVbvEtW5hEQEUkIIipzDPzswlGGV2XhUBVHuEpV7BEidvuYNTbqdTnRyqA6jAGCV2oASnU51cWQRkuEVMB5Pv4lFttAqUUoxza2ycCoRdhlPzHfQiO7uWYFfhrBI7t8wJFDh4BQ6mPGrr3bCVhemyTayFVv5CiLMEYSyGmPNh5lKcWYhxlyK8JQh7EcxagnBKIWEFLC3B5IU2cSnGzYc5ubioEBMsgujZVnY+wi21CcrtqoWoeKGVvdDKLIE5NFJV7JDPNwOZJlYJDPBwEdNjLYBly6zCAohbhYoFHpDh1M2xcmcamYUQT+CUy4LWEht/ppE12wJUEEKJzyLEtdkyhsitDkbNq7c2+buCPJuCbZWoYW7UzeloNdnCKkNA4Qzp5Ainc7Wna2VYiMi5EJsgeU0+7rubbFt70e5W1cvrLeGgpKkFXt0XlOv5FDU1VqdvC4ve64M3dSHBiLy9W291iUmvfnWPX6TjlQrLhFqWUlHRGOSu79ApDFw4qAzE5EaCu6HX5sLlNH4NS80CNDWgsaqnEVOpmYChGqvTf/DNZ6OpocTgYHJwYGiwPzUwmOzvTw0kUgODycH+1NCptKEzNxPn76Qu3k9cvjtw4c7Jc3+cOPP7r6dv/Dz2+/Gxm5fHR2+eXd/sYxtAIw7pNrXQRn8iwi6hCtRbzNI1DVUHd5tJlKsEtUarMhYC3noVxDGJXKmBrAq3h7+hV+/ClVKdWm2WiVAOGZLCdkhpgLWolgcCECGz4hat1WyygRyjSInJXB4UR0wEAdINPBEqJ/2E34X5fPpqo6gWBnGf3+dzuMNgvlZUJOUXycRqj4Pwu6wBLF8rnmfVydyQN0hgTjRfCcw1StgOazCAe92mWh0r2yKttRlgD4K4YJaBzSe5eo/OH7AG3Ho1DKg9fH1QHvRrPTapXEOVOAFFUGj2SM16FldYIYKYerfISAhhA4cnLKGBNIFLLiO4Km0lnbWwBqymkYJah5CuotVQcpZLcgzN4d2HTsb6uhfLqnPLcnIrcper6AVaWoGqtoCTX8AurkJE1Yi4HOIWq2uW88oqTACdlDAwfo2BWSGpLTUwS+2SSpu0AuXXGAEKCgAuCc+t4tpFACYQ4AKRV8EOqPhemcghEDhECrdS4ZHIPXKRS8ghWTxCKLMLlSRX4RIL3GK+R87DpVQbl4GwBAhLTkoEpFgTtr+z67v93/+65+CxL77v3/TuG6U2do1TXOpSL3dL8wluHsGhEQKuW17uVJTYOaU4q9bGEeFSwClhO3k8J1fp5CtJId8uoZLiYie9kKCKSInGLee7hGw3UEEwGHa+ziOTOHhsB5eJ0tjWWpmdA3oMWJ2V7xVIXYCOpEB+gbsF10e0DIIisjEtHh4ZB8k2jOvhMPBaIcnQ+1XuZlISUgtDaOf6jXxUzUX4jojJ0WIrxdlLzLRilGEKKCPtbm3MtBxm5cLMSofIHEW8bX6WTbZMz6RBTDKgDLW74DpomYmZo6NpXZKGektTp6vKLs0G6ZUgxeBXxLpcSNi0SEvLUdaCTm5ji7Glm2QTkiwjs9QC2MOGeJebjOJZJk66li6xSyL1YHsnoSZl89T0QgPHFtbWtSH+gKlIWEO1ykBS2d1L2KxcFrOMLqWLQMBuAza1WIxSih5k1TUjcojni2jDqIpSXcwWV1mtdA9KWdOm8FooEklBvEntC6o9XnXMK2YzygFJZb1f1uITvNSjjaBsKb80HgUdTrkU59idagGLXkMvFKgqxLISDAea3FIhvRTB5N6wTAhRomENpubQacUMaQ1LXi5WVARsAg6rjCOusoUMe/4fCfX938ZhIAreP93nSjYbJ6qUKIpV7AUkegcGg6mYAgxmMJiCmQEwGPTKTkmUKEuW5N5rXBLHjhPbcZrtuEVxETspyV2u2cR2yu17e2/f7r0ruR/u+0d83/zV+7vXrm5tXdneurKzdWVn+9rW1ntbu+9tbV/b3t7Z2bph9+Nvrn32t6tf/pedr7xCdDUAACAASURBVP51+/O/b376l9WPv3n3g6/fef/Pqx9++9YHH564sCRKipSR4zI+TIdhRVaKBbXIMqmQiQwFlZScz8/WpLgKtVFhr5IU89l6mcF4V2cM8StaqlprNTks4T3IQmMZXqoYSwWOitr/ica6FZHISZk0RUSDB6Jgj8IQWVFTYDhh64yTwxLr0NiEgGGU6UAU7tT4KZULED5vxHqQJYZwuI+C+yUSioUnAOtBOHQ4GevmYEfEMeif3EeG2uXoEYEYJoEB1+QhwtenEUMcPIa5RwMmc8wLFfBoHqYlO0qMo6KbquJ0GWGzPoqx4UkHXQGpMkwZYYC1eTgvoJOkjsbTwZjoCSQdfh0I6uFwLowoPlfSY0mDjmzIqYHmVGBK9k/KwehM7WevXp679Ux3zHeYcPRC1r6Icxi3j0bsY1JwTEdNaXRUhSbV0GQKMqmII4s5dcKdxc1pZEwNj2nBfi04pKJjStiSwYIFNGTgvhzu04lAloAqJFAmPAU0kIe8ORgo0HAhBhkgWggjJYTMQ3QOxfVwRA/i6TBsIJEqBWdht+oHtACWDlGFCKiDVFF4+LlXXnz98vOvvPWrN9fvf+Q+RfXqVdafjZgzYYdsicnDtekIXYgAajgs+sXE0KJhrVWIiA5H9EBcNNX1/qV5mlYgysCprLuY7b0w6y+WYTEH83mfnBu6UBk63sKiKUDNgaW06a58+21zwaQGJrKRbC58vnHshzcN37yEnD0tz85S8/WpX989+aNz3tML9IVTbCHveOyWkZfuNi82kJlFJVOLE9Xc8q23xxJIKh1uzcZOnZTZDDocc2NSqNGKnjgpLC0odt7jFHwJI6o1hYXjGqlF+llXVAYWGrGTi/yJWcXCA07eXy/HTswkbj2b4YrRY6yPSIb0Gl1ZTJ6Ylabi7knKX9Dp2enYzcsKX4gOsl5KACtFcrqVPN1Km5OBccappIKVErq8yKcNYjAaiLBAq4jXGsxsjXFF7KEk6o4CbCUmC0HANwWRTpp0xmhnXY8wuJcXgmcXmSDnI7NQWiQ8fjNIWDjaDiFjxYxTwEYxeHh5IVQpwOkqXi1iADge5Sw675Di4ycawSzlwnH7fSvRWsFP5KG0QcEhJ4BMwcyEK9gvFNxl1Q+FJ5YayLlFIKL5ajNxlvZ74EkXOTXlOeZkxlXR5fKbiKjl4TvFS6uvX9ne2dnc3Nna2t3ZurK19d7m5vubW9e2tq5ub13Z2rxh96Nvr13/29Uv/nX3i3/d+ezvG9e/ufzR12+//+e33//Tu+9//fv3r2fuPAsrciEbCdCTP6CQoZSIZCRNcDjh8T1RvDuV8CY5kvIMkvbvcpFDMjNAR1yB4T7E2ibGOySuHw9POIa7kMDBtNCmcT2R8DHbyGHM/l2F2a/JnbHIIet4exg4otGHUsxeOrzfPXkYgzp0+YjK7GXBf/KYv4u6D6aYw6rYJTJtJLA3inelxSEc74sg+1PRA6B3v8d1BAy1h8EDULiDCnck0IMq26bQB2TycBLv4iLdanQkEzVpTLdKDSi4VcfwGik2I9EqQtUiZJUg6rFYi0bLGFJDI3UMr0SgKu3PI2AB9pYQex7DdJwt4piBulJ+e9oPZMNgDgpnQjYVGtcQmx6aVINDqnc0A4wqweh08We/vTRz65keERzS8LE0PpyCR9XwiAw6VNRdiIzp2JAOmXKYN0OHDNpXINwZOpilYB2FdMieRYcVYFgFABVnCgxWY0IFPJCF4AKeKDCxcjyQDQczAF7AmDLJFUhIR8NZkMmH5BKRK5OJHEzpIJkHkjpUqHFCkSTyMJnxx1P2YpOSKxiqejE99tDPX3rx9csvvPLWr373zu4b91x5hjqesbOUp5bHz812fvIy/Pxt7gRprRWZxfzUh88H/vg7uiYNpUVwsYY/f3Hw395XnrjZxeOWmTp/y5zp33bi7/2WKHJDi0XmdD34zs+c/+/1wm05k0pazjbxX5499o+vy+/8kBQxx2Ipfk/N9ddV/D+3jDsqtuUmfUeVfvNu6z++Xbp0j3cm7zt/XLqravnLZvxPl7gV3VqtsPkan6hmj998MaVg9RyQzwHz01wmF/EkfaoamTEiRYOZbSm46EEEbykXlVW8VOYkg7MJbk0ONVQwJ/sWa4xLCPgkf70YVdhAo8pIpfhQwheVQV0FmWSwXErYeO8Y7TDSkRwHGDlSNGIjtANkgkXJx0Td1QLvSQb70BFVgAXWo2lBKRvpIqcCUUcpjZCkVZWAMO2GVQJUkdI5McpB3rCHSwNx2sZqgemZCI670gZy2zJKZlyFc/FklnISDkoJkBFLVJpsToMx0MQI1nPLfqMZmL5Drp6QEAmU84DAmZmk5fRxIkk6UcZ8xzJcKwKV06nmXI4TUCYN4KIdYk2nbwvnskGAscy3oHLVF2/Bpy5klQKNKmF33GaBB5MVl5qBzZgb4X0zZ4x31i7vbu3sbG5tbW3tbm1e29i8trl2dXvz6s721c2ta9ubN+x88s2Vz/569fP//crnf9/67G9rH3/79gd//sP7f7r03r+89d6f3vnwy8xdZ/dA3h8MDx90ODposJ1CDsLAPrdnD4XuycT3pOj9BPzPdut3I/4DavSAGj3IUz8g0TYxdjAdu1Gj90v4jQy5NxXfn0vu14W2FLNHofZr1J4Md1CXDmviQY1rzya7jORhjW1PC20yd1SKH06zB7VoWyp6oxD/jkDuE5n9KeGImjya5Q/mxM6sNAHDwxh0MMP9QOC+z5BtbOQQRx1IMPvSye/p/L5MfH+G2J+hD6Txgyn6cIbpz7FDerwvw/ZpzFge89dQvEVizShdxxNNnJmJxmYIokbSNRqpR70lyl4gXCUCKxLhMuUyEKxAsWWGr8bZVjJYROAyFqkSsSobrfPeEjNqwKYCDJVDXCsRrsWoWvrZ37y5cNtNqEZGy3GPjowLgTHRT2l4qsJDeWgq4zVLdlIBjLIYzZGhbCQkwCLrnC6EUwUU1rCgGiIUx0wBatb4aC6CZINRI7Dc8J5bSmYMUsrCctpxtjZ29wqULoeTRVrKQ+eapmcvBE63qFopXqzhyzPW397ve2iFKGTQuSa3WLa8+oDt149TWSPQrMe1injP07/8xauXn/vtH1747e+/uvbEv7ylzssmErbO5CI/XBn9/FL8Z6eCHDxZzqKna+bVF6A//BDLUeNCzH+8gD5zYWz3BfruulOCJuuF6MkF1y8fsb54EcrxNkOFT1She1YcL94eWcw6k5R5uhg+PT31kzsnHj4elki7roDHa9CtSwOPLdgWJTDHBE9V2YWq486Z0TvqQYW1zZaIuWKoZgyezrnKYijJB9N5hiumFs+dxxWgooHpiDeTQmSdtPBOVkVaapRn8WotEUo5phJThRwr8JiWZblsbDxujkq+WR0vJMHZMj2VdJkY63RVqInQyXpMKNJ9UVeY9zXzTDFNG8X4YMLVQY2oOaSmkdPFJJUh2km7g/Y1i0w9y1SrwmjStR8ajAnIUkWcbYiRDNZOTk7gplqdnSvGcyJqpmzknEw2eWNZlWsCnaWMKloqhYqz+KnjnJQFaq1oeZoPFRF6mpLrfEyn2BxIyRZGsWmFACt40sVgthYMVzG6Tsm1OJ9lhBzApB244ExlvQRjIyVH0ghiagDIgHQGSSuRhBgGRJuXN5MJE8WYIgkHq4TcktOVcIbjjijvIxi/lZ6cIEfGgTEXanFSNhvjKNw6v7Ozvb21vbO5tb25dXVz47319SubG1e2tq9ubr63tXFte/2GzU/+fPX6X6599vedz/+6+ek3q59889YHf/r91a/euvrVW9e+Wv3oi+LDF76XxPfhSHsYOYKH20j8MBM7rCS/n5b2pdl9GrNHE/aJzB4BbldiPRnhaFZsL0pHiqmDOnujTh/MJfuK6f6yeiSXPGgIHbo0UU4fKyf362y7IXTlUuaKYakZHelEd5of0kVnPeetZtuV6GGd6UozwZIRbBkHU9GDWaVHF4BqAV5odsnMBAIOR8JdWXrISPaVMvvzwt4sd1gXBwuqo2V055PfT9FdOcZbiOGt/GhR6JLJqUyMyPOZ+TwyzY8bIFSipTrbOJGVFhNAORQtY4ka3TplVFcMqwL70mEkg6lVefp0KZhFg9kIW4pXZzLHz9YTNRLJQ7EqpTaV8kqRrnMjIuAxkEordvyUXl6UmJz80xdfe+5HC4+ewXIGLOpUQgqerQ6+8WDgpjqkpFGjAJ+qDq0/RTx2HtUFrFpJtrJjHzyLvfs0bnCTswZTzXneeML9x0vSvGItqlC9gPz8Xtv/9XHhmTP+StJ/c1N4bGn4//648NZTEY0dX2ywK6XAt+9G//1KYkEcnDOom5rk6tOuf3xT/8nCSI713jwjP7o48J+fG394jNHx0blSvFJJ3fuTF599ZfXp3/zhhVffeezRu+aytqYOJeNuQw/zWYso9y9X6KIMNQqIkfexUm89bSlnoUYmvFALcVl7IWNdrhDHVeR0HZELLkrun65ElhuplSZZqwbgtIlN2eplbLoAzxVDrGYTU8ML9ejxaf7CLJopOjFlNKP5lyrsxRax2AyDqg2UpqqlyHIpcncDINJeqzgVU3zTReFki0wX/JGisnDz7UgqxCuepbxQL7JhMTDBOwDO2SjGzswkUwY0JllG4qOcEq4aiUwm7hCA0fiknZ1K5anZMhdRgN6k/Rg9gYu+qoEpaXBSdB2LW02USUuhjWzUJwc6RE8bbXbHpmbSfp4PD3O+bs47SdpQyqNJEJAIHo1NHaEm+qAJFneSrPco6zkcsx+FB/zQiBh1mMOmNmBwFHOPk75uYMgWHIaQcR89GeSsDmLEGhoMIaMgNjUWsXSjpnZn55SjF0bM/eH+QbhvCOjrmui0OrodQG9vePBwaKTN1dtl6nR6hgaD/X1gX7//aLepfXTiyLCrpwPo7Qoc2+fs2Td+0GbpHXYOHfH0dfiPdViODI2226yD/f7RXnBsxDfWOdE5OHF0wNx9xN7f5ujZb+44ONTWYeneFxo++/QDH79/dWdjY2dja3tj88rm+tXN1aubG7tbW7ubG1c3169urd+w8dHXu598u/P537Y+/+vWp9+sffD12+//8Q9Xv3hr58u3r3x5+YPPq0/cdTTFuct5W1Frk6KHM4nBjIbWaraStl+g27PCRE6nWlVLKdkmUsfSSYueoeZbtpp6QCaOZOOmnBKfbrlrmcMq05NLWXLpRLPkLAoHeGxAFf05JVKvWgxtfwIb1YSArkWqBVdeOpREhrR4yGBDZdWUYQ7w4IDKogUNrWrOvNTLkqYIOoxCnhyjLxjF09OmNHUjGxnNyUKz1DgzY81Gb6Rxe4apzKgnbmrildQRGvZqbH1OO39zozivOmUwlqMaLf7EstKcZ8MpkM2TtdnE8nL6wpksIQERDcoZTKnMnVhSWA2BNDhXic7OKhfPFMtVjtaRQjMxMytNL6ab5SQiBskiMVNPLdaFU/MJTRV/9swv/sdXD339e16jhgsZdk6H3/nx5H+7XjqTsWQYeDZH//jMxH9c1Z855cwQvvkCdaY89tlriTceQdL0UFNDGxn/cw9Cl38kt4RJPemtpMP3nnFfeip2S8mfZbzzRny55v3FPfiji3CacRYzaD0fuveU76nT8JwSzMn4YiW+3PI8tmS7owpl+OB0mSnl/Qul4TtaUCnpr6WJYlG8/cnnfvrS28/8+o2fv/zWbT98kEp7xXSoJDoM2eRMWQB5Qpb9uRSYNey+rNmVMTGKOSUEyrKFz9n8GQ+dtieSzjznKhkmSLeiWVNEscVJa1aYiOcdQM6FJc0MORoLjxLJyXDWgepmjDWF/ON0pB/Qxn0Zmzdm9flGwcBAMDk+KZhd/LgPGbSbet3Q8JBkHxVc7vik09FpDxzxqfZIUVq86QKYAifwXl9g0EuOmQTLSMJipsYCoR4CG7JwVrPsGmUsE9CQxXHUgkyOKJ4pwdaPDA64Oif8x4ZZy2DKO5AwdwE9A77uPnx8QPENS95hamo82N8b7G1nrZ1S6AgXGMDG3OGBHtzayfuHhMA4Y+v2DXXAwx0x50DU1R2bOhQeO+wfasfG2mPOAdrbSU12gYPd8HAXMdURGD443r/HN9oWGm539R7yDRwGRvb7Bw94Og9bjnTYug95hg4gpn2E6QA4fsh/rA2Z2I9a2sOTvZh5xDPS5+zsBAeO4r79hHVPZHIfbNqLTuyLjHdgk12Quds/1h0YNUXM44x7VACsQnAs7hyN2wYSvv4kcIiwHYAsnWFTJ2ztjjqOsp5OxtzNuExx5zhnGYoFuknrochIBzrZHjPvk72Fxy68tfX2lc31K+ubO+sb25tru1trVzbWdjfWtrfW//8gbtj+8I/bH3+99fnftj7/6/Yn366//6dL73/55tXPfn/l87d2v3z7gy/nHrvfr6qRemUqz7ZFg33JmC2nAaXMsALvocFBLoGkFdBQx9PM4Rhm42LRUsmXz9k0tj+BwioqluMhXbWL/ASHJsrxwqyMp5O4EgvFXLOVwOxCApKFUJb3yK6VZd/t56KxRCyZVTE5+PCd+HMPxGA6CPM0xrmeuyfwyrMSm0S1Qj6USpgo1ISiSV2qLuTmliu0xnTGSdxI6VW1crzMZBI9DEEV5FZDnp/Ts3lukAlDeb5ZTy3MqtPVRFSA9CY334w3KnSjmuQkJFVl5uelcpmea/GyDHEGVq+yBY0s5ggxFUDVkF5lczqdybL5PE/m0HQ9WS6ybBItZOOk4I3o4WYhkYoCZZ3IZZQnn/3lUz88d74MGRKQSuKZNJ5KO5cK3kYak3iwauC65mulzcdzpMFBzTwmpn2ibFrK4dMZYs5AM0YEl7ylFLpQis+kw3klSGahTBZbriePl6lz0xirBOS0b7kRP9kSz7foVNoXSwdKhciJVuLeRW62iuAZQMiDpxekW+biK00QT7lx0TXXpM8tSvNVClWxW554/qcvX/rxb1575pVLdz32EKp5bUi/1X7EHTe7NZtbngjSoyZ/+0S015q3ObMWWBwHw70ubMCZ9vkMP6BYAWYkiPf6NWuo5EcMB6RYYKI7xE0geW/E8Ec1NxodDZFjqOqHDCdh2NDUpCU6FKTdoAyYZKeJsw0Rw/3kEKB5Y0bYp5o9/JSVnurhzdZ0gMvCoOYJph3enMduAGhRXDhzIaiS46zNxlusqsOvw3It7hSd44zJxNrHZF8oh7TmFUjyTyXsU2pgLOvwFoClJRVWgG7JMZj29Sm+qWxgZTmPZ4kBBTBrkEUNW3jvSNxZOWPkZ1LtvO+oHOjkPQd5p3G6uHiy1JHwdiecB5Ou7/EWclZZWqr0sfZDnGs/5/1O0hlqiudWZsZZ75GE7XDCfSju7op7xjTYZsDDmVB7Fjgk+g+I3nEd62I9ewnLnsjkPtq6N+kdyvgtObQ/j7XJoSNc+FgiaJKDvYK7nZs6xNiPxH1gDsTzqFkPD6d87ZyrTwgM8N6jMftBxt6ddB/gAt4c3FhihaU41YwMpH3HUtCkFBwVfV1J26GEYw/n7JOdeguTW5TUor0px7gcogtAruT2pgNmzTuc87gX4k++/otr21tX1rd2Nza2N9Z2NtZ319d3N9Z3N9d3N9avrK/fsPPhV7sf/Xnns79tfva3jU++vvzhH3//3udvXvn0jZ1P39z54p33vvjFSw+dWeFIiaMzIozabj/jPX0z4CIRH4cQ1ORz98E/uidO0ERCl6iE9e2f4k8/lCRpLl0sGpLrj5fQ3z3m4wgwV8rMSVP/ZVN950UpiQRLucyJzNh/fBC99FOMCPkNQ53RJv7t3egbP2ciuLuc1xua/+PXYmvPsUzIGmcoLWp9+xn/pRf4OO4XJQmTmMkYNkWgUj6bSEfFHIekoj08heXlpBZlpBijMP0J3J9N5rKMkMDFNDWSgNw6r+dFIYGpWRIWAblKNYpRgfZlZJxLhWNFtF6XtSRVybIJIUTn/OkKnZFIPU2yqWBYC6plplFONsqylouGUsFEKTY3q7cqql6M+wQXkAGaTXW+nq5UOFIRHnz6V8t33ipp0ROzylxTggW/TQwQKTidZ45XwHrO7pECYAbQ8kRDx5rlgE10+5UAn0IqMnIiY0JTQXcWjWYhXgB1clKQvUEjQuphRYGlmEOQp8AsgucgRgkymCNBjsN6gCwglOKj8TEG7KYkB5YFwIwvGDMj3m6cHgNVT1gKBGNWn7/XFhhwa9itT/7kJy//4YnfvP7Mb96887GH0Twc0B2I4QJzvsXTyuLJRDBrhfMesOTz5Hy33166/SyPZZ1kFfKVwJDhu+/uxi0XZaJqI6reUDEAl0OP3le/5zxPlL1sMcgVwUguAKZcpy8W7rmjSutWMu8iC35f1r6wUrx4vtnDO9pE515h6nuJycxy5oG7av682274J7L+o6pFXZZvW8l5sj532e8u+a0GEC4psyvnsEzELNvcae+46lYWxVtvb5kz/vGUc1LyDUh+bpq7586FQBYdlnwjSmBU8yAN4vzt024NPSq4u2V/V8pnzYMLZ8peFT4muieVgDnldyb9Y4JfnEsReaaT93YLvi7ef0QMQQ0OK7O9YriP9x6RPPtE92SJ9haIownPId5zSPTsF8NjRsyXoQYZ97GEs0cAehh/HxUgDerELFJa4rkFaUQHe8WwXXAhsukoObIP6f8+OvCdyBhVhE7clC0uVx06auK9tBacLriUEoAoXmtiyiraRT1w7kxq6VSK0pAx2haMO4spEyfb/LznWNTex9k9CdeplfSFu6azLc7GOVyxQF5yVYveeDroEb1mxQ+IjnMnuQfuqM0tSHTK54l7orGJRjZUazGxdADNuvXT2m8u/W53e2tzfWtrbWNnfW1nfX13Y3Vrc21nc/XaxuruxuoN2x/+6cpH31y9/ret639b+/jryx/+y6Urn72x8/HrW9df2/7i8vbH/+3b5y+9SDCYL6OpGcq28Xzg0TtdfiiUEKI6a3r3V/Gf3MdEQEhIJgXR/uKPkXvOoThESIosy+4nboVuXaQIJCzKbIr33n5z/PSigBOYpAgMD9RmgVaNRiIkLSSiIsjlUL0kUPEYqyiUTJBqWFFIhiPZBApH/XYZT2QEUUmm9VQwGTVF8WEEgTPpYlE3CiqgkDeyqN2Qq41SoVRAU0Q7A49kksWaPlPO0plYG4uatGS+lm20MoJC+AU3UkYrdbZVTsoqDApe2AjlKsxcXVZThJ9zIUWYMShJiVJxwMo7gDxIp2FFRiXO54tafekgaiBJGRWiIRs+ZUm5XVoAEvw47rCDJr9G3//0r1ceusfJB9whp9kxNkS5RiVgUvBbMJPP1uOjLY5MwKq4HDHzmOfYGDYxmYYsKXgqbjf7+qaAwWAGAXUyoIIufMoGjfm1CFJmsKw/zDjsYasnCYYKESiPhFJuJzmFCP5ElYrkMVSHENEJCz6hSKpVEtLcYdEREmw+1cvmSdkg/JLDK9sDmXAoT5//4RNP/frSEy++/syv3rjtsQfRIgLkXWgZQozguVtLsysyWvDGq0ikBoVL4MptxenjiVgBSlRxtAISteDpC9n6As1VgWQNoUvBaBmoHZfyMyRTAcUyrOZBXHdF0kCxxWaaOKk7IroZ0nxUNlI/ngkY4GF+cr/k6Vc8g6nwqI6M615LGghmg34DClVouAyGM2aX5ggUwvR0FCzRWDE1c3o5miaCaQ9WQMl61KeHzZrHnAviBsJUGbBCOTXfmGwHDCBaJLim6M+FTKrTJPn8OhZtcIES3SsDvYLLIrrIApGqJb0p/6TktSQBfxbnakmswPbI/g7B51HdyQoer/N9sq9DCA3xXq8eFue1UJk7lPB0sL5BOYBVKHm2MCohR0h7H2U3xYFkTYpo5ADkhEU4ZSD33Fmqt0Qb6XPEQ26wX4n0RmJjttDgCNQ3ERn3cbbzF7VKKW4OmawRi5c0ZeTJMws0FXfigl3IIxDvXj4u13JRj9dkBa2WkDUUHihXghjjsSImOg3gsnd+kT09x3vDFrtvwopZ3MBwvQAqbMgWNCXSMCF61RJ0ckbEYKs/NObHrW5w0Ej5byrTft8IlXRXT6ov/+GNna3trbXN9fX17Y213fW13Y3VnY3V3fW1a2truxtrN+x88NXuR99c++Tv29f/tvrx15ff++Pbu5/9fuuT17euv7bz2dtXP3/8xSf0UpJiGFYSrNHAGBemUizOMpxI2GivM0GIWloQk2k1ZmVCQxzN6YqeTRdy3AjpPRrDYoViycjXDW4oFu6WknyhVG3o09ORQcrTI0SxYrZaz1UqxBAV6khxoJHTs6liOjLMAP1K3J7mI0lKTph7Ke8BjbMZCqPJmWxoMhoej9MTEXicT7BZLZaIdKGBHwhkW4rxCnEfFDwadh9OEu0ybU0SQdJ/FPS1i1yPHB2Pg15s0oGO+7OILQvBshvDJ+3gkCUV9OhhWLSFsdGAfzCsBOAiguhBkJnywiOBpAUqBGEVwFkrSo0jshPLBkEtADB2OzThYmzBlD8kh9yix01bbLwDrHB3/+RXZx64f1AM9hCB4WhgLBWKFJiQQZhlv08LWjOwMwsX5jQii1tTYWcWtuYwuCzMLJfJciRoIEiJxEtEekZdPlPHq5Q7H0FyGGGEwwqYmk7edfcsWYuBBQQwwIAB1k5nHrv/RKJEIGWMKOORCnn6lsYDDzTJAkjmMbyIQvnQzEpu+bQK5X1wEcMrDF1LXHzk8ad++fqPf/HqT3/1xl2PPhQt4Go5Fs9jobwfyjiRjFurYdkaHS+idDEIZ22iDpSr0WgBYooeruxPZj35ApxuEEIDk2tezZiqFqFSk0pUw6lCOJd2ZVVzpU4ldYRK+9m8PZvuqBZ86QIRK0BWyebguxLacLGBL55W+To6KZiSam+z6ppfSiyuaMmyT9e7q1pfrgi1TuXFKkcX5MbKqWiGZArh4hy3sJIlMtAU7whnaeDp8AAAIABJREFUQ7VW/OSKUZjh3ZLXJjqLZejcieTFs3o8B02lPKFUKNdInjiVacwLDsk/JXrFEja9yJw8KctZhJIdSArQG/zxU3ptPjmc8g3xbi7nn2mSSwtJKIMd5QEvH9Bq0fJSstQUzAm/mXLE0nC6Fl9cUnCNGKW9HsaRUCPZYtzQSDtkQwSEEEIzLVyM2qzm8QnQdMw2GHQPqtGp8fGuKXufj5hyRC2ZMpikfRbLqCMw7gyOYeR4VXUC9kEwbE9qIMQFkikowwAe25DdOWZ1mZ2+kThlctmHbO4hhncCCVfCwKsaDnstdt+4BRwzuweJyFQENPvco3zSHZF8fslfyEdI1BaAxtyw1RIY9ZOjKWLKZ51gE87lC6VLa+9sr29ur65vrq/vbKxf2Vjf3VjdXV/bXl/fWVvf3Vi9YfeDr3Y//vrq9b9uf/qXyx/9+Z2rX1za+fT1zeuvbn3yu43rb1z54s5fPEOVsnJOTGueDsx9WIjaJInjaZm1HiT8XamYW+FjEhRPjLWhoQ6ZN6V5koNJ0vQDIvRdKdLN4X7MA4QtB+KRQ5nkoMBYcOcI0P2DaGivGj8sUSMh24Bn+ECM7lSTHTzT6bf02E1tLH5EoY4I0UMe9/7J8QMxdI8UPSxEj8CBPYC1S2BNyYSVwo7I1BEO60ADezjySDpxUKP2svB+DGjjyA6Nm1D4foE6FIMOS9HOTHJYF7y5eEANImXUVYq4cxG5IZSmpXAesmdhqIyQOoCkwDMrudYJOVZB5BYmT2PFaf7ui63SEs+1IsI0lmxQM8eT99zT5GeISAWK1GCsgi7cXL7pQtWRAZ1FzFkCghXm7id/fvPDD5gUeFiGhtLhqRw5f7qamJasOShQQJw5DC7Gz52foxuMRyd8edyVw2LTwvGba4kaE6nF4WoULeNqS6yeyEUqDFgkIAOM6mFCi6Saycy86jMgIAdHchG+gAtNgqtTkSJGVeBEEY1XIkyZoKsgVQXFQpQvUWQpHK8gUh4UioRaZcg8yRT5Wx554qlfvvbkC688/cs3nn3irntOOs8v0Xk9XJum8uWR+070PXjKU866a3mkVPadmT/2wh3OUzWwrCMnFyIXToy9/rD9x+dwXQLm6tGbZpzvPOF+9/FwJe0q5MilOvyTixNbzwArJRdNOaZr7P2L5mu/9Lx0v0ePT82XsKWy760fe/78G+TCrOfEce7MLP3wUv9/3WRfute93IJuPyGcb1r++Ab8zavxlbLv5ExitpmIG6nKymk+TRg61GgQN59IpPM4oPiVPLrYiC8vKDctqrE0RkmBhQK60qAfWFELZTaohJU0Nl9NLs3K5xdUIoOGRbBcoBuN6Mrx9Ikq+u5Ttptr3lolOlMTlqYFayoM8YGyClUz8FKd4zRkkvWnJLRiUOlCrFYTvFEXSJoNBVEVrNyMxzO4lfayiWBeDQtJRBdJF+WBBNgb8+hzNMe5fb4xS2C0b2qg39XlAfssE8fcnl6eHXUl3Ll5huMAm3/Ii0zanEOm0AAnWkH/FBV1rpRtyPRg5ac9atYVCpg8YdOgp/8w3RlUh4Lu0QA4yfFOQLRXlqlCDkcQq4uwjgEjY8ph7OauMDLiCQ5VtEm+Mmj8rrd8sycSccGxKS9ptoQHIwVzjJ6y+8cKacePHp95a3N9e21j5/L61tr69vr6zsb69sba9vrl3Y313Y213c3LN2x/8Mfd69/ufPrXzU+/vfzhn96+9sUb25+9tvnJaxsfvbr+8Zs7n9/7ygtd2fgBn/mQdaSNi+xJEXs49JDfsddr2SfGD8nxPXHke0HL/+q370kSBxX+cII6FA5+n0D3pJnvSPgP6HAbHtgbhdvTTFdW7JW5NiYyICeO5cX9ae4HmcQ/J6M9YiY8O3u0rOzRuYMp5rDIwY3p0Ex5rxbbm45/T6C60qI4N2PKpg7pye8bXLsumETeTOJtWvSfDXZ/RtirSdLxJXSp+l01+s85fm+aHS1oJ249b6lmv6sxewuJgzmBnq4cv20BrhKRasRTjFgzWP2mWuFcMWTgWDkWKkbCWhhNI8s3542TyVAhzNQRqRURy5H5M0ZyhsNnSa5FyTWytBCrn+K5Fharw2gl4q9F4RYDVWBvDgzVY2CTDhaSdz761O2PP4xkSCxNgzpmV2FPBvPpeLIUjZciIR2wK8CkCjAVWqwLUBHx5wKhHMjpiFFkmAIF5yKUjgg6otcTXJVHihE8F8xo0HRdTBUYPBdBC0DScMy26NqsoFRJtgCKec9cLbA4E1NLsJgDVd15tmW6d1muFmNGESmWgmea5kdXIjONqJTH5Aq38tCjP3rhd08+/9JTP3/p03fv/3++bD2y6Myx1otL/I/PDf7jr6X1J4IG3XuyHLm5av/jKvzvH+ZP8MN1EbhrKfbS/aP/+KL6/Hm3SthuqseeWHb/27XU9rOIFuuvaMS5aujKr3z/8WHjjoIpgZnONZnnzrv/60fFSw8FVGS0kcVubvhefcK18xR9xvDkdPRsi3/kxMjmL/Afn/QagmW6Ej3X8LzzLPjuQ7HZpFPiw1k9wRla/cQpVoB0yZviXJkMoRVIRA2paWRGDmWYwHSNFbLhGB+YzxMabavpWKnMhCVfSgQqYjge99ZaMpHGgmyglsGTtDmfi1TLVKViymVcmgiQjLfU4GxqyMk4S3IwjpnTMkRp0CDtjCbBgoQRVEgvJVyUw4yOpSUkSbl5NYyp4SHcFibdshSCIj6WAe2iB8tH6By6dCGnZCiYsthCI12ubuSHbeHWkUFzryPYT8fG4XJ44Za0VoyBghtgbebQGKFNKbrfFbJgkjOte5DTprlf+PUGF5EQN+vrBoYOn+9z3zQyFRhzEBYg4QrmAq1z0syiGK+ToBwcgSYnlo5QD/d4iEkPaYnLDrhkTz8KzJ0V5CLDZSBX1G6hzIThoZO2UMLMZYGzj57f2d3ZXlvduby6ubq6tb62vb6xubGxs7a2s7a+u752Zf3dG3Y+/OPVT7658ulfNz/9ZvWjP71z9Yvfb11/beOT19Y/fG3twze3P3ng1d/1FMS9SXKPyPRlFWpppkMX9svxfanoPpUjZ+eI4+X/TST+pyTyHQUfyuVaFy+amvoPMsmDGvO/8Dg405JXVtq1ZJch9enSUFoaTUmzt98GLDT2qUxblm/XU8TsbOvWCz1l9UAhMWSI9lI2sbKMnGy15eKDRspVzY2VZXy+MpBN9utKaKbUl08OSTErHWlXYnvyQpvBHc3GR2rq0ZLUkU0M5IWeAnfY4HsqylEjOVESTEW+S+dGC/FQMcq3eHlOBktEsER4cuFglsDLvF9HgTSMKmisSLHT3JQRcuTDkTKcasWLx4tAHg3mwEidEOrx+nIh2eI8mpuuBVMtsrakpJbUY4p3JGXnCmB9Qc2vlCGNueXBJx9+9J7T9XCzmUjmCDoFUrJ1ujRxdpHOFDExD7Hy1Ep1+L4TQKlAZ2vRlOG5ZWHyZ7d4FytYsUDqRuTWOftLDwVvmgYrGlFq0ItN8+tPhn96Z7SkhRZm4vOV0cvPOnaeo08aofMz2ukG+fLDzr+/y90za53TkXMzzM9vGfnPL6tvPBKoJ+y3zYqPzA3/90/Yry6xldjIqVpiYVY7+cDDT77wyo9+9tunn3v51y/c/dyd5PlSOMX6Ts0lz00Hf3jGcse0s5CYqiihuQp+9rjlR2fQkzqckZ3n57jjDfd9MxMPtIhKItgoIstz2Llp0/mGu64GC6nQdAE/NeO5Z8Z5oUllk54TNXq2iS6WR++sIy0FnC5EK0YYjBwpK46VPNvM+FamcSYxLrEdZ0rhhQx6rkVXa7Ccmmiq7pksWsvA5TwRz4v1xVO0iGrpcFaB0llGyKGQ4I0LwcVybMZgarUEpYOU6GiWIjM5cqEelfNwIOmKS6GlmjhT54s1DlADbtZeKxDLJWa+Go/nICtvDwv+Vk1s1SStGh1VfSPRSUkEFw1mphDzpoAB1uWjbM1CfKmpKFnMRNuPoeNR3jedZ4pGzJJwdeITJng0LSONXJSKOU0xW6hOBQwsmY+k0mRCCowExw76jnVxh0bCR0ctx/o9fX3whFP1IoonpoQZIeCImc2U2UmMAITZh9oQ1mHjzJOMzUy4UA5U+ICTMnWjU23hYyNAL4oNBNGJUXR8OGYepc12ZJKkvNbw5ABi6gKGe5y95sCgHxiZBIZHwuODwLgtMK6QvgBq7gKP9YDD/b4eu78HgEdMjP2uX/zovd2d7bV3Ntfe3Vh/d3tjdXNzfXNj7cr66pW1td21tatrl2/Y/OBP1z76y3vX/7p7/ZvLH/7L21e+fHPr09+tf/TK+ke/W/3oja1PHnv9jamaPqgp5lJuxNCipxaP5eRRTfM3jUMa466XHXOZfl2w1rI3KvF2LRVu1gPVEjRX70zFvpuIDCkpvFql5mrHUlynxk9kJDhnkM1ah0Duy8SOpeVwPk82yu0c2aFw4zkVqKaxheIRkTiQiowaIl7WIs1Cl4J/TwybRDqSz8K1bIeI9SdwC0X2p1hHOaOcmg3WtP+ZC7QptFyRz5wtSseVf+bh/UqMralnTrVmT2omORDKAacawE2ntfIJLaD56TycLEWLTSE/r1gkj1uDqCKdrsaMuaRPBRwqGK/gs3PCTadLSpGGxCCbQ/Kt5OLJfLGRcPMePBNotrjjs4kTJ3if6HaKQLNKnphlzq+kVZU+f/eDn6498H9cU88bljyHHi9zT5/q/j+/0F+8PaTTnsUydX/z2D++yGw9Cxrk4EI5fjZn/vcN/L+/bxyXB2b06HIBX33K9u+f5m8pDFWS/pNl7IXzg//ja/XXd6O5qONENXqxNPC37cx7v0jNcfaTxfipKv7bR6BrvxTPZqeqcuhkg3pixbLzQvzx0+4MZztZi94+57v8LPTyvZEy6yqo1GxNW7nv/seff/nxZ1/68Quv3PnA/QUFO1nlTjWYWxeIuOaOy1OtCniiEr25CWoFfzzrmqkjd52QLhwXjs9yhQpUKwbOz3IXmuzFGbA1A5WbYKuGzDfY03NApezKVkLlYnCuTC03EzM1XG+AWtFTyYdm0+hi0RHgrAPRqQnClBLDc2mXIJsGiFEfM8Zz5nzCfbpgSeTsmGrjhEk+aikIU4VKgC7x5eMnmVSES9qLGphJw0wmFFHcGO9MsgGFD0W1EJQFccVBx6ZyyWA2HQB1f0gGgsxkkjGrPICqgC/t94juADYVQ82M7PSl3RbVaaLNfnQiFrdaU87+lH8oaXdhYwo9RcTt5lTQlAoew0f84YEoNWmJTI3Rtn7G3Ocf8HgGbJili3Me4e1HsRGz5xiIjQ9HJrpsXYeHO44Gh/c7uiftXY7gwBHfwMHg8EFXf5+lc8rUecjWe9A/eMTX12Zr67ceGrf3dHiPdYBDHa7OzqEbR0xHOz2D+0IDbcHhvY5jA64OO9DZB40dBid+4Olpd7SFw51j/v4D8OBhdOJAaKTd2t3jGGz3jnVC5qP+0cOWrh5z+4Ctr9872geajgQGu+1do57+Y+HBTnS0Hx0ZDhwbsXUdc/f2J/w/f+2X721vr6+ubqxe3ly/vL1xeWtjdXt9bWf98s7a5d3Vtd311Rs2rv3pyoffXLv+7ZVPvrn8wVeXdj9/bfPTV9Y/fmn1w5dXP3pt/fpPXn8dbRpgToVm0wdF+MZ4ZEjhg0Ut2BA6uNBBLjIqxqCMEsxyHXG4M045UwJezAdL2Z4E2s3AgEhBhhbMJQYF1CJTyQJP5FMehR9N4FMKnqrEYgUxoDOjCdSlQoV5OVFQAinRLRFxPXDbOVKvcbQqhVXCqNl+eV+sWo/CChtSYhYm4qAJnywI9XztZE2bzrQToXGJq7e008uZ1rzSF4Ms6USrZZyaz505pVJJ5wv3uL78Pbncwo7Pq3jCT+ZQo8QVStzsrIKLwYACZyt0wSDqVZpOBm1cSC1y02VysckX87STdtEaVasmCwWmVmBctBtKhE/WuHIObpQognWDAjhXpgupcKsY1RXq5jvuXX/zR7svqDdlbXIstGRwd86Y33jUd3fTJ1LuvBBeLrqfvzNw92wgx5srcqihQ/evWJ9ZCcxovnwKnM1hs1X36aJlIRPMJL0NHaqWvGda4zcV8WoqtFikinqwakze2sCX8uTxOjE3QykZdyMLLpej8yX0VIPS075K1nF2OnGmzt62GK+UkZLmPT+XuDCvnZrVK1Xx7N13P/78y48++5snnnvp9ocfjGdCJGkhAiM8P4blnJThYMQpJNgfiQ5GDWciH5QLboE4FkdH8w20NovXaoGcMhX19xqao7IYrs6FKmV3FOwm4D61BCpFUCw5+dgQDfaIRV+qhYjlYIibGLYf7fD0HmNs/UlXR2Ssx9551NpxEB/tjlsCmgtjJvxAL8LaopVgrBxisy6MHMHpKbYcZmtSfWGJz1JEYirGjJOKL6qjET1Mah48MhqmTVg2hBhhOOOFeRvEjEOSy2eEQmooIFmC3HAw6XRlw54s6NUAS8xiJUfNmseig7ZMcFz2mtipUW6qRwkOK+GRlH8iYRuNW3uSvp6U95gSGOE9w1FzD2fpZd0DnKNfdA6wll7a3pkMHEkG2zlfV9LbFXO209YO1tsZNB2wje8hvQej3gPYZBttPRp1HyGdR7GJXnj0KDh6hHT0JPwdnKMj7miP29oZSwdjm+Q9Y1HLcGS0HzcPMu7RRGCQD3TyngHO1s3aj/Chg6T7e+hYGz68Fx8/iI4dZa2mTMCaAsZEYDgJHmE9HXHP/oj9AD61Fxtvwyd7WZcpGwCLYaAAAXrQp/ksmdCg7O3lHQOsq1sO9pYiC0/f/e765c3V1c3Vy1uraztrl7fW391ZXd29fHl79Z3ttcvb66s3bL3/L1c++Xb3+rc7n3x9+cOv3tz59LWNT15b/fjlyx/+9vIHr69/9PLvX1s5o/EaiaaiLgakZPfFc1Q8xwQEHKSd8xXXzx6MazrJJFk6ETy/ZH/jp3wxT/AZVUqEnr/o+Pj3oq6CaVVNyMgL97j+eJnPiG4tJamJ8K/vnfrLFTEvuGQxzieAn14c/eZKJC3YBUE10uTLt1n/x+fJ2YyHi7IFmXrpFvt/vF87WfUwiZik8ECMtpE4pcjZisYbScXghzDInhLKRT6rMUVDsrGkV5eKJUWVyEqZSUjB07Puh2+JKAkgI5MsCzI6pOg0HQ+xIhZhIAcHCAbNx3wxwo3Hfd2kIyzhhRQmM0FFihyNmCYFqFEQRCaoa7Q1YhuJeWulpJwMGiqGx1w2zp4r0zMyPZOPijK6fNu9tz3yYMUgTrTEmYpUzNOY5GAF51w1ttCgjpcAXvZz6WCuEpurUbfOBvlMMKp7jTxWSeMLhj+n+9AixGZDs4XIrdPEXBnAdCiSDWdyVCtD3lwMUVl/IOdLFaFGhlos2lNZB5GDmTQiJZCS4DYUDykHGM2jZMBMLFDRxjO5oKD5tYzPkAJiwieW0LN33//4z19++JkXH/n5ry8+8hBbRqOSi+Kd8VyIKnmxvCWWtbOaKZkFeCMUM/xszpfJO2oVaHoh3loiGrNYcxadn4/V5jBjPtiYx+dmsNk6UG+GMnVUa6D5eag6hxj1oFbzJ+vhSMFp1qwdkuNQwt3G2w/x1h7W1c1Y2+IT+xjzEG8NZd1kNhAteJkqwFbRZAXiy36lCadaEbaOxipSeXGWy6OU7sbyAaKERg0oWUaihWCsCNBFhCph8SqkNGJkCQILQLAYtufCgA6pdQIrhTxFv7UIWwqgL4/JtSiUByw66MjBjiw4ogZH0lCsyUUrsX4tMJjyDyrBDsWHN3mhEj8m+YYV76jq7VRdSD2RbanDkqs/ZRlIeduSbqgaLc+qA0KgM+49nHC0xazHpHCgRNE11p6PHcsRe5PIwQTYxwQ66KkbI6Pfwca/E7HsZVxkBYrXiVAtNqQGhiW3VCNPzkbydTRWDMNpr1P2IDkgMx1L1tkJ3tfF+p2CExEsk9GJodhEOz3RHZvKleG5k5K4KIBZbCDmGOV9CcUKspPtsck22vQ9fGJKsqzcJM9eyKkNejTumFQAqhSMloOOLDSZQ/srOH6x+erlSztrlzfffXfz8uWt1dWt1cs7q+/uXH5na+2drbV3t9cu37Dx/le7n3yze/0vm9e/fvv9L9+48smrGx++svrBS6sf/PbdD3731nufvffqv30+u1Sw8VxUiYO/vmX4P78Q6hlXNE5KMeel+0b/9bpS0txsPK5z4dcecH+xkTZkJyeyWRF48oLzNz8VJSbMcwqfwB486//NjxPJmD8SZUQ+dG7J/uQdNBcLoRgepYGEYZ9dhFkhhjJsQoqwSXezjooZOhqjZT5O8s5cHsnkuBhHEwJji9MOknBxjFrMxGUxaQi9BDggRLN5PqPECzo/GYMHZSZdVkpZrlaWgARkF/BMgS9luHyGRtkApgKiQevZRDof9cSAo3TAo2B5PaqnSDvh+CfC2p8IVY3kdJ4Lxfw34qZe1pPWYtVsPBILdIdMB0kzLMG6DDNxl5MyD/OWkODTRTTBeV2Md/7Wey4+9jhpJNgMyVF+F+W2pEFADROCBwMH47ExUIPwNBRJAUFgBIcGoHQAyIVA2QMFJkBnH6AGfNVIwAgSopMmR6BUEK6QwQzgZaaczn4EM0Ml2FcIe1WPEx42A/0hKYgWIkElCKBWj3cMTAQIBY6kAVS2Q/hYXHIWZqKZOi4b7jgzGZUsehM+fdddDz/70v3PvPjIs7+546GHUw06WQqnanCqhswc506eTuRqYH4mXJn+/0i4zzc5CgNR99p1WExUlmYUZ0aTQ6fpnHN1V1eOXVXd1dU55+kwWRplCYTIIKIBgwM2xmAMXoxGEzWjGZEN2Mb22ni94Zw95+69e+7znPPcvR/2n/g976cXztf9F89FnrgSr7XQ1qwweTLYnIKfejD1/JVkc4ZuzGL1aX+5BT1wIX75bDjXDiRbYGEyUJsKlBu+82cTT1wpx6ouX1Y/ENHuYVRsnblwutDNaTtZzQFeey89Fpygn7xU9mctnqwRzJnQoqN2Snz8/my04uCqAFH2UxUvk+cL0zNEBoZyjkAB8GedpRnu2YdbfM6DFL1IHvTlgdyp0E+ePSUVQTDjdeQBXcIRbNOvPDXLFTBL3mMuehV5j6+GPf9oM1bGTFmfJufSJNwKyW5NuB58uFmdigzHTEMJx3jCq0oBsw80y5PRHsEyGLOo03ZzEaqezTUnGaOg0YY0tgRgzcLMBBFtcsOC2SU5gAKiZM2DlC1Rhk/PMu3LRXIyORyFBoIeH63hudFeWH4UVB7wKA8DMqkEPnA1X5kWsDTsjXiYlGOhZntwgSxXYLZoixXddMJ65VJ6biamR/QaQh8U5M2sIZN1AqzOE3ME4jact108nZ4+lQZDXhNh0GBaOjBajrkg0Syn1Y6ow8lbLi7EHrtSFsJ+Naq1cB6O1lTTrkQShoJuJIVOPjy/urG6tb62dXNta2Pt9s21rbW17Y3V7Y2VrY3V2zdXtm+u7Nj47B8+/OIvH/3mn7a//Hr9sz9e/+i3v7z1+Tvrv/7F6qe/WPnsvdXPlzZuPP5UmuM9OEkSNICGLIU6GhEZgiZx2uUXbOkCFA4TdIghBdBB2kMSGomJ4RQHi0Af6nXyopTKS9lMIEQqGAyJBxOZeC4dDvDuo2TAxDChSCgWh9yY/QiNajOJeK3YbopY0N0T8KpjYrCSmmzwKGfdjzvlYZopZWt5OhA09uABM40OEZAvHU0UoybWu5vwHg2R/hgeEyEXatuPu/cIpClO52IYRDl7Ge9QjNALPoxygD61iTWbUz5v1Omj7Gr7WA9kOBryHqWNOsgkN4/c5ZTdxTh2M44TAfmgteeA9cQ+1nmQsBy2D3ZrevbpT+z06u9GtLvhoSFL17ijzxgzqOJmdUhrgIbU4KBK8LSvPPLA8y/YU8QwYhj1Kg0iYMoi+qTfELGZcY0z7HJmUHM8YInY7YzRHPY4CwF3HrUkPG7J7UsG3CXEVUb9ZdCTBZypgK9EukuQuwCa0k5bxouUYW8ZM+cCjrTflfNYi16oiOIlGC4G4LQPyoBINhDOIGwWpAq+cC2QbuO5KbY2QxQaULGJVaapYhtbePjS4z98+4lX3nzm1beuPnUt3cCilUC8FgiXvE8/VX/1iUq9CtfbYLENFpv+7z1Tf/XJYqWK5SfJ2gzUnIFfeDz/1MVYo47W6oHGFNCc9p+dF+Ymeb7oT7WB1qy30fBUquDCmcjJs+FoyRKIm+yS3pf0zlwoRBvYYVau4FVwyhqs4pEmBZUc1ogGTZmlCTQ7wwWrYKTiCWUt0QoycUaS2jCZ5/PTU3gKYvPudJurzEW5MsSXACxr4ypo+Uwm0uaRLBQugLGss9LiSrNRd85tS7n8ktUb8UqTUbxGGdIuS8IcKgKVNledjTiyzhHJZo+YSzXv7EwkXCJVMdtIxESlvdUpoTYdN8TdvZxFFzYHi/DkqWS2gXNi91xsXyEmS+eRciNk4CyHMY0pbC3VAnNzETbqOxHQmMOBTJk9dyYHkXaNT6/1W+TGAQIfjUdcctOw3q8ykUYq6jm/IJCYzuWUuVGzA1OzrPx000fDaiioL9X8bMR6eoqLB53y8QG1V63wDgmCaiLt1uuHfaQFSrm8gqnVQFK8W2eUqT3jKteo2T1WSNkh9+iYtR+Kun1hR7EOtZKQS6tQ25Rm1GryqnMxV4wwaHQjUMg58+SZm9ub2+urWzfXttbXtjfWNm+u3Lq58sH66vba6vbNte2NlR3rv/6HD778y0e//evt3/x547M/Ln7w1bu3Pn93/dN3Vj/7xcqnv1z77LWlTWGuQaTDMznej1l2od6hqEBkEvUs7EQ1h0hEHRPYtNiMBUygYS8OacQgKUYKtFOJ6O/isSMx1hbmCdIxFvR1SsGBGGNnCMSp7QoY7hL5Q1JoDA/oLQNDPn2vJByJh4a6QI1hAAAgAElEQVRgn9I8MgCYTzDk0TB+ImDqUg13eCz7ImRHFDuCOQ4aRvd6jb1hxkwiPaR/D+bo8SiPe00dEXpXjDrIePt9xuNue6dA3yNRe/lAH2zugq1Ho+zxFNshOLtR0wBptmV9njwAZ+x2wTCIK7tE937RdydtvcNv3AGoduC2+wTfd3jXNynZ36KKHbh+B2v6Bq2+l9DeG1DeBRvvwGzfwC3fJA33YYZx0WHJAeqkS5O2WrMWY86qjHuq5+9/6PnvefJBRRwyZFFzFobyJFwkzBm/Nw+5ypirgIpNkasxzjjozGHOEhTII6X5lNhm/GUErJBQiWbrTG4+GZzgfRXSUcFsJdSc9IB5qjKXgeusOQ/a875AIRCsURevluItksyjVA6jC0h9LvPq03OpFsFXArkJPDFBTy7Enn6knG2QqTqWqtNiLTh79YHHv//Wk997/dlX3nj8qadOt7yXTpK1BlFpYKU6OF9TXztFnZtlpifx2Unk5IT1wZZtYZJPlnyVBnBqxvfwlOHJs8xCDZuuowsz4OOn1C9fcJ9tY40KMj+FXpnVvHxKdXUOyaY8+aq3UjE8MTX6yKx5eoqZng8RcWM50/XUzMjZNnRuXijW7eHk0WfODT4wa2+2sNMng/Gc4fLJ3lfuV7UavvZpPtei8DSfbze5GJgteuemyAfPSuFsAIo7QklPocHOn00uTItoyofHrKWcp91CL8/zTB5yJT1UxCkmfJUKlSuT1oTLJ9qKBWh6En3gpBTKBAwhOyfaZuu+S3PsqQnWKXndgqWWB6db7OWTMTwN6AUHL7qrVfLklPBQhVx6Tv6fX5ffu38kG7VNT6BUxKOmzTRnr+b9p2boahRUB9R+IQDxWCITZGGTxTaqsClGVH1WVx8CjcpGeszuUTuts5O2UjlA4RrIPYYTOrNLNu4Zi4f1hEuNoeZSCYB4W6bIiEG3yaQwuhQqW7/SOxQMGrx2RZA2FPNGE61OVwPJkNNuV+ndarVxpFff76U0sF1ldysjSaNXUgp1byWJAA69w6s2utVjjtGAoAkACr11NJG0PfnDRzZvbW+trW6trWytr23eXNu8ubq1vnJ7bXV7fW17fWNrfW3H5qd/vP2bv37423+5/eVfNj/9w40Pfvvurc/eWf/k3ZVP317++J2Vj3+6tgWebR9FrDLD0BHAsl/CD0TRHtjRrVMcAu2HJHpfBOsMWPZqhndCtj0SuS+MdQRcnRb9fjqwMxG8M0zvCrh2G437wvSBXPRAgu6g3PsC9rsF+J6UsDPG7hPggzR6QKSOxYNHEvwhDtuD+fcLRIdA7o8yhyLY/iC8L0wfiDEHkuSxOL03gu6K4CcivJ6GjwUD94TwfRJ2JEF0pvh96eDuGL07yh+IB/eluMNp8XCS2xkhDyS5jrRwLMOqy9xgkjgYA3VFMNzEJ2aF6kJUmXPtjHi/E/F/IwR8g3ONZAigEd0per8pWHewuh2k2VmMGKvYDk55Z8j+t4zhbtpSmC2qE/AO0vwt2tYVdqBV9vSlhrsIWrIuTdouS9gqFy9eff57ngJnSsBAljImwGxVKE6IvhRMZjB31u9IAXOXyo1ZCUqizgJkzHuREjx/vpKdEKA87MxiviLKNuhCIyEUKG8+YC/CQAGKZKlUjosUUH/W58t46RycrtPxCSo6gVIFIF6gWzUpU0JTZTw7ySXKgckW06gzmSJcqAemJ/AzTWJ6MpgsEmKZnr584dorb157+SdPv/jDpTce+tft2NtXra2k74lTiWtz5q/XiS/eji8kLE9MR56bwz5/G/gfn5YeqBomoq4Hp8mfPen6X//Qfu+auynqHpqMfPek/d8/F/95nT8THb1QQJ6Zpj97y/Wff24901RFIM3lOv/aJfV//jn3wffczYJ/fop7sGj61+vQf36RfmzCNF3DLzfJd68O/uc/V288aqul3eenuEfK6n/9AP2nRXE2bSjWiEKZw9PhansqFEXrGd9kxn9uRsznWSEJpKKBShatVZm5SY7O+JkwMBEBS2HbTA1P5Cgk5YnFfXHJFxHdpTzpywJIyDGZRDKCebKMJzKEh3fGJFdJtOYl51Q56I36/YyzngBDrD1XZsh0wBRyxMVANuwNh7wnC/hPrqo//wX63YaSBVWhMEBEPXJKzRC2MmWJ0LoMYwfCdlgEnNOG/IM4S5q9gFxmHemRd8lc3Ub3iHz8BAwOxkU1WPA3TpE+WodQajRiMnpG/VFZLG5021VsxHxyyilkgckz0aDgckMmC6LRmvphSREWtE7bUCQ83iqo/WnT9PlgKApYSZOJNA2bRwzBETZjMltlZq86nlYReX3jwXC1EA5Qdhej17u0PdOHgR8es4Iai0+br8GvvvXC9q1bt9bWNldXt9dWt9aXt9ZWttZXb62v3rq5fHttbXttdcetT//wwZd//eC3/3L7y79sfPLV0u0vf3nr01+sf/yLlU9+vvLRW8sfvHlzi74wdw8L7md9+yLInjh+UMSOhPDDPHU4wnbEyT0xYn+EvJeF7wtBu2PYwbjYk44eTPH7E8EDMW5/RDwei+6PCvsSoY5ssjMldCTp7kxyqJi4O03fFycPx7neZMLbaqgaqUNp9khCOBrlBvNxcq7Vn5cOxvGhJNub5IBGAZksH48Lypw0kAn1hjljEDvEgt8Ryd0xbGcUNdazsfMz+zPcrji7J87cEyNCp2ephca9UfJgWjyQpIdyzMkHF/wT0RNpWFX0e0v+ykx07lLbXMYORH1/JzrvjvgPh72xVipxsvCdoO0+ztkf8RlTjDiX7E97v83qB2JeQxIxFyljntgXcgxE3ESBpNvCeBYw5VBTGqDKmDQX12SB9Llzjz/3QjpPFMs4m8c8cYdbsrERd7XCJIoUk3D7ojY8pmsWbdkSiea8noyHzbvnqp6ZpiDlcCbnCxYcJ5vWczNSOk8mS1g4712YUD59BisXiHqNzOU805Xx5844zzWxiSqSL3ibE9rXLzuePUVM5NGTM0KxZHzlAcMbT/hbBfTipHim7nrzmvmrt7HzBedMMXh2Pt66cOGZV376xMs/fubFH63+/JE/3si8NGOrBm0PT4kvLNh/9z74zhNYk9WezWHXZunV1wIf/lg8l7Umw66zE/grV/3bPxVfnXeWwprZMv7YNLbyQ+rnV4FpUTcRc11p0z950vPeNd/ZrDUEKpsl7Oq87+XL44+0bTFGG0t456v+cxMDL84pZmNmnjTM1ZiJovxMbeChqjNBmCZSRL0IlpODVwumSsgVZOzpbJDNSNWZNiK4Kkl/Brdlo1CuSIQStoQElKRAmAPqEwyWtvkEWzXsS0KqchKI5nBL2MqFbFHOjeP2ZIaA0i4waG1nqDzjrOURIQ3LaQsfh+oxKB9y1fKoMew0EcaJLJbgXMUchSQ8Y/Q4xbnqcSYeD9SrWIhThfFDjag5xNhDUcIZcfWgCjzoWMiRk3Eoylo9UbdUo4KPOupPi9EaQ6Z8Y97RbkuvPjhkhFSD5kGrf9DEqKEqUj8j8kU4mIX8MYOD1hI5I5+weKhxKeMSMk4wD2RnhVCR5KKAlzXYYCWc0HKi3g0PUxEjEHI6U95onRVLOJOF7JyjHxofJWReRqsBxpy4xkHrrQkHXSGSZSqWQzyiQ01Y5QkVkFXBtAUImpAU8urbP/pwa2NzdWVzdXVrdXl7beXW+srW2vLm2sqt9aXba8u3VlZ2bH7yDx9++fVHv/nH7S+/Xv/kj4vbX7y78clbqx//bOWjN5Y/eGv5g5+v3wpdPbtPoAcz4e5U0F6vBCbrh0VuPJkYTPIDcTF9bl6XjcsTsa44fQ+H2qoTRKtln6jIcrF7BOxwPEZMz+JTE0MpulPij6bEgXiYnTuJn6zeEwb2xqiRjEhM1tOn5pT52OEErcyIcLWK1orcXH0gK2gTHF7J2jMha553lxLKGA9VUmOZ4DESsTF4LwMfS4actYS7lTku0SOpkDZBMeVEcKrQIUJdCU5d4IL1aOViXZkmjou4NUemysHmmdJ4BuiOOD0ZRCwHq/M5fQb6DmM8JAWoHJtvxTQJ6O+g8ROsm8+zE9MJrI79HaLeTdnQHJRthtJNfj+s+gZiwnPE6enQ+QXJGLN2UhowDWSqZHNawtJAcm76nZ88+etfSq9dBkOEq13FK6mRpR843nnalWXN00WhlTHees38xS/xtqSqpvFGFnnncc2/fZB+qGErCb7ZOv3cqYH//Xn8549CKdJ6aiJytSj7X59SH78VFGHZ2Ub0YtHz+/ft//pJpBUbnU56L1bBXz3l+f/+kHtxVlPk3Vfb0oMTw//j08B7z/vztO5Ugb6UU//pBvHPm4VJUVWO+E5PxibPX3rqldevvfTjZ15+7cknHztfCzwyS58vs4/NiaeayPm65eEJ/Hwp+Mgk/9A8d3oKfKAJPtDiT1bxCw1ouuk/XXVcm+UeaXOPzAkLk8jZpneh5DlTh5+aDjw4jbQmfLMl73yVnc4BZ9peKeNhRW2pAE6W0fvbAB83DCD9EKWdKhKX6/hk2T3KagcheTLqn82RF+cQh6A+AsndnL6SZ04WPZGE2ZdkSzNtiLMmY77JHNvIw9GMK5y2pJKOeoaq5ohUKeCP6s2sPsrbzkTBcgI0RM3jIZOP0OYkuJLG6BhgjzpttEEMA+0UkU4HxiPmXlavZyzVGNpOgGDEphAtKlJN8PZm3JMIuzWCSc4YzLi2EnVcKLkgwTTOaVTECITLFpK683GbkjX0kBoZJMcRdYg1aACZBtXAGdAXcftZMxdx8axl1DF83Dl8xHSi19gls59Q2ru7/P1DsHLUPeryjvgCMjkoH/QrBh1DMuMJt6ff7JaN+OV9oLzHPmAwD3g8w3L/6KhPftw52K8/Yjb1jDuHugDZEXCsw3JcZeyyOQd73bLjkPqEd2xQ3+Wy9CpsvV2O/g7PwC7ziX7tcaO575i1v8MlO+oYPaY6ptAcG7H3atOBd1fe2d5Y31hZ2VhZ2Vxd3lpf2Vpb3l5ZurW6vLW+vL22dGt9ecf2x3/48Nf/+NGX/3T7iz+vffTHxa0v37358ZurH7259MGbSx/8fOmDn69vpR+5JBN4tJodSTCqGG+sJZWpcKBeHI2R3QzsrpTNqaQzn+4WwH20a0yS/Kk0VCyORqjdlLc7EjQnk65MZCTkPcoFDAkGLyRsmdgQB3TRDlcEIYuCMyupOWSE8lNpJFfioUTYI2Ea0pjMOaaqESgiuGO0mta0yqapScIZRLVheoCCrRStoAlXISVM5mLTqW4aPBRkhGyo0kg2p5Mm1ntEIIF8qNYKnz6bhKNkD49BGapaoufbYSGO9HMAmqbL5XCjneEz+EHcOC7B2QJTq0qJHHcc0anDnnyeLpfoUpmToZYe0p3K4YUiPFVjLaj5EGwJZ+lGkTjdDPNRn5I3hzNIMQqVsnhaAkoT7aW3n/3vH85977SbA02TBfZiVvGHG8zbj/t4UDWRZs7lHTd/4Lz9Q6zBKrMCPJ3CX7ngXH8leD7jiFNAPcuem1T98gXvU1OBCO6sJ5DZrOXZ+73PncZTvK6ehKcLyP3zmudPWZpJWyEMzNfI2RbwyCn72Yq/FHGdLFHNkvNMQ33/BD6TAKdSvomcb7qmfGrKe7HCN9PYdEtonjvz1Es/vvbSj6699IMrTz6WbcKtWmAq6TtTc0xNgqdnkEuTZCNhOVvWnptBZ6fxhRm4lfaUgvKzTcfkLDQ1C00VkRRjbmTN7bpnuhGYKdqzpH5KUi1MA5PTgZNNd5zVE74BSpTrJbM8qFZ6x+ymPizQL8MU/cj4GKbU20ctlq4T+EgHpTuAqgZcY+PqEyOB/gOkooMePwiNHtN1yQ1dXZTKlhEyk21QdHjRUZ9jDKdUeNbOlFxC0giDIwFoGIoZvQmrSTAbfSOQY8BIarVRvVEy2SiNyzXi9g25cIOJd+lYo9Y2qNcfH8NUR2OmbtF8CB6TeQcsiFwedozG7IqQVg72WwL9RkyjDtlMnMuIG6z4iIMbl3EmWcgk47QyuB+gxuyCoS9s7hVsfZi61z0wGBgehNXd6pFOWV+Xrf+w6fCwoUttHeh1yroA5WH3wDHt4W5dV5dTdgxWdPrHOt2j/ZaBQWCkD9H3B/TH7APd2u5Rbe8x/fAR7/gBYPygY6Rb291vHzsKKju9yt2u4UPmE33WwUOAYh+u3YNq9gW0h3zKEwH5EdxwFDN0e0a77IPHnLJOl+o4qe0h1b34+GBAroRkx0D1QVi7F1Lu88oPe8Y6EKW8Qv7g/Tc2bq5trCxvrK5sri5vri5tryxvryzdWlu+tba8tbq8ub60Y/ujrz7+7M8ff/nX7c//vP7R797f/uKdjY/fWvnwZ0sfvfFfQKxtP/70XLYCuUKoMQgoUHW6aC1PcnYRt4YhC62pNgP1Fm2h/SYOcDPyxy57Ls+yBB+EMmEsaH316cDpsxhGB0PpUClp2HidfeKinyShaJydSSn/8D798lUfhSOprHg6r/j3j8UfPwaSkDeVE+4vy//Pb8Jvv0BSkDeXj8+n5f/ny9CvfhCArBoxHnHyhCMYVNEEX4gIOSFRk6yMrzdM8zlRStClohCgwbEgEcsJ+RQdz4cxAR8VAnQaTYe9kTDA8pCKcaBJJhMngmGEiqInSIdJxLNJMhiEoxLRDxsHeFsqTpCoV4yRKsy4FzZH47SIGaUQYCfNB0BNMEFGOXdK8FOia5DVggkoyvtp1BLlgVKj+fgLz54sEQt5LCF4WzmGlzxS1Ngs4hkJni0hEzm/ENZWEpapODabQ+sFKBjz5xOBmQpbTAHltB+OW4Wko13jG3nifIMSEh4saZlshc7PJi5Mx+NZGEt58znwVJ19oE1NT/iZnC+eAWt5bC4DXGy5I0WvVATmW+zpidDjbX+16Izlnc0J6FSFnchiuRrUPjP7xMs/euKFHz753e9ffupxvhYgwwoCGsgUzFML6KlT2KlpsBAaLSUMJ+eDs7PY7AxYyRoTkrLZgqdn8OYUlEzYcHJcCBsqBX9rAq6V7Hl+PJe012aQyVmsPRngQmozMaSMqAfjpg5OewSUH3GPHMXGR4MmOa2XM5pj8Mi90OhdrG5vcPwgo+1Gxw8EZHdg49/mdHdx6vuI8d24/B5atzNktKW5dGvSKQE2Ru2ktUDSghWdbN5JpR14yoxkzWDW5UxbDVGDWjCPCWZFxGWJOe0xu0W0WCS9IWLWRdxayS2POEdpXS+t6hDNR6LOY6K9l9f38cY+0T6QAIYSToWkV4taecSsibhMMZc2bNOGTEMR0zHROiA5hiTbsGgZjRh6RHtXxNknubpEe3fI3B02HhetfYxRjloUvFsu+gZC1hOMoZvQdVD6PbTxPkrdAY0d9o8fwrQdgkWRcCkS/r6kvYM3HuKsB4LOPbh2H6Q6GNDuIk3HIlYw77akAFXO3RO2dfGODtaymxzfSSp2EdqdtOm+kMGW8driuDIOH+Ec+1jrPtawG1fshJTfgTTfxnU7g5pACUg2YGYCDuSBEcowzFsdUYsyaOzkDAd54z1hM//w7MbNlc3VpY2VpY3VpZurS5sry9vLS9srS9ury9srS1urN3bc+uirDz77h4++/Hrr11+vfPL767d/8+76pz9f+eBnS7d/uvjBz65/8Kultf/1lyvXfwggPosYIspB2b/fDr79CgaBtniUboRH/+XD4PcfcTg9Rozzt8T+f73tfvaqE/T5InGhKuq+WgQeP+0HASgZDy5kDZ/8Pf/AvAsCATESnM2Mr/6IfGCWRP3+hBRsZizff44+U0dQwCWGmGLG+czD3tNVEgLBSJjOxIHZk/5mhQhAAMKTDg5z8EEFBpPpEEpCZJgxUd5DPIinQ3E6kOBxF+s7SoNwjI1ESDbOAELgGON2xQJxAQ+yECy4RymbK4bn80I4TiIx/ABs66PBTJaLx0lehA/61HsRQzRJ5RO8mMAP+2XfBgyggCdFJB6FRhDtHbDSLYETOa6aZyyMroPQqXl3LEEVEriPMIQmyg9/90WhHEpmyVoxxERgg+j0poBgCooFgYakgaI2V9KLJVyZCFCKmNCoxZmG6SREsy4CkmGkzBp1AnEfxroQr4LiDM485M17uKwHQdQ2n8IR97rzbjjp8viUPnsPk7AKVYTJwwhvdDn6cEEdnPCEa2As54F9KhpVZGqBfB3OltwsOkZAilwdnr+48MgLP3r8mVcfe+7VS088FiwTWM6Sr/mq01BtGm7MwFOzvrPzyMkFanqBmjsJz8yiM7Pw3NnA1DzSaOGZqi+ed8bKTrHmyTWh1hQyNeltzwCNGTQ/CaQbXrHmDmQs2phuTDR2RUx7BP1OVnMfP94hGkYlezdnGI9Zj4U0d3GauwXNgZDuEG/q5A33BTXfpNR3cMa7Qvq7Gd09Qf23Oe2dgs4UJzMTbW3Ip2CNGt6oixrBrC2QtTlTJihrR7JOf95py9gVSctYzDkUcykklzXqtiecjqTNkLaqU3Z50qmIO/sle3fEeixk2hc2H5ZsxyVrf8jYH7Z0iZaeuHU0BYzH7YqoZSDqGZYc8rhTG3XI49beqKUrbBwWbWOSoz/qGInaBqP2PsnTF3Efk2zHJXOfaOgSjN2oVs1aoiX/XBsRqhhUCMhZbS+ptoeUqKjpx5RHkPG9oLwzIEtW4fLJON+k+xldD2lwx0wOTnUEHe9E1btwxSCrak/hk5dT2bmQUbQPkxYkakpkDArJMRa2nOC0fbQmVXJPnYon2nEl6+whdCZWLoYUvbiik1R3IuM9qJJM289eyEyfLuJp3ERarJQ5JmpiKYs36R4KWRQxz9zTlzdvrmysLG6uLG6s3thYuXFrdWlzZWlr9cat1aVbq0tbK0s7bn3y++1f//mjL/9x6/Ov1z7+anH71++sf/KL5Q9+duPWTxY337h+++9Xb//49aulQsAHeCEchDFTsW6tZEEYhVEKBXG7mLVLEcSJQyDltaMONAqE4izO4kEBV5Mel0CHErlgJBTJkGrGY+EDUlpMJcRMhhpn3SaOjKUzuXQ0l6bkjGsoxPLpfCETnUgh40G3TCSi2VwxFytlA1rEIWcJMiYl4+FM1jNCgjZBGMMCzpgYK+a5uNQNu3aGEW2MS2cjnIQfR2y7OZ8sRjPJIBUO9BHWA7x7MAwTAhqivXKv9hBuHSI9FBcQOaDfa7wLNd9JGRWkiYDM/daxv/Wr70QMAz6l06vvso3e4VHci5g6Ama9R9lnGbjDo/gWbrob0Si9ykHH8B6vYg9nPkTpDKDGE1D1Uxq2NXH1+e+RVWkc0Y/o+0Z9GnPKZ0/7rJJL55EpPSprGnKlYY/kNMFjGs+ILQ64yiggeQywUuVVmgibVfJbY5CddRhArUUCHEXcVgSdSZeJN5p4kzXrtZXdnpLHnnA5El68iOIFyJv2eeIWJOvjSlCw6g1X/HwRlIr+dBPOtLFCM1Bto61pfG6BmJxlZi8uXH32B489+8rV51658PiTXIUkM/ZsFSpOBMoNX7Xtq7UD9TZWncInZ5GzC4GTc3SziU3MILU2VmmimRqcKPsyVSA6AWaa/tYUONHwltpwsYnFW0Cw6oCzZjRtj1aDXCl4glXv41XHOM1AyDKacPeH9cPhcVPSoJYM3ZKtRzQc57THOW1f2KCQ3IoE2BE07qJU+4NamWjXpMBuyWxMwrlaS82CMsHhTPugMuJO2+xJkzdl4FKORIXmagF/2uWUbHDCQRdhpsoACZcrYfEmrEQWEBosVkDVkn04YpZJDk8aBopIf8R8ImKVSUYkBbJ10ZaD5JJNHjKPMkZnhqUqIbVoGw9bRiJ6cxbim1FrEu4PmfsErTvpERtcsCHKIq4jnHlAsOA5INrm9bR1CFKDrGOyhl19sJDNQTCj18Baq7s/JYyHUx41ZnKIbgdnlHK+Jx8uxuOQwiVXBbQINJSMqqiIQxPQ2USrgTUIefDRB3PhqN8KqHTguAWQRUVLOgdbUJ0pYrCFjJhouXwmHg2BertiFBofcfQR0HAs4dD6lWpUD0YcqGC8cFooJWGLU2fy6Mf9ei08fLIVCNIWjV/OldErLz20dXP15tKNzaUbN1dvbKzc2FpZvLl2Y2PtxubKjY3VpVsrSzs2P/zd9qd/+ujLf9r+8s+rn/zu+vbn7978+K3l7TcWb71+feuN67d/vnx7+ulrnrQUzUiphKfPrznBQ/5kJJFj0gVvN2Tv40lnJJkUcSmsPQC7TkhBXzKaynN83LYXBvoF0ZnOhGMEFXbuoZDjiaBZCnGUH2V0+4LQ8SiriQgojvj92k4GOhwLyuJhK2gz+cePBOFjIjUcIhVevcI+cpj0HwsxXSwx7DAOWkYPk4QjFFGy6CEeGQWdR62Gu2n/PSlqdxjqgyyHbLI9pHt/DN0V8h0FTUdtik7S0R2HToTgPp+6y9J32KY6Cju7UcsJj6LHMLTTb7pHBO4ULN9C5Pdahu9wq/6OsH6DstwBKu9xyPb4DJ20Yw9l3QXp7gBGd/gU3yBM3yTMf4vrvwUpvuFX3sk4dorWg2HTMG/s4fSdkh1tVh585mWqmRoXfbqo1xQHbRmvOwdbM7AlhznKpLWA2rN+b9ZvzvutWb8r67Nnve6UxyE5rTGXKQHYs4irQNryqLmAmPKopRCwFPz2IuooILYi6Cr6XVXUW8O8FdhZJ3wl3J33eXM+PA8EqyTfJNgJKDQBh6twoo4lWoFUC8pOwuUWXpsmmwtcbT44dW7qwWdffejp7z30zMuXHntSKuMTdXSmSVfraLnqbla985Pk/Aw30YQaLc/ptvd8G7oww9Um0FIVqTYClazt7DR1apouT8CFqmeyqjk34W606UQFzDRsUlYXjchbVaxahIScy8QpXNSxTErbbOPN2TAYMdj5E1yiP1l2VufEUAUyCSNBqSOWN+Zm2NKspAtrAOZILjk43UAXzibQnF8fJZITbTPnxzOe0pw4d/53tesAACAASURBVDbFpO1O0YhLpmwBODMvlluEL24nRFOt6JifZ88sxPmc3x2xUFFnsUmeOxNtTAj2sM3I6YQsNDEZnp8Le2JumWD0x0yVOnV2TkpVMI1oNhImF2ElYlCiRJjDFiVvsYUMUgmrT4tMHpEJJk1QFSn5Gy1ucpI1RRy9rAUIuXIVqNlmWcY+5tf5OGc8BjSLlM8uN9tGx5zKYVM/To9GWL1sfMBFmr0hG8TZWzUKd2rH1YOjDsWYaYDjlRymlin6Adxg5yxA2NKuMYzfZjAMqxzDCusIQRuijFkh79KDMpdgtjDGTBYifXq9YXDENdJn7Lf45BlWY1J0mZ1ygLPYKF0mD0RYh90iN7qUCrdq2CGnBD3iHne4xqI551OvPb79XzosLm0s39hYvbG5fH1zeXFz+cbmyo3NlcXNlcUdmx/8bvuzP3/423/a/uLr9Y//uLj15Ts3P/7ZyvYbi1uvv3/r9fe33lzZPvnyC4M8LHNoZdbhg7TrcJzsEqA+p6bXpTrABw5I+CES6tEPHzLK9grI8STbTYNHTIqDFl0HjnXyzGEC6tRoOl3Ow8nwwSTfEST320z3Ia79Ke5AnO7k4A6f9zAK90b444nw4RB5EPHuZanDMb4jTh0Io7twzz0MtDfO7E7T+1L0TgG+h/PvlVhzKKSm0X0ifIADD3LY7jh1T5LYJSG7wvBOEd0TJ/bEsV0xZE84cCACH4vi3XGiO0IeCwIHWfcRHuwOI10RX2fYto937gr7doaAe3jntxjLDsL4LcJ+F+X6Juv4G8bwN6Tmbtq2P2i7mzTvJa13kIYduHEHafwWaf4byrKDMuzAtTuC1ntE8xHB0i05jkQtB8MmXyN/5ZkXyam8OhbwZGhPErVk/LYsaE4h7gxrKRPWAmzNBiw5xF3AwSLhSMK2lMuT8QVSAbgAG7O4JYPYCyiQQ9Esbsgh6gJoysPuPEbnGW+OsuQD5kLAW0D4IkcWUFvKY4+7iByUrgrZOs9XMLLi52pwsUlXG7hUAaVKINeGGpNUo8Ul6oRYh6bPNx985ntXr7304DMvn3n00WqNfOR08HSNvDIbXmjYf3TFeuNp4spM4NwkfWUW/ckV46evUz+6BJ+roVdPxh+at2183/mrZ6GzZeCx2cijbcvWa9rPforNxM3VlP9KC/rRFcXv3vU/N2vMELqLdfpytf/3bwNbL/hP17wXTjLzBeuNF/X/bRm/1FbUashkDX3+TM9/fMa/9Zgul/OdavLzmfHfv+f8t5v8xYpmock0SqQ3wUXrDTSEpFPeSpM4NxdJpAlYcsZFdzMDnG+RZ5sUnXBwYUc955+bQB6aD6cKASzqTCeAqRJ2aTZ4ph1BY342bGvn4HwJOTslsBnAKhljcUcji881+OlWyJv0+mlrhLGLEV8uz3iibjvnivGObMxXLhDpDKINmbycI52Ecyn/VI1yS3YtY86EXPmos5iBgqTZiOsh3OSJm3PNAA4ZvF7VmHvssLZr0DfoRxTjplEaHQ+H1O6YpVLBYEBnto8qnLJBff8oOOrzy42WQZRQWymNL22ptXESsbg9CpNbPmTqlrGDEKLQak7Q5GgiprWHDbUJDAdtTptC5RjqVfcOeoY8yJhW1ev3KybTCl/SUD9J8KTT7de5SY3aNaoNjklFndchdwbk584Ab777ysb6ys0b72/cuL6xcmNzeWlraXFz+cbm6tLGyuKt5cWN1cUdmx/9buvTP93+4h+3P/969ZM/vr/1xTtrH7+xdPun17d/+v7mT97ffHNp6/wPv3cognXArg7Md0Ai9sWoQxK2Mxy4O4TsTeD7YuQekbyH9d1Jgfsl+kiMOR7COnn0kEAdC/HHJb5TZI+FmOMSfyQtHkyH9sXEjgi3T6L3pbh9Kb4jSnbG2SOx0FA6cSITO5bijyb5jlTweDJ4KMEdTDCHJPqoRB9IBvdn6ENp6lAieCDF7onSxhCvp7D9IrEngu8OoTtjyK44uStG3Z2g743R++P4rji+J0bvjZI7I9S+CNYRBo9F8MNRqCPs2h8G90WQzpDvSMRxNOw8EgLvC/t3cu49vP1u3rGLcX2LsnyTs+4O2js420HRfSetv4+wdDPuE7zniOi/m7V8G7fcGTQfEZ0DUeq+kPs7gmlfyNYTAi1FRp6CHMXE/deeF+sZJoWHcown4jOGbXYJYBNkNEe4kn5zxOIQdUzcVqwGhSwCih5HxIHHna0GH6vQYI7URpymKBAvBaMFCsii6jSgivsiFaHdjIRzFJjz6UQHmcQaM5KUgegcaI478YTv/Olsqx6anhbDJQhPu2dnhLNzwmybaTbJQh06NcNdmIvVS8T0JF0/Wbv8zMv3X/vu5adfOvvw4w+eIh+cBJuS/eok//S05v/+VPrqHXY+Jr/U4J5tw7/5e+A/vmxda49PJpwPT0k/fcT+H1+1/v6RQIPVPjBBPNvS/8s29tUvo9O0uhIBHmxQ7z5v/ctN/omaMgIr759Anmsqv1zEVh53tULaRiGwUHH//QvKz37oP5VU8ay1lsIem9d+9LrvxRmdgCgLCWih4njrmm7pSctUcDRB+6p5HkkL4WoNoAPZKMRTpkQaT+UpVLSmRXeZt0ikvlGAQymA4R3VGBhB1dUUmCmghGRJRb0V3hqlra0qT6a8BG+pSiAUMCYSfiwHakP6SNSdYW0c46jURG/M7SAMBGGxeTQBFrBLHi1tkngHj1ogxBxK+NWs3oibChEkiOgLORiMukdRRZgxJSkTQ5oCfq2HNUKCKf6TvsZzDj9sBwmzOjB6wtPnrYx7EHm/ZRhjxtmIJryAnDoXpnibn9DJnaP95DHZ8716elhu6XMRCgujZ+fAuQtiKI5ArMMEaQbRPseLvWBoZMQ07OfVuGigyt75MxEmiUCse9yj7DYPmBNaJzcuM/VaAkqYH8eq9pkL8VyeY+IgINgMiBqsjFcnrXbYAPOGWAt/8723NleW15eury9dX1+5vrm0eGtpcXN5cWPlxubyje3lxVvLizs2Pv7trU/+tP3FX7e//MvqJ1+9v/X5L9c+fmvp9k+vb7/+3uaPf3XrrcVbV177/rG0cDhMj4jkIYk4ECUOxYgj6WB/UTgQo/Yk2H0JpjfGy1PikTDWIZF9UVKVENWFREeYPS7xnRKpzkRM5UynSB1IcB1RXp2OW8vpg2HyQELoiYdsxVygUTwukv0xcTQV9mQyUD1+XPAclsieJOPMRPz1VKcYOByjRmKMJxOHGrlOFtQKQR1LHpHokYxkr6WPJtCdIehwjB7NRx3tcn8M3x30HoswqnQEa5aVaXo35TwkorIEwzVTqhx+L2Xr4j2+eCBRl8A8dy9puo91mCSvUObBinAnqv0WpjUIoFgU+Vb4IKO+C1HLg+5Ini3MicMh8zchdbdoj1eY+nxGm/bfTegPBx2AiBSaSTaL+5LhJ5955kcPhV44i0mSvZALRmPGByZVrz0aKEi2YgItpbyPtofWXwGuTLnyaf9kVTxX0G69Ar36ICGxrrNTUiDmgEqeRp1Mcr5WhaNSGDTha51lpRDYyAVbE4K3YhcedqSSXonynpmOMyWodN4zP4MLsPXp89lsCU/OG85fAhtx/6WJ0GyLyRaB8228EA+UQtCV6Whlpnbh2kuXn/rupadevPDYtalJ8WQFnkx450vQ2bbnpTP259qek3ngdBW/MhX87jnfj07bnpxETlfAByb5c1PYw3XNo030VM7/QNV/qem73Bx/vOFZyBPNJHqmSRSy8sm47GqNrYeAC3UkLOrc2NEzBe98wnmq6E7lPKN4Tyqkn8lRBcnWKngcgtKDdU2mfGURWKhAXMYsB3vTQfl8zH0u5innfZYYE6nUbYQjE4eKESRfJsUMgIpGnjdX42BNAktpJBizoKy+kWOnc8R8meHTAZugDUdtszmimaayRcQt6J24ppAmamm+VCSAuEvGa3DBMVWm2jU2nMXVvFoOjaGUTQp5qIhXI1rGaL0vaMhFkXQCg0SXLGiQoYpo0t/I4ukMpOOsJ/BRB60sJMBC1OcAlW7eShUAfMIea2DhlDcq+bWoqicwqMSHzX6FDVR6KIWSMdmTLj7u5+MAxBhlfk0/NKqSBh2wTO+VW0GVGtebwjaQc2Cc102a5Yh8AJYNkjIHOAYichulGCPV46xJi+sCtBbCdF3AcIdnoMMxPGgeUzlHFF5ZN6yQs2ojrAURPUFoVQH5GKTs9QwP2kYsHpkFViET4nsr726uLK/dWFxfen996frNG9dvLl3fWLmxvrq4sbK4vbS0tbS44+bHv9365I+3v/h66/M/3fz4t4tbv353/aOfL2+9cf3WG+/dev29jZ/e2Hjkxz9UZaL6dNxfTx5mvQe4wIhIeRNRfznWQbg62EC3RLqTUVeGP0LYjgZRXYSCsnFTjtuJOg7zjDzK27KSPkkdIpxdHGGKMmAubkrThwl3N0U4kzE4mzFLTA9r0bIoEufAbMKaEOS00x52xTMwEyM0gq83aLOHfZk8SiY4a4joJ7yWIKUNEqPRIDyRy51sGkR8L+6VxwWqnsmebAFp5iDiGpNoqpwszJSIIn+EdPbxOJnls1MJqsR0BvSjLJDKUdUqlalRfbDqCOWmU2S8gGcqwghqOABq8AgSzwXrzaCRM++EVF7Jn8tjUxMozJl3ggpn1FcsUJV6MJyCunCdLeIvpIhclq3ncTElvvzc/f/7Twu3XkNx30Azx89llP+4CPz1VjwJjuVF9HQ+cPslxf/z6+y5giYdtJ4qcq+eHv+fn2ZfvOyjIN3JWoTPBPg2WCmAAmjIx1EhhnGTgcYpKEjb45FAqyL6aq7wKWdeAmnUNlWOREq42ABPTlIh3HimIeSrMF41tyaImhRop+CZOhvLAcU8NlmkRNIxXxXbpxqXn3z5/idfuvjUixceeWJhJnS+zZ+uMI9OOedb4Jkp/GIbmysR90+C59q+TBFo1XzXFsSnTwUfPUlXKv5q2fTANDpd9l2aMFWrltqEfa7iaqWQsynnybqRyWlASRMTPVUJKJa0JyjNMVRpJTRi0FQOK8fpsb2kfAhXwZguymtgSd5NyrrIEQOmwUGdwMj7Gdl+SN4TGHEDsggyqA2OqiPBSKWixfVuUiXg1iBnCEQsIG9zYwoCVUVJA8QZ3aLZGdYAqDKIqqiQ2RZzm6J2r6DFoRGO0HjDBmPEoKW1ZlRJwRqI11uTOk3SaKG0cECO0mp91KSU9LKgxoeM5PExM28YjTpkIesQOmJ1DjlhnTxoGRH1g+TIoKvLAgzr0XEZaepj5T3+fqVt2OgbHUXGVA61zqORA8M95i6Xr88CDA14x064ew8bDyuMxylgbMDRd9QrO+Yd7dV36UwnxmwnetyjPR75ceNA3/gxpXFw0D5y0DN40HaiQ318RN87Zu3p8w10+of22E8MmAcg/1ivb6DTr+h0j+01dncZjh+3DewFZHt9I7vcwx2avuP6/g7b4D732B63bJep54i297i9/6Br6JBddsg+3Knr7TUOdLhHyNn8ytr7G6tLa8vvry/9am35+vrS9ZsrixvLixsri5tL128tLW4tL+64+eFvb33y++0v/nzr11/f/OSrxe3Pf7n+8VvLt3+6uP3jX9167Vcbry/efPn1H0y0Q3CSN0RZJW70Cbp2y8ckIJcQ0GNmLmaZn8KhKGbhMQdlqRXNz19hqCgCi6STMM1U9E9c9TsYr4sjXKTp/vOG118JBDm/IIURxv7sA6Z3fhziOCgcj5O85c0nrB+9E+SCznAylhQdW9+z/dtaOoYrcAoUCP36C4r/9hEdCapoHnUwsJ2hzTwFx+hQkU1NpANh+CjmtscFKR1JVdNCgu2GPJYEnc2HxILIJ+hBzKsV6USa4qO4mCIGULOMhdPpoCj6M6mAGjf0kz4hSdO8PRqBtLC5A9JTIhKk/bxIuDnfHX6FOwQkWBdPWBHSuiegsHDOlARilJcNg32UZpx3xiNwIGAKCYCYjl15+qlHLgTPV6wC68rGiFzC2SqoHmqD5Zg/HvKVC/58Tn6yoJvLYUXJM10ihJSnXHCebkfiYmCiyjFZxB8PFAtUNgqVEgEq7nLEPdmyMF2WJovhYpG2Sc6gBJ1tx+ab4VZd9MRAPAU8cj77wGzm6umMkPMEsq7JpvjwXPra2dB0HU/X0Km28MjZ/JVTiVOTzORc8eIT3z335EsXn3jx4tXHT59k21VXAlI2U9rpKXCigTTKRg4dYRB5sWQPpg3pgrscsYj+wXbFPjfjn5/xtMtmIXAim9CIJRubNs/WbSlqMEOrFqbgaMVtjurGvP09uu4DkGq3YNjNab8DDewydu509t1LKvcwun3keIf92AFT932orpM3HqTG73UN7VJ13WMf7giajjHm3QHZXlP3ffahe1mdO45xEqFndHq4zwr0+niLR3KaKaMZ0zkhuQtWmgSjS7I6Q3oAG3aDvaag1hCxmWM2R0TnpkccjMoUMekko5I39qPD48SoXbK5oiZzzGYRzRZm3BrWqFNmWdo+LlmVnHqcVQxFTEMx25jkHAoZBunxPsF6QrL1i+Y+XjPMKoZYw7BgG+as/ZxhkB7vJse7WOVwUOX0640u4xiu08AaRWDcwJh1hGEU145TWnVAoUDUMtLwX9M3DaFVBsb68LETtPIEqe3BdUPw+BikHsZ1RxndIUrdjaj6EY2dsdmDJmPQYgrq5bS5E1PvZTX7WfN+Qref0OzGVLsx7V7SsIvS7iK0B+DxPZhuF6o/gOn2obpdqGYnqtmJqTsxQy9i6iHUR/Dxw4RpD6YPnqmsrry/sby4tvz+f7XD+o3rG0vXby5f31hevHXj+ubS9c3lxR1rH/5m8+Ovtj7/09bnX69/8rv3tz//5c1P31zefv369mvvbbz23sZPfrnyyeZP/udvy1NJA0ezIcZ54wnZ//tnsRYb5rhgAnesXdP/X5/nkoyGZ4kkrf/gVcP/z5JbdTWCKArWaa2uLqO8qsvdu7oUiYfgEOLunuDuEBLi7sESSALEiCc4gTLK2vucc7v72D13Zh6/3/A9zLzttfYv2Gv/fz8K+YQSDhXPIUA2fM8+ZmoakSVYNIbW+PTVYtn7TAO2Fsigcxm06tA0NLuAwjQgKRQKhYKYsjwNT1VjUBAKBS+mIwM62LKLQMWU1TdWkzDA8aEyhxqOw5VVYKuBOBSSQoNRiEgWEctEV1JwFQzseWz5EzYRx6ZUEhoITNz52vIHLAyPQ6onoNBswi189R0KisTGVRJr63j1VxuBlwgwGh9PxlZxabWPUKXfoGBYDp5EqqTQax/Wl35R/l0NrYHPxjD4xGIKHFD98BG1TsjFClgYJA7+RcX9uxhgm5jQxCPgmLVF6O/OE8BsLlXMRWGYcCiLpJ+eF/e0C8UExRC3o4NUTYHAWFCKuKGlmdgkQNXRQEB6WQOnvEtCVrZWtzaBS1gVVQKkuA3fIyUR2DWP2EgQD0IS1gjoqA4OqE4KQUirCc1YMQ/DJCErmXCYqAIpqOSLG3j08koaFCSoqhCV05tryVQEilyKaa6h9zQI2qs4pBIB8aGgqYLdUsNvKucxIGT0k6Y25NBEm8Y9r3YHDc55g9WjUrIUQ7UD3bW9Q7jOnobO3gbZMKqzo1La0dg7gO0aRPX0E4f78T3dld0DjQMjNaMj1SPDterhRuVY49BwTXdPRV9f+dBwvWwY29VSL26qbBQiqjgV95jwozTgIWbZQUbpfvqzA4zir5klX9OBB8nAA/SSA/SSI3TQYRroCLX0IKl4H+HJQXzxQSLoKr3iPqvmPAl0mFJ6hAk8ygBX8SoZtCokFYygPIVQn5ZxEXBuOYgBqufBq9kQGBsK5lfCeIhqDgLHglcxSmFMMJAFgXJBCG5ZgwhOb6qslcKf8MD3meDb9JL7PARIXFvBQSJ4FRABAiaBg8XQ55Lyh6Ly50LItwLIfTH0WxHwoRD4rQB+lwe5xQVfElZd5FbeZsNvMYF3WGV32KAH/AowvwLJr3rAAl/jFd/iQG6zQRW4UhgafpeOuEdB3CLBHrMqHjNgt+jAB5zyO2TQbSLwAR12mwEpZSPAZPBT7NOH5NIHdMh9GvAGpfQpsxrBb3zMQV6gA8/RQFcp4BtUyEM28iG75h6n4i4Xdp2NOEMHnaIBj9GBx2jgY1ToIXLZMVLZUQrwEA18gFx6lAwqokGOkoBHSZAiUmkRqaSI8PwY4fkTOgLCqrhHB52mgL+hwo/jSwiqpjdvtt7v7r7ZLbx7UfiwU/iwu/P+5c67lzvvXu58eLHz8WXh48sdwJuf//jw879/+O1//fDX/9n79R/bP/517d2v+dc/JHY+xrfeJ7bepzferu1kXHYGiQBqQDfgCJVCSZlpFEWj1Nc1orHYKjoX2NddjiYiGjB1WGI5lgVua0HhaBgMubEOX1lCrq6noBtRdfXYSmQjrIRUQWSTqQwGi8etoKAuY2vq+UwWm8PlEGDkuuuE+kY+nyvktUvJtdSqu3gEgtFAYWCa2FXVBNBVQgOQRiSzqTwO+lEDtIxIhtGIj5gESiuP2cwvITQcQiOusRpZEpZUwoaTaw41Ii5SG5lSiqSJBSXXn0YhLxIrKzl4upAMwsO+qX1+Bl+CYNRx2QQ4Gny85rujWPB9AoJGqECgSr5G3AZUPrlQV1pLgpU3PDuAfPBp3aPDtU/hWGAdquQE/DtA7eN9DY+fo55h64rPlN/d3/DdycbnD+qfQyruXYbfe8hCjRh01A5RKQlaWvngCfQmhIgoZlY8JpR9B7r5bfGVx42lpYxyEB0KrH1aDLxSin78nFsF4iNBhOLnoJuPGh89a6oHCcuLKSWPkA/geAimnYhqw6LaG2C4ElDDo0ppdX0rBi6tLSUDyxqeIAWVdZ2Ndd2YShESSXiG4cBoHfXMrnJqCwzLLCXzYLyOOm5LDb8FIZBCxVKYpLOyd7TV6PIZ3D6t26e2ODVqiUJGHBjCjIxTu/tRbf2N3aM4QW+DtBvX1U9u6cd3DOG7utFNHaiOXkrXQMPgcJ1chpWPEMdG8SoVXjOBHhxu7Bqq6xuqGxnEdvXW0FoqvuPBzjJBhxjgfQzQfgboALV0Hw30Ba30C1rJfhr4IBX4NR2ynwXfxwB9QQXuoxR/SS3+ggbeT4M/59bWCtF3udVf08EHmcADTCimmdguptexoHBWyTNGyXccYCkPAuNB4DwglAkCM0ElrPKnrHIYH1nHRlZSYVUUCIQOgzAgSH5ZTRMM04YENyHv8hC32NDbHNgNDvy6pPJbCfK5tKKsqaKsCQ5qrngmqXooghWLII+k5fekyG+lsO/EsId8+D0B/CYPcU1UcU2AvM5FXuMjbguh93jQOyJksbTimQh2SQS+KgTf4iLu8JG8diKNg7pGgZ6iIC5Q4ecY0IuMsotU8EV6+W1yyVXy8yvk4sss8EMW4iEV+ABb8i0Oeo8IeUAFXmECz3MQl3hVFxmQcwzYOQbsHAN+gQE6wwSfZiJPMyEnmZDTLPgZJuQUA3SSBT7Ggh6hlRwkl+ynlBykQYqY0ENMyCE67AgddoBa9jkN+jUFvJ9UvJ/09DgJeIEMPE0pO00DHmOAz1NAx7HFNFXn3pudd7s773YL718U3u9uv3tZ2HtVePdq993L3bevdt692v74ugB4+/Of73/+1w+//e+Pf/3fe7/9e+eHv67v/ZLf/T5ZeB/beru8+S65+dGbW8EMdtSJOW3NuBpC8SkM8gmbyRVLhiSN1Y3PL6Agz1kYAo8xIEYiicWnsDWPeBQcj9nbVANsAJ7GYR/QKHXo6lbWo8doyFkK+SGXhuZQu0gV39XBTlEwt4WkOhqeRyy9g6o4zmLfErLgZDQFVXaDCD/Bwlxl4582wKsq7txsLDtDx16jYx/XwSFld6/WQR8xWWAm+RKt5iYe9i2y+EQ58Bil5hSx+lEdBFb++Cz06Sli5QlixU00tLj2yQX4ozP4mvPUmou1JTfKHpwC3juJg54kgE/UlV4qu38EfOcIFnSUXH4EAzqLvH8IcROAKgbggYCaJ1+C735ZcuuTqiefYJ4D6r/9AnbzS+CNT6qefIp5DkA//KTq7lcV337e+O1hTOkZTPE51JNjtd8exj67RkfW0vAQekMJq7yMgoRzMEg2uoRWAWJX1HCqoaw6GA9Vzq2p5lVWC5AgfgWYi3zMRz4X1YKEdVXi+toWdFU7vqoVW9nUWCOpaGxDU1vw+FYsvptE7qKSuymEbiy+A1vXjoK01dd1YVAdjXWdDbUddehOLK+f29zLFfczBb1EcTeV10sndKLFXaimjgZBRw27o6pzGNMzVDc2ITU4vWrnzIR7Vmmxy1WCcTlhTIYekzUOjaH6xoiS/npWZ5WoG93a0dDcgxYP1Iu661httXxxjVCMHBxGazVEuRwzIiMolCSlAjcqIw6Mo4cm6mVK4pCsgdpdcVkKO8AFfc6CfskBfcECf84E7aOXfkEFASilXzIh+5mgA0zIQTbsMwYQQIV8QgV/Ri37lAL8jAz6nAoD0BAHmeXH6PCj7PIzXKioXyTvEZN4wAZBGZwHrhLDqqUgEL/0IRv4iAV5xkY8YiEesiH3ONASfnkZp/w5FfKEDn7OhkMlEGQztEQKuiOE3uQjL/MgZ7iQK1zYLSH8bjOitLUK1FZVKkU+EZd/Jy6/J4HdFyEfSCvvSJA3RJD7YthdMeyWEHFTWHFThLzFh97hw25IkDfF0BsC2A0B/KoAekkIuySG3RSWX+fD7wqR/QN0EbvmFgX0DQ18kQG9wEScZYIv0UG3aeCrDOAVRuk1OvAiG3qNjbjJgF5ngK7QYZeZkFtM6H024jwLepoDO8eEnWOVX2DD73KQl9nw02zgaRboPLvsNAdyigO/zoNdZ0FOMSCnmLCjzLKDtNJzHOhNTsVxRvkJOqyIgTjEgF0WVH0rbjhAAX9BeP4J6fEX5JJzNMh3SQyjigAAIABJREFUbOQpGqSIAbpAgZwkFLO0Pe9e7b7dLbzd2Xq3+3/jYnvvxfaH3Z0PuzvvXu28e7nz4eU24O3Pf779+Z/f//a/vv/r/3n96792f/jbxt4vud3vc5sfEltvo5t78Y33i+tbyOG2C7XIx9D712sfXWA2XKLU3auCPCq7cbOq+BKl7htK7YVK0K1nV85WPD1BqjlFxZysBp8vvn0NhbjIxp+l4S5XQE4CH39DxF/j8E9zSGfqQGfBj08Sa0/yiUV8zJl6+Oly2HEm6biQdYJLPI6vPlZdcYaFOcnDn+A0nMLBv64HFlEazjJxx5ioM7iK45ia40zcLQYVQiddYeFOU5AX0OXXmIRrTPQlEuoqqfYKruomsf4yFXWegrpBx10h114mV5xmoE7RGo4T4KdwiDO0qhO0ipNk+FEi5CgWeo6IuICGXyEgL5MrDuJKANhnn2DBABwQgAUCsKUALAhAKAEQQQBMGaDxOQBdAkCDPsGBAdinAMwzABG6n4a4Ra/9jlp1kYQoosO+YkHOs6oaWKxKJvohr+YRv6ZUhIbwMU8ZlU/4daXchqeMmie8yjJeTV1zQ424BsiuAjIrnnKQ33EqH/JrGprxlC5qbTehvhPf2EPAduBq2lGobiy+C4vrI1MG6aQBOrGXQu8jYwdIjX0EXDce14nG9jRg2utULtPK2nY0mgotLyeTmZX8Ria/OjzO7x3C9w7juwcJ7QPEgTHMkKxepmvTe3wal1frmlHb7H0T7MExzOAodkiGGRvHKpSEYRm2ewTbM0roGsF1DWFbhtCCnkZ6T52gD9M7RrLoKZNmukpJlCuI40qcTIHWKKkmDX1I1TCmxg/LG8k95febEZfE5feaaw7zoft58H08+Bfs0gv8iufi+sMM0KcM0Gd00OdM4AlBTUkL5SsaAkApA1BLPyEVn2dVgYWor2nAr2nwY2zoRR6Q3ysY7RAwxFCmFIKRQmlNEGlvjaSfdJuFuM4C3+YibvKgVU0Vkh7qMy7sDgdyn4u4wUVAm1GDo7TqFuQDAfAuH3GVCy9ra+iW80Hiyjsi2LfNsGfN5cUSGLQVMaIUkjvQV0SIa+LK6+LKe1Lk0ISQ1t14XgK+J4bfFkJuSpEjcqGgB39ZBL4uBl8XQm7wQdJxIa+PdZMHucuDX5aAbzVVDPZSRcy6W2TwOWbZBS7sLKO8oR3NaSPcYADPccCXmbCLNEh9O6WtT3idCb3AAZ/ngc5xwOWtjUO93Fss6BkO9BIHcpYNKpZW9w/Sn7LLT3OgZ3igczzwaS7oPKe8Y5hfJW48ToWdYEKKGODDDLCwh8VowhbRYCcZ8CI2+CATSu2kCdtIB0igz0nAL0lPPyM/fy6tEbdTT1PBR6nQc2TEURKQqe/+8Gr3w+7O292tt7ube7vbb3e29l4UPuwWvn+x8+HFzscXOx93twF7P/597+c/P/72nx/+8p+9X/6x+/1fNvZ+zLz8kN56H998G1vfW954FdlYr1e0niBWXW2svsok3ODhbzPrrxCrzhBrb3Bol3n4Syz0ZXLdhcaa07iKY7Tq0yzsSSb+LIt4nU08y8IeZ+DOMtC3hPTvhLzbHO4dPuOWkHlKQi/iY4u4+CI+85iEdrSJdkhEKBKQjotoh0X0YyLqcT7+MA9TxEcd4WK/4qGPMTFP+cxHLeyzAmKRiLpfRLzFYdRw2FeElFN87AkG5iqXeJ2NP8fEXGJjz9Exl+mNZxnoMyzCHR75Kq3hCgt1iYU5R0UdpdZcYDZe5jWeZCO/olV9RUUW0SuLqBXHSLBj5PKvSfDPyUAAruwTLPgTbNknhFIAoRRABAMIkE+IEAAOAiCCP8GDAFgQAAcFEEAAEvBzGuIIveYaB3WDVXeSVr+fDv2MCT/LbZT095LbGJfZyCtc5A0W7Aar/Bq76ga39jt2/WNmxX0W5BG3+qmopphX9YxZ85yGLKNXPGdX3eWVFzfVwzqw8C5MTTeurgfb0ENr7Kei+omYPhyqH48fJOH7adh+KmWISh4kU/uI5C5iQ2djYy+K3oOeCXp//PjbLz/95W+//P7X3/74/b/++fHD9+1ytmSwYVhOGlcRRhWEEVmjQo6Rq9q0zmm9c9bgnFZZHH3jTLkcNa7ADY0SlSrupKN5XImZUBPkKvywgmgwiL3O1oFRnHCwTjSIFQ5jpj1teX+nSklSqhhyJWF0HBWcasp624dkjQMTDV1jdejuyqsSOLafqpiQnOUhv+RBigQVn7Ih1b2kIbngMOPZJ/SSz2hln9BKnjTjBcOC/dRSAOU5gAYCEJ5CxBhpH+MAo3Q/A36cA73Eh/H6+YoONlMEp7UgsS0wtBTE60epxtnlosrbbPg9NuKuEErtrxuT08DC8qf88qds+BVBeUVnfe8I7VlTxT0R5FtB+S1eRXUnukfBKZZW3RWXP2pBPG5DPpDCoU1wyRgT0lZ/RYi8Kq24IULea66gDpGgrdXXxIj7ooq7woobEmRDLx7cUnlVDL4uht3hw28JYeBWVIm49pao4qao/IwYdFNSNTrIkXLQ18nAc3ToeTrkHBUIElSX8CpO00vOMssu0uHXaLDn3GqQoPYCHXKRCr7ALD3HLLsmrH7Mr73AAJ6nw88xIGfpoMtM+AM+7By97BQdeoYGOU2HnqKXnWZA73ORZ+mwIhqoiFp8GF92GF96low4Sik7Ri4+RC39glZ6hAo+SwQfwRZ/gSn+CvP8S8zzfdjHRfjSo8TS/YSSwxjw8UbIvsbnLH33xzc7714U9l5svd1df7+z/W5n++2LwocXO+93Cx92Cx9fFD682AS8+eEfr37+x7u//M+Hv/7n7S9/7n7/1/W9n9IvPya33y1vv11ef728+jq0volTDV3hkq6xcBcEjG/45Etc7EUW5jyL+A2HcpaDvyYg3WCTLhMx12m4y0ziWQ7hHI90R8y5JeJ8w6ec4tHOMIlnefirUuYlEfuUkHWazzoqYBwRUo/yyUVCVpGEfkxCOSbEHxWTT0poR8XUIyJykYh4SIg9KkAfEhC+4hGO8cgPmlkP2wUnpdSvpeT9YuojkVDS23m3ifYlF3+Aiz/KRx/jYoq4mNNMwmU68TSjrohRfYSNPUnHnKDWXKDXX6fiTtNQh+g1RczaQ2zkASZ0H636M2rVp3T45wwkgAr/jFL9CRkBIJUCCGAAFgrAwwBk4CckIIAMAWChACwEQIIBiCAAvgyABwHwEAABCCCDPyWDPiUDARQogAb9ila+nw7ZR4edY6O6u7vZLawrzMrL7Oqr7PLL/MrbIuwDIequoOG+uPohv6KYh0JI0SXShmeSGkhTI6wZW9dOwHZi4a1YYAca3IUt76VQh+iScQF+kIsZpKEHqJh+IqaPIBnjtYzzMYMkwiCZ0k+h9pJkGrFCyaN1o6YDM7/+8Ntf//K3v//+55+///0ff/z58/cfm0b5rUONHkeHXs8flqGHx9HDo6gxZYvO4dE4Z7SuWY3F3itj94+jh0ZRbf2onkHcqJzcPYbulWGHFWiZAqtSsXVqpnwcLVOjB1UkyQBWOkgcVRFVarJWR9frqWoNSaEhjqlww3LC8ASqZaQS3lV5rgl+RlpxTFC1jwv/Sgj8kof4lFX+OQcJYMEAnGcA9nMADQhgAgH0YgC5GEB9DqCVAKhlANJzAKkMQC0FMEu/okG+YoNO8iGiHq6uk02SwiqkCIQA8ohfWiIBstuQlDZEsQh8hwO5zQUVC8BPxaXPJdAnIvgTXvkjMeyBGHpfVHGnqeqWFPpYAnsirfpOgrwpAt+VIr9tQt5thT9orrgjQT6RVNyVIK+IkdckFVckFZfEiBti5EU+6Kqw/L4IdlsEfSBA3hYgLgsRN8XwewLEAxHssQBxX4C8LkTc5iO+E8AeSpC3RPCnklr1iKhNir9GKr1KAt0hPLuCf34BX3aKWHaRAjxHAl6iwG4SodeI0BtU2E0K9B4ZdJMEvk4pu0yFXSaD7lDLblIrr1Pgt0nQa2TodRLkHhV6j4K4S4HepUAe0CD36OV3KZDbFMh9CuQBCfoAX3GbiLhDhNwjQR7Q4HdooFs0+CNa+UMG8gGj/CEN8YwEe0hCfkeBPiXDntNgz2gVz6lVMFodkIWRu+XvX2+93S28fbH5fmfr/c72u93C+93C+92tvReF97vbH19sf3ixDXj10++vfv7z3W//ev+3/9n75e+Fj39Z2fsp+fJjsvB+eettbGMvuvZmcXUbpxn5koE9wEIf5OEPcAiHONiTPPxJHvEYHXWa2niKTTzNIJwiNJ7DN1wi4E4xsUU83Eke/RiPfkLIOiVmHeWTD4oIh8W0wyLGATHtgIh2SMA4xKMcERCPCMgnJLQTYupBIf2omHmyiX5USj4kIhwVEooEmKMizEEhfh+P/BWfsI9HOMyjHRPRvpaQDkpo3/G5TZ2iey2krwTEI3zCET66iE88KiAVcQhnuZSjPOIhHu44n3ySQzjAQR9hNxxkYw9zcFe56GPcmv3s8oOsyoO0ynNs1HUhah+98jNq+SdUBIACBRBBFxioy+x6ABEKwEMABNCnRPhdHvo4vRxAAAEIQAC27DS5AinEfUkFAUigT0hQABF4X0Ku6WZ/TS/7mln2NQN8iVPT0dPB76Bf4lad51ef41dcF2Hbxnvr2kjXxbV3m+ruiRHVLXi5shXaSXrQgga2YsvbMcJRnkLTUtmKLWmrh3TjKrvxfeqWcX07eoCB7aNg+6mEHjqmlzygaRmakDb04lCDGEI/kT5A1RralBohpQfnjwT//cd//vj9n3/+8Y/f//jz73/88euPP/aNN3WN4Qw6/sQEeXQcO6DAdo429k8I9Y5JnXNG65rU2mziAR6huYHRXodrr+J2VUoHUB3D2JZ+dOdw49AIYXSUOjpOlU1QxhSEATm+bRjbPIAdVZDVKoZBSdeqqGoNbXyCOiyjD8kYfSPkjuFGXE8DuKXmiQTxrbD6W3HDE2nVd6KaxzzUHV7dHX7NY1H1E0lNCb+mWFhXIqot4dcU82rKeLUgcX25GIUU1YEF1ZWSRpQEixLXUVrrxge55kFBWwea045mN2FpzbW8DlRHD6WnGyfpQnFbG5itGH4bid+BkXRgpR2EtjZKeztB0kGQdlNbeiiSHnxHP6Gnl97WQ23rYXT3MDp6yS19xM5eWlcfs7OP0TPA6Oyn9wxQ+vsYfX30kUHW4AC9f5AxPMQcGmCND9GVg0xlP18zxDP2sTXDdM0wQzPIUY1wtUMs8xDLNMK1DvNc42KvssU1KhrqYY90MQY6Kd29lJFu+nAva6yfO9LHG+vljPWxZf1c5TBfPcxTD7FVg3zVAFc9xFUP8o3DAt1gk25Aqh8QWgb51iGReURqGRaaRgXmUaFVJrCNiWxjfNeQwD4itcqkrrEm16jEPSx2jUqcY1L3uNg93uSSNTnlIodcPCmXTo+3z8g7vIpWv7zFp2ienmjx6rqWbIplt2U14X+5u/F2d/vt7ua73e293e23u4X3LwrvXmy+fbn54cXWh92t9y83AS9/+n3vxz/f//qv93/9771f/ix8/HV976f07vvl7XfRjbeRjTeR1bfh9Rckw9iXLOx+Hu4wD3+CQzzGIx/mk08IyCcFlNN86mUh4ziftJ9e/yW5uoiGvsSnXpeyTgoZR/m0EyLaORHr2zbx2RbGVyLaITGzSEL/SkK5KhXBOtuKxOQiAeW4iHlMzIX1Dzzqbj0kpB8UU/bz8TeaWYTRzlPN5C9FuC/5hK/YOFiHFN7VfERAOiwkH5JQ7kpY0g7J8xbKQQHmCId8kEMo7miqHWo7yGs8xMcc4RGOs/HozpbHLeyDnMYDfNw+Pu6ciILtFt8S1p4Rll/kIk9zypEdzPoe5ue08k/oCAAVDqCAAUTIIz7xrqARQIQA8HAAEfI5qfyphHCMWQ4ggAH4MgC++Aip6j4H9ykFCKCCACTY5wTEJR7qprj2AKXsKybkcxbiAruura9D0sW5zqr8RlBxWlBxXtDwTEK6L6y7Iq6+J0XdliAfSGrKWvAPmmrvtGEeteCAreiKdiKyE/+sDVXSXg/swlX2YGp6CdAeUn0vDd/LqOsjVPWQGvtp2F4SqptU1Uuo60Nje8nEXhKuG0/qwVN78DOhwL/+9Z8///znP/7173/+81///vd///zrT/1ySftI44CcMCwn9Y3jWkdQHaOoQblAa3Hr7dMam0Njdek1I+axFut4i1khtamEpgmBSy52yEV2hcStaHZNSCaV4kml1KNocSklTnXT1ETbpLJtWtk2rWz1KJsn1U2T6tZJddvkRItb0To10Tw70exVtM0p27yqzil1u1fZOj/R6le2+ZRdc8pWv6JtfqInoOxYULUH1O3zqha/qnNJ3T+v6QloexbUfSHLUFDXvajri5oG47aRBUvfnLFzydSxaO4OG3tDuq45Ta9X1xNUty+oO8Oq7kVt75K2K6Jtj2q7I9rusL47ouuOGjqjuq4lXWfU2BnW94S1A1FDb1jXG9L2hI29MUNnTNce03WFjN0hQ1fE0BM2dUV1PWF9d1DfvWDqWTB1Bs29i4b+RWN30NgTMA4tGQfCht6QqWfRPLBk7A8bh5YsvWFrT9g6EnWOJ9yysK1/yTwYMvUE9J1+Q0/INLSo7QoZehYMgwvGgQVD37ypK2jsXTL2Bw0DQUPvomHAbxxaMA8ETf0B86DfPOg39C+YBoOWgQXDwP8Fv2nYbxwLmAeDpsEF82jAIvObh+ato0HrxIJVFrSO+a1ji1bZgmU0aJEvWhWLtjG/TRlwqBYc6pBDEXZMxByGsEez4FEvenTpOXt8xpJf9r/a3Xj9Yvvt7ubb3c03L7bf7m6/3d1+/3L7w8uND7tb73e3371cB7z64Y83P/zz3S//efeX/37z25+F73/bfP1zfvf7+Na78Prb0PrryOpeaOMl16o6xG0s4uEPcUlP2lpQQz0HeKSjPNJRDu0bHp8uG7vdyvmUUfMZo24fGwPuaK0Z6DkiYhYJKMcF5KtSIVk+cbND+LWYWSSmHxGSDwioT9vb0SNDh4WUQyLSQTHtuIBdNdh7u1P6pYB+QMg8xCfdaBJABtqLJLR9ItyX3MavOITbrZyrLcxDYtIhMeWImHxHymvq6YM2sQ9y6w5w8Ic4hG+EtDNC2hc80mcC7AEe+hAbdYKHPcpDHeA07ONhv+Zgipj1R5g1p3jlj5qq4ZLKp23ld6S1B9hgAAUMIAH/XzXggAAMGIAFAzBAAAYMwAABWAgADQZgQQBcGaDhGQDzHNCIBKCgAFwJAFf2Cb5sPw7yGQnxGaXsABVxmFJZRKu4xEL3DnT29PKf0mtvc2tv8atu8qtu8Cpvceoe8bBlQmyxqLFU3AATY+ASHKwJX9NGaOwg4tropDYqrp1I6iRSOmmMHgqzm0zvZQj7OaJ+Dq+fxe/jCgb4Lf3M1j5Wcz+ztZ/RNshuG+R2DvF7h3h9A3y9diQwbVuYtoRnHUte15LP7XNpdAqJWsbXjQsMMrFeITTIhSalYMo06nBPaewetc2psnqmXKblSVXELY86J6IO9aJ9fMkmX3LIF+3yiF2+6JCH7PKwVRl2qhcdioBtYsGuClpUAavC75D5HYqATRa0yf02pd8y4beP+6zyWbNsxiL3WifmTEqfedxnHvOZZD6z3GdWe02qGaN82jThM43Pm0Y8pjG3WT5pnpjWK2eM8gXr8KJZFnbJF+0yv2Xcaxmb0stc+lGrpt+q6rcqOuwTnR6jwm1Ue0xyj2HCZVA7TUqnfsKok+vVY1qtQqWVq/VKpW5UpRnWToxOaGRqjUwrH5+QjyuUcrVWNq4aHVEqRpQjMs2YSq9WGyaURrXCZNBZdE6jwWXWOS06h1nvtBlddpPDZnDaTE6r2WGzOuxWp80y6bBOOqweq81mVLqtWo/LbbMYLLrxoQ4xBVch4JFnLMOLTpnfLAvYxgL20QW7at5j903OzE56p2fnpqd9vpk57+zcnM8375sLzAeC/mAwuLSwuDi/sLC0uBBeWloKhSPhaDQSXY7EotHleCyxnEgsJ+LJeCqZTCbTqXQql0mv5bIrq9l8Pr+2lsstzE5nksvbq2tbK2sbK6tbays7axuFtbXC+truxvrO+spmKulzmFNBV2rWlI/73xS23uzu7BU23+xsvd7dfLez/W53+/2L7Q872x8K2+93tj683AS8+uH3Vz/8491P//3hl/+8/uXvWz/8tvH6h/zOh9T23vL6m9D6m9DKy+j6y1aH5RAbfYCN3c8lnhQxzghpX3NwB3mEIxziEQ79GwH9MBf/CRMFYKA+YeGPcMkHudQv+ayDQtoRAfVrCftLEfmgkHpQRD8ope4T4w/wiF/xmPt5tMNCyn4J5bCYdlJIPygk7RczjomZJ0WM00LaaQHzAI/4tYh6WEgp4mGO8ggnebRjQtIZEeOUlP6NmPJcIu4bGcV1iK9wsRd5pCtc0mUu4RybepnHvsqn3+BQbvNo13ikm3ziLQH5rpD2iE8t4xFK+CS4hEBoJ7DaifhufH0bCSxGl/DwMC4GLMAC+QQIB4/gYSpElEohoYFPxYgYKBEJJ6Zimxj4JgpJSqM006mtbFobl9/OFrWxpa3spi5eS4+gs5vX0S0e6G4eGBIMDzfpx3sN452qkVb1cIthtMk4ItGPNKvHOtRDLZbRNst4p3W8zSzvsox322Xddnmnc6LLqexyKjvdqt4pZde0untK3Tmp7J1W9U9qej3arhlt35x6yKftnTF0z+p7Z/X9Pt2g3zA4Zxr0m4b8pkG/eWhOP+TV9M1oe2Y03bP6Pq9hYFY/GLSOLVrlSzbZok2+ZJ+IuHTLM5bcwoxrdlZu9UzYXGqbU2uz2x0Wp91mt9vsdofV4TC7HHaHw+iwmZx2k91ltjp0NofWYdfYbDqL02ixm81WvdWst5oNVofeYjeYrVqrXWt26o1Wrcmitjg0RovKaFMbrSqTWWW2Kk0WpdmoM1k0RrvGbFYZrXqLyWo3qo1WhcEhN1jkeoter1vy6KMzxqUpY2jGFp1z2JU9bWJuc1uzqK2DL23isigSIWdIqx8z2WU6y5jOMqo3jxnNo3qzRKZjjWppCgNlwsAZN1NGtfj+UWLfOKFvnNqvoPXKyf0yap+CPTJBH1ZQBhTkITVlTM1SGIRqs0jv4OunJcapMdOkyuJRWVxqi0dlnVRZpzX2SY19SmWfVdlnNQ6v1jmpd0wbHbNG+6xWp9XbHcbJBbla19nWim9ovHnzemk52O5QxX22yLQxNK2PTGlDM9aZWZ/LG/bMRTxzMfd8zBMMexYiU0sRTyjmW0rOh1Lz4Zw/kp1bzvkTmWAiu5BcDyU3o8m1WGo1lllbzqwtZ9biufVEfj2ZX8uubmZWC5mV7dz6zsrGzvrmTjaZ8vvn17a2tzcLm5vbW9tbhe3Nne1CYbuwWyjsbm+92N7cSienrbr0gicxY8ktB98Utvd2CnuFrb3dzb2dzXeF7XeFrfc7W+92N97tbH/Y3f6wuwV49fFvr3/8493P/3z/63/v/fKPwsdf1/Y+5nbfpbf3EutvIiuvQ/mdyFphyON6IOHdENHu8pnXhfQrfMotCfOmlHlXTH8sZjwUMW+JmbcErOs89mM+56mE97RJVNIigbWIyluE8A4xtEOCbJdWt4srO6UVXRJ0p6i+u6Whs5XS1ULqaWV0N7N7xIz+JtpgJ6+/R9Dbxe/rEA10igY6RUOdrUM9XYNdrQPt3QP9A0P9fQP9rSP9faPd4/IhtXpcKR+ekA3Jx/sUYz0qWb9yfEQ1PqiR9RnG+rXjQxr5oHZ8WD8+apgY0Cr7zIpBi3LEPjFiVQya5QM2+ZBFOeRSDromhlzqUbdmxKWTubQjbl2/WzviMQxPGsamdbJZ3ci0dshjHJs0yqd145O6sSnDyLRRNqUbn9LJZrWKab1i2iCfMUxMGyamjcpZy7jXqpyyqifN41OmsSmjwmtQeI0yn3VizqGZMg55zaM+i2zGPOE2KT2GcbdpwmVWT1pUHpPSY1a5zNpJk3rKopwxqWYtuimbatKq8lhVk2at26Jz2VQuu2bSpnPbtZMO44zd5HHo3Dat226cdFg8NqPbbnQ5TE673uUwuB0Wj8PmcpitDqvdaXE6rQ6n3eZyuFxuu9utdjgVVrfGbNeZHWqLR2dx6qwOvcWjtU5q7ZMax5Ta4VHZPUqHW2WdVJmdExb7mNWpMNvlJofC6JywOORmu9xsU5hccpNdrreNGxzjRqfcYFforQq9XWawjuotY3rbiN48rjeP6UzDOuOYwTKmN8n01nG9w2B1GEwWmcYiU9vGNNYhlVmt00fnXOnAZDwwubw4nY7MWZR9QhFf1N7OkzaxRVwqncQUsvuUumGtbUhjlqlMo1rDsE43pjE2jWjpIzrGmIE3puPLdNxhFWlwjDg0zBgY5fXJ+X0yzoCMPTghGJrgDcsFwxOiUZ14TCtRGiVac5fW1qWf7DZNai1us8mpt7r09kmDdVLrmDS63Gan2+KYMjunLc4ph3va7p6yeWYcnmm32exwezwzAZPRYrAYu5olDZWVDBZzbsaWDk4mA87knH3ZZw3Pu/1+3/x8IBAIzi0s+oNLc0sB/1IwsBhcWAqGF4Ph0MJSJBSOLIWi4XAsHItFosvReCyeiEeTiWgyHkkkQolkOJmIJpKRTCKSTcTTyUQ6Hs+mEtl0IpuKJ0KBWGQ+m11eTS3nU7FsOrKSXl5NxfLZyHpmeT21vJmNbyRDqSX/enwpPmvLJfxvCtvvdjbfFjb3Chtvd7be7Wy+K2y+29l683Lt7YuN/3sxAC9++K9XP/7+7sc/3v/277c//33n419W937M7b5Pbe/FNvai+Vfh/G5wpeBLb3iWc0b3pEYhkyuGx5QjMsWYXDE0IRvSjw1rxkbVCrlOM6HVanQapV41rpcrjIoJg1KlVyn0qnHjhMobItJoAAAgAElEQVSsGjdrZBaV2qRWWbUqm1Zt16pdao1dqzIbFFadwqqfsOp1Vr3RZtTZ9RqbXuM2Gl0mg9VkcBmNTqPWYTS4jCa32Wiz2W0Wg8tucFr1TrPWYdG4zRqXRW+3m+xWq9NsclhMNqvZbtU77Hq71eSwWGw2o9Wqt1gMFpvJajFazCab2WQzWSxWk81sNlvMJovNZDbrrWaT1Wy0mM0Wk8lsNtmsRovBYDbqzBajyazVqLVGvc5i1VlMeotZb7bozTatxW6wWHVmq9bs0JkcRrPNYLFqrTa91abWysYnxpRKmVY24p00z00bvB69b1oXmLJMup06u1NhMI9pDcMG04jJLjPYZAbruM4hMzgURofcZJPrHeMmp9xi15gdGpNdZbbJrY4Rs01hcihNLo3Zqba6VDaXwuaYsNiUNtuEzT1hcU1Y3CqrW21zq6xujdWtt7k1DpfK4dHaJnU2l9bhUbvceofTaHNpbA6Vxa40WSfMDpXFpbHZtVaHwerU2F1G+5TJMaO3uQ0Ot8nhNtncJofLbHdpHR6jw22wO012u8nhNFqcJrvD7HBbXC6by2NzTtpcU3aXx+5wOFxuq8djczlcbpfT6XA4HS6P0zHlck1Ou6ZczsnJ6ZlZ/5x3asozOT3lnfFOzsx4pmf83pl0eC4bmUtHvenIfCa6FJhx2Ew6p9086bF53CaHVeNymufnpoN+b2DOu+j3LgV9wbmZJf/0gm9ydt7nnZ/3z8365+f8Pt+8b2pufiYw7wvOe0PB+aWAbyHoW5qbXQzOhpZ8oYW50KJvackXWfJHw3Ox0NxyeD4Znk+H/KlIIBUJpMKBRNSfjvjTsUAmupCNhHLRhVx0MRsPJpf92UggF57PRQPZWDgTDqxE5zaW5zdj/vWYfzUynw/PZUPe7JI3F/blInPZmC8X9a9E/CuxYD7mz0TmVqL+XGRuJTy3EvHlot5MdD4dnc9E5zORuWxkPhuZy4Tns8tz2ZgvE/GmYtOpiDcb9aUjvnTIlwnNZcL+9JI/F/bll7yZpbl0JJBbDuQic/nwXD7qz8fm8pFAPjqfi83nlhfXlkNryfB2NvZyJfM6n87OubPx+VeF9Tc763uF9bfbG3u76+9ebLwtbL7d2Xyzu7G3s7G3s/V2Zwuw++Ofuz/+/ubnv7/79d9vfvqz8PGvq3s/5nfeJ7fexNZfRfIvlnIFf64QyO0s5HdmFyMel9vpcDkcDofDYnNabVaHzeKx2JxqnapvqK9/qE+pVupNeqPFZrZNWl3Tdte03TVjnZyxT045p6Yd017H1LRjatY56XVOztmnAo4Zv907Z5+et0/POab9Nm/QMhuwzczbp+dtnimDy22e9Tum/bapgHXa63a7p9wOl8fu8XimpjxajWx4uI3XxOvsG9G5vNopn8bt07l8OrdP5/RpXNMq95TSPaV0ezXOeaVzTumYUTm8Sse0wjmtsk0r7FPjjkm5bVJpmVVapxXWmXH7jNzqHrNNKawzCsuU3DYlt0yOWN1j1imZzj4wphyzuOWWSZVlatw8rbB4JixTcsuUyuJWWV0T/09NaqwejWVSa5lS6bUTE0q5UqHTTISWvIvBKZNR6Z9zLwW9M75pq2fK5Jw02B1Gp9PgmTK5pi2eWcfklHPK5/L43FM+57TPNTM/7fVNz3pnvfOzvjnv3JzXN+/1eefn54L+gD84v7DkX1rwLwb9S4u+UDiwFFqMLS3GosFYLBiLhuKRcDwSTixH48uh9HIknQhnUuG1dHw9m9zMZQNz83K9SW60jRtt7qmZZCIcT8RSiVgqEc3E49lUMp+MZ5PRfCq6loqtpeP5ZHw1lVjNJNYyydXkUj4RzqUSa6nEeia+lkusZpOrmcR6Jr6ZjW9klzeysZVcbDUX3cglNnLxtVx0KxPbykS38/GN1dhWPr6VXd7KJjZX4oWVZGEls7GS3lpJv8wlC9nkem55OxvZySW28unCevbVRu7lWrqwktxZT+6uprZWk1urse3V5UI2tZVLbOTi2/nlQj5WyEe3VxKFlfj2SqyQi+/mki9z6Zf55It8cjef3MkndvLL2yvLhfzybi6xnY9t52NbudhWPradjW/llrezse1MbDMb3c5FC5lYIRPdyMY3M/HNTHgjE9vKxrczic1MYiOd2Egvb6Sj68nwajK8ngqvpKNrqdhONrqTi6zFg6vxpc1UeCuxsLm8uB4PryXC6/HQenxxM7G0llxaS4TzqaWV5WB+eTEbX1xZXszHF/PxYDa+kE4EUzF/MhSIR/3xiC8e8cXDc7HIXDTsiy16owvz0dBMJDQVWJyaX5j0Lc7OL0z5A575eY83MDXjc3ln7fOz9mmv0+21e3x256zd4XM6fDa712L3uRy+af2cw+j3WHxOhUURjEy/2tl4s73+prDxentjb2f97e7G3s7G2531tzvrb3Y2X+9s7b3YALz4/o+dH/7Y/ekfr3/915uf/tj++JeV1z/ktj/EN95E118t5V8sZXcWM4VAuhBIbwVSG8HUhi+zPZfeDmQ2/Omt+WRhNrExk1xh9zQfOnn0zJkbVEaLyjRpnlm0B+OuUGYmvDIbyXkiK5ORVe9Szr2UdoRT7sXVycW0eyHhDKSdCxnHYs6+lLIvxu3BhGMhbg5E7YFllz9mnV0wePxmf9Q2F7HMhk3zS9754Pz8nMntmJn1BwNBs0k7Pt7X1tPdN6oxTAYMswv6qaBxKmCe8lun/aapOdO03zgbNHgX7JMLlukF20zQMRmwzwTss3OuqXnbzLzVO++Ymp+cDk56Ay5v0O0NurzzTu+cxzs/7QtM+fxT3sDMnH/aH/DM+t3e+Rl/0De/6JsP+vwL8/6F+fmFgD8YCATmF4PB0OJiKLS4FA6FwpHwUiS8FA4Ho5HFaHgxHl1IxEKpyFJyyZ+ILsZiodTyUiYeSSQiqUQkl4hmUpF8KpZNLa+kEivJ9FoqtZZOrKSXVzLJzUx6NZNczSY384ntXHozl97IJ7fzqUI+vb2WKaxmd1fShXymsJLZXctsredfrOV3N/K76/mdjfzOZr6wubazsbq7nn+xsb6ztbFTWH+9vfF6e3PvZSEcDY3orTKjY1Rnnp9f2Ntefbm5+mJz/fXm2uuttdeF9TfbG6+2Nl5ubb7Z3HyzubG7tfFya/3t1vre5sbrjfWd9dWXG+svNlZfbKzubqy9WF/bWcsV1vK76/nCem57Nb25kt1eS2+tZDbzmfXV9GY+s5qLr+VSudxyOhPPplPpdDyViuXSkUQqFk8nllPRUDy6EFtaiPsXo/6FiD8YWwiGgv7YfCgZWlnJbazmVnKJbD6ey8ZzmVg8FUkmY5F0ZDmxlIyHIvFweDmyEA0sLvsXwsGFcCAQDgYXvcHFqcDSjHfePRlwOQIet8/j9LlNs07NtM3kMZomTZpJi2rKrJ40aTyGCY9e4dYonGqZTTdgUY5Ylf3GsR7DaLd+pEcz1qYb7lQNdEwMSjQDUkW3YLyTq+jiKlpZ4528sQ6JomMxNh8JBbsMI2Jdn0AzwNEM0vVDNO0gU9lH0fQ3ansxqn78RA9e3tw41lIra6sabaqSiapkEsSICCHjI4Z40D5O2SATNMgoHuAXD4qfDQge9fG/7WPd7Wd920+710d/2MO600m63Um83Um51ka52Iy90FR/VYS6Jmy4wkedE2NPCFFnhKjzovorEtKVFtw3bdUn2hpONBGPt5CLWggnmtCnJeixWc27l1t7mxuvNtdfFzb3tjf3ChtvChtvCxtvd9bfFjb3CptvdzYALz/+1873v7/68R+vf/nXy5/+3P7w28arH/Lb7xLrr0NruwurL5ZyhVBqK5gqBNIbgcxOIFcIZAv+bCGQ3QpktvypTW9ydSa+0iafKAPBq2ow7b0KkyvgmYt4gstTS6nZpfR0ODEdys6Gst6llG8xORNKehfTs6HkVDg5s5TwLiZnQ6mZcHw2nJhdSvpCCW847gvF5xczgYVEYCHuC2d8kWQglJgLJxZCy8FQzLsUng/HItH4YiQaCIfnw5HFSDIcTS4tJ5ciqUA0ubScCsWS4VgiFkuFlrOR5cxyLBFLpBLx5HI8GY+nE7F4IpFOJFKJZCKZzCSTmWQynUxm04lMJplJptKpbCqTymZS2Xw6m0ulsplMPpvLZ/P5bH4lu5LPZvO59Ep2JZ/Or2RTuWwqk89kcrnVbG4llV/Nrqzmcul0JplOrq1k11ZSa/lMPpVdScVXM8up5HIul8llk6uZeC6TzGQS2UwilYsns4lUejmdWU5m4pFUIpwKhzKh0PJCaDmyFF/0R+a9Ub8v4vdF/HORBV8kMBny2hdnHQuz7oVpZ2DSMedw+6wmr1XvtZq8Vv2cTT9jVU3rJ2b0E1N6xZRubFo96tGOTGoHnMoBl2LMo9S7PWMGx4jeNqKzmKZmvMuhmfC8JzTnCs86l7yOpRnHwozLP2ufc+rnHZo5u3rWpvRaJyYNY5OGoUnjgEfd71Z2u+XddlmrbaTZNiayDogsA3zLKMc8zDYMkDW9DHUrXtlaq2qqVUsrlJLyCRFsTAIeFoMGJZABwfNBzqMR7vMB4cNe3sNhzqNh7t1+7uUB7q1B1u0+8s0++s1+5v1u2p1OotA8lkzEusZ7UW00VDuruo1R006uaifVdRDregioLgqqlVDTQUC2ECESAqQZC5RiSqUNzySNz4R1ZcIakBhVxq/6TlR7V1J9TYi4Ja56IELfFtbcEVQ94dc95tbd4JVfF9beFFRf4lWf51ad4VafZkLPMRHnOeXXWPBLbNh5dvkpKuI4G3aODbzILD/HhJ1hw47SQCdoZVfpwAsM+Bky9Ba32jJpmFCNfCNGft1Uc6i58XhL3UFp9X5xzSFJ7VcS1H5R7QFxxWFh9T5JxQFx3eGm2kNN1Ueaq4rE1fvE1QelVUXiuuPSmqPSyqPNtcea8Ifb8AdaMV83ob9qrv2qvfpgW11RO+ZsE/q4uPGItP6gtG6ftOG4FHVGUHmYW3WEV3tYUHOQX3Negr0mbjwmQhyV1B1rqj/aWn2jG/O4i3milXSsFX2iGXtMgh6b1b5/sfV6a+P15tqbrbU3mxt7W5tvNtfebK/t7azuFVb3CpvvtjcBLz7+18uPf3v9w5+vfvr77g9/bL3/bfXlx0xhL7HxOrz2cnG1sJjbCqY3/emCP70eTK8vpVYX4quLifxiLBOMZQKxjD+anI+m/LHkYjIbTq+EkrngcnYhmg5GMwuxbCSaXYxng7H80vJKaDkTXk5H4yux5Eo0tRJK5cKZXDSVj6Vy8eRKKrmRTK4lMqup7Foqu57IbqVzGyv5zWy2kMivp/OrqUw+lcmnkquxWC6ezObya7FsPpTJpVZWMvnN1Mp6JruWyqzEM9loOh9Nr8QyK9HsSjSRCSfSgVQ6mEkvxqNL8cTCctq3vDwVi7gj4alwaDIcdoZD9tCSK7jo8PvV816Nf1Y165uY8U74ZkanJic8zpFJe6/b2uOydDtMLTY9z6oR2fQii05sUvFtCoFJQTSp8UYZQT+OV8ow6pFq5YDc40nmMv1uE80wRjeNUDV9aFVPjboPq+rFqdtQqg6ssrt6or1GLq6USeEyceVYE3xEChkRQkf4kEEhdJALHuZDhtmlQ2zwMKesl/m4l/q4lwLuYz3rpT/uJhT3Up4M0osHaNA+BqSX/LyHgugmV3bhYf3EmgFSzRAJ2U+uGaLXjFBrR2moEUrNMK6ij1w7QK4eplaPsNHD/D6tRq51jmrN41ojaajjai/tWj/zbi/xWm/j1U70nW7yvR7asw5KcTf2UX/jrW7sgx7Usz78d72o+/3Yb/sI97rRD/oaHvSjHvY33h3AXOvDX+xpvNOHvtZPuNKDudaFvdjdeLmz8ZsO1LFe1Inu+pMddWc7Uac7UCc70Wc60WfaUCfbMEe76k+1E6900I914Q93EU904Yq6Mad7MTcHiN/0EU92o7/pwp1swxAn2jxm7f9PEHwwtm0YCMOW95BkWXsvinuTAAlwAwQIAgQBAiC49yYlam/b8kxiO6srzbXpSNPk0qZp2nhqeMnbGe3d24ze3fdnvucJ1kLStEeRc6mybnUed5YJbx13ThNoI+hqELZpFJ0m7Q0KrKKGKqKtIPqal5gOuKqkruJTV3BFBdfVCHw5ZKoHpTVyqkFJqpSyxhqqdGg55JvlJmsBaZWaKJGDFTaymgzOh0dL/vEKOVb1SWpEajMnLMXHS76Jin+0QvVV8PBaNrWUkOdReRGfKJK6Gnft+ur8Zml8lhhYCPXOc32zAeJMPLKRGZilB5vhkTrXMR3A1jL5s43eWa5jge5ZIE83WeJsYeFyfWyW7mkyvXNc5xxtW4/PXqiPL4in5sXO+XD3HNs1S0oWhXNXmp4l8fQ03dMMdU+zfXPM4hsz3LzYWaS6KoHOOtXVoKsXa+HF2KkyerJOn2j4W6cJbiubPdfsnBX6m4G+abajEbrw+3e+2n/4/OHu84c7Lx7svLi/9/L+vZcPd18+2Hv+aOfFo92XD3dfPtxrefLtv59+8+OTf/7Pk//636f//L8HX/+w/fzbLx++/Nu9F5/vvPjz3f1Pbj/46Mb9j248+Pj2/l939u/sPbxx98EX2/e/uL3719vbf7619+ebd//85fZnN7Y/vXn345t3P7lx+5Mbdz7+282Pv7jxu799+fu/3vj9X2/8+osb73/+t1999tf3Pvvrz/78+ft//uwnn/753U8/e/uPn1z++KPLf/zk8sf/efUPH537/R9Xf/fBxm9+Nffr3yz+6oP53/62+ev3y+//PPv+L/LvvVP4+TuZn/8k95N3Uu+8nXzzmvjmteu///j3X/yt8Pbr7LXzgasX/VcueS+uOy4uO86t2S6smc8vm7eWzWvzppUZ/XJds1KTrzakCzXJYmV8qTa8WBpYLHUt5toXMp2zmZ65RPd09HQ9caIeOVHjjxT5IxX+cFk8WBQOloQDxVBLlm0p8y1ltqXItJS5lgrfUuWONLnjzXD7bLS1mTk4wx9ocu2z4sk54cB8hLmy9cHv3zevZI7OCN1zYscC17YYbl+I9s2HhueZ/sVI/2K8dyk0ssCOL4TH5iLjs+GheXZoSZxcio3Ni9J5RrYkyFdizs2UcT06tSxOrYiy5YhmOWZaTTNbefdGzLwZsWzG7OsJYSu7eH2GOZNGNlO+M2nybHT6avHd9+bFi6nghTR3qchsJc68M/eT99a5rRR7OcVeKokXGsvXr5679vOz1965eP1d9mxzfJkdWxclq8LUajhwPuM8E5WviPqViGFNcJ+NLLxWCGxFzJsR6KxoORsLXspc/+l08FxMezZsPCtqNsPEhcyltxr4ZlSxEdacCavWolMrPHAmfOWdOde5TNeaMLIiDi3z4Gp86Updu8r3LXEDS6HeJUa7nlh7c126Fmtb5nqWQu1LvP5sfPNaU7MZ7Vllh1eE4aVQ5EL9+qUVfzWoLGHmEmYqE8G56C9/ulJc5skmSzZ5+zSe2RT/8sFabEkw1Lxgg5QVvf5V4S+/2gjMhKQlTF3zSUsYtRj+8L11YjY4WSYmqtRoFZ+sULo6feXNZnIlPlbBp6r+sZJvvEJevr6YX04MF/CJCjVSxker2PLrlfxqfDLvH6/6ZVVKVvYlNgrCQnqogE+W8Yk8qS2zFy80q/NxySw5vEB3z5CD00xgM8euxodm6JEZcajBdk6HPIsxZj7VX2O7p/1ds3Rnk7cuJ6nVbF+T7ZwJ9TZDXdMB+Txnn48N1rjuGfb0LNM5E+yqUz3Tgmk2MtwMdNbJ7kbg9DTbVWOmmvxomRjI+U8V/W15rC3nUTQpb5OB6pxzMYmvJNGVdHA1ra3FTteY/jLZWwh0lAKvf/jTbx49ePZg+9mDu8/v331+f/fF/d2XD3dfPrj34tHeywf3Xj7Yfvlgt+XJtz88+ebH/X/8+OQfPz77x/89fPXv7Wff3nj08ot7zz/fefLpnUef3Hz08Y17H93Y2frNb7PvvJX4ydvht1/nrl0KXDnvu3KeuLKFXjlvOXfGenbTurFqOLuqPrumPrOi2FxSbCwqN1bHNlanzqyMnJ3vPjM3srowvDbfvzI3sDrftTzdtjDbMdc4tdw4MT9zbKHRulw8Ols+1KwenS0caJaOzRRaZgotM/mjc/mWpVLLUuXAQrWlWTwwmz84X2yZK7fMVKKX3rr8i/f6m5mW6XDLTLylkT1Uix9sRA81EocasZZGpKUaO1jPHq3FDpeElorQ0oicqCZP1RMt9URLLdlSjx2YifTMJU/NxFqqoYMNrqURbqmzByucZDbVWhNaSmxLJdRSYToqwngz1VKLtlS4lip7oCEYFouapcyhGfb4Qrh1LjawWBBeXzJt5E8vRAeXIp2LycCZtetvXjYuJVsXIz1LiZ4FwX1punRtbWIhPLEkjq7ERhdSzetLi9emFXOibDE5vhBTLCfPXF+KXMiOLYTkS7xkWXSvVt57byt4LitZDCuXo+qVhGRZJM4WPv3wavhc1rDKWTfi5rVY/erMZx9dZs+knBui72wssBHZfLPx8W/PZi5kxQvZ8mvF8pXiT38y+9a79dBWkruYZS9loxcqy1evbV772eq1d85c/Tm7NStbYSfXxbFVXrcqXHxzzn8+oVvljauCYp0jzqV/9rN5/nzKeiZqOxszbUYTr+Xee3/Jfyat2QirNznNRoi7kNq8VofXw9r1qHo9qlyLSlZEzbqQfC2vXo32LvMjy+HBFU6yGkM2MiNLXNcC07lAdyzQp5dZZC2Gb8TBjTh2Nhk4n+TOprlz2dHlUN8q27vCDSyxwfXU+krRVyCtlYCr5nc0CF8zkFoKUw0Sr/uQBgnN+JCFUGiFhxoBdcOvq5KqMqmtE7ZmQFEITBUIdYlQVvyKMqGuBSVVv7RKTZX8EzliIseM5Xwjee9gkRgt+QaL6GARHSwg/Tn3UAYZymPjeWI8i/UlUEOZTqwXw0vpyvns6qVi/kw6sppQZYn+FDKcxoeThLRMJhczSE0Yq1P9Dfx0HeuvEO1F6kSBOJXHu4r+zjLWU/d3lf0dBX9fKTBYxnrKZFeZPpnGjqS9J4v4qayvuxToqVHHK1hbwdtf8HVnkY6c92gWb81RJ7P+Q0mss0T0lbDWgvtECTlZRI+lsd6071QMPRFD2mLu9phrtEDA0yFnI+CcJvE53lSm4JnQRJXtrJBjpaCkzE7WmOX/eP35o50nD7af3N9+9uDui4fbLx7uvniw+/Le3ouHu68e3Ht1f/fl/d2Wx998/+Sb7598++PTf/z72T//7+HXP2w/++eXD19+fu/5n3aefnLn8Sc3Hn1y496HN++gl9Za8tGWarqlmmipJFqK2ZZq8mAlcaiWOVBOt9RSLbVkSy3bUk+1VNOt9fKJZuPwbPnQQuXgQv3o8mzvxmLbyuyJhebRxdqx+drh+crgyrJ0Y/HIfOnIXPnQfPn0YsO6uda7PHOkWTrWLByfKWhX5+1bK21LlSOrpZaV2vGVOffV85Kt2YML+cNLlRMLtdDm1tqlK8NLhQNzmaNzubbpPLO1CZ9ZOFnLtDcSh6cj0tli/fWzwwv5I43EkZnooVrcvTpHnp1rqUYOViNHapHOajx9YUG/XGyphQ7XxAMVsaXIdpR5caPc24i0FJlDJeZAiRmeTkKLhQNlvqUYOlhijlRYZCFtX8gcmRY65oW+WXFyMRe+OKtbSrbNCz3zke5mglxqXrh4Rr8Yb58TuxbErnlOt5ZF18uDC8LEEidZ5JVzUeJM2bueVczzI0vh4eWIbDGNrme1y2HpoqBaTstXMrqlnGszr1yNKVYimiVBtRieWhRUK1F4LaFfSapXY/rVjHGtZFrL6lYi0ErYvhl2b4rEWoxeic++MX/h3YVLP1v87e82rr+3+Okftt75aSN0Js5eKAQvpoTz2aU33jhz7acrV99dv/bz4NnFyWV+YoWfWmEkK4xkOSxfFnWrrH6FM6xGtGthzXLYtCw6VgV4RTCuiYYVbmKOVi8JxhVOuhocXwwNz4UGZ0MjC8LErDA2x4zMCkNzbH+THGhSQ3P86elAdz3QNR3orNPtDeb0NNtRI7um6bZp6miTkSyK0DJDrCfEc0lhk7NvhiXLobZGoK2Bn2j62qYZcJ4namFTlTJMBw1Nytz0a5rUWIGW5FFlGpanUVmNlM8EJqp+TY3ST/slJd9wJdiWJE7H0eEE3hd1jcTduprP0cA1Za+6jk8WvP1pvD2GHoug7RHXqbDtVMJ1KucZLsCTaWgiaxvM2QYy3vaEryOO9ohYN4/JS5RzjmFmKee839jAhnKOvjzeFUXbBMdxATou2DtEwJLHQ3NkYpV1zjHArE+ad/QlPf1JtDUOHwpbDwmWI6K9K+vWNQOmBiUre0dSrp443B0D20TgUMh8goFOsPBYxuaso+YKps14hlnrAO8YjUG9YfPJgOEYZT7CWAaSkGeOsM1Sqrx9iIcnRJcx6RjmLG2spYuHRhIwVnHW5xF/k7KVsb6gUZdxUss+74LfXmPsJR9YI9NXFx8+uvPiwfazvZ1n93aeP9x59uDey3v3Xt3bff5o++X9nZcPdp7f32l5/PUPT77+4fG3/376z/999o//7+HXP9598s8bD159vvfiT9vPPr7z+KMbD/7w93u/vbGDXb3Q0kgcmssdqaXNq6u2zdWjtURbLX6imhybqfOvn+1aLLbUcy2N9JFqPnzpUujy5qGZ7NG50qG5yvjqSvbalZGVmRPN2qm5csd0+Wijwrz2Gnv14qFG7ngzf3S+OLQ8H33jtYGVxpFG/sRM4WCj6Fxfoy+daZ2vdi/Ndq02u1YX0Isbo6ulQwvpg3P5I3MlbHlh9uzqyGLh4FzuWDPb0Ujql2rjs7nWaqK9Fj1SjfTXk6rFfOt0/Hg9ebQeP1KOdVZindXEoTx/pMQeLnHHC+FTtejhWvj4S98AACAASURBVPhQhT1YCB3MBg4nqUPpwKEc2ZILtOSYlnzoSIE9WgoeLlAHMkRLhjmQYw/n/R0VwTyfsS0l8dWsdyPrPVPxbZT6pukTzdDpRryrIVrn8+H1xuhisHeWHJ8TxhaTvc1YZ13onRNG5nn5vAAsiMhShF0R2Q2R2og51pKj85G+BjvQ5Pqa/HgzaZxLWBbi5qUosBI3rKX7p/m+CjVU5/proaEqOzXNyGbp8Rl2ssaNNNju6dBAIySb5+XzvLLJTlQDnmkSmfWbZnyqGt5dROD5cGQzqZ1mNTOCvM5ONUPVSxe2rv9s+fWr1SvrvpUssMx6NoPUatA0xwyUyd48ebqI9uW9vaWAfIYmFgT/Eh1a8DNNeqoW7ChjHWXPqbzjdM7emkflVUxZdIxkncMpuD/tGiogvQXsVB7vSXkHY57+tCewgOEzhK6GyzOIpuDTlBFN0TmYgMfilsG4TVXwRBa96GLAs0iaZrDJsls/DU/mbcNx61jUMByHzBUyNB+oneGJtahjOaCoeEYLmLGAq6OWrpC+I2xu5QC44Jk/E02uhOmloCZnG4o7wYJrMmrp5szdjKY1qEFylrfOswtbsfQq5y86daKDzFptSXVbQN1BGQ6SamXUuLCEVeZ9XBVB8nZp3KVK20c44JRPfwo3HiX0UBq+cD68fD7NFn0SDoBTcCoLTrHAOAf2hnS9jN6aRtZmvdcvRS68US2vCVSZcIbd6ZTRG9ENhgx9lK4N1+oj1sVzsZWtHDfDI2lUz5pjUa0npOgKmLt84AmvSi2Yzm5EZ89m+aIPE1wg7UiJWpSWDGOKHlTa6lHIOHDjQnr5XAJP2KyM3cLABVHPJV1A1K4Ig3AJQWOWxTni9Qt5Luk1UqBNdKbT5tVlf3mJDxWx+Dy79tNzjx7uPN/beb63++L+zvN7d54/2H1xb/f5g51nj+4+f7j98v72iwd3Wx5/9cP+1//z6Nv/ffzt/+5/+3/3v/5h++k/vnz0zZ93n39658lHtx794cv7H9549PGd+9F3rh6ppY430odr0dFmeaRePJ6LtObF40Wxq1KamG0cq2UOV1MHa8nD1ezQdHW4nj5ZTZ9oZE82i52z5aH5yulm6cR07mg911opnqgVOhqltunckXqmbbrQMV0+PVM+PpM5WIu3lVMnKtmj1VRnLaVYrOlX5xyb677LF/AL66aVenslcqwiHqunjleS6um8tVk4OR1rmeYPVthjFeZgIXAoEzxcjBwtR06Woydy4tEU05YXeorh1lrsUJY+kvAdTdGH84HjRbYtRx4vBFsKgUM55kSJPVAMtSSwIwnfwSTRkiI7SmRvET+aJU5k/SdL9NFy8GCOPJLCTySwIzlqcIYFl1n1XFixIEzMCX21YH/JcyxhPxLDDkew41G3uh5KbArJLSGwyXhXQuPNSGeVP5WnWtPE8RR2LI8Yq/hPrqSuv5ndfCOdWBaAEjaScbSJzpMh1zHBfipsr8yx61fKqa1CfDOJLcThHGbLulo5W5tgPcnZp3h4foEubMZ8SxFZjZLkEGne3cZbjtPA0aD5JAuXsu6tM1x5I+oqUpKU3Vm0j0ZNJ2hzBwW1MWB3EilfvHj++nvrVy7PnC3PrmWu/rx+5d3C1muZ+AyVqphdCcdAxNYtmDp5E550Xj0bPXspPrvON1cjRBGNFS3mGNQfhnsF43DIHMzCS6tEZD6AFX1Y2RdIgfGCVR6GpBwwzJpHWOt0zXv5tURqmRNqQbFEZ0VTLWfFMiAUMYNxo10wNqd9l97IpmdZsoT7Eq5qWpPMW71JG8yb3WnIkceTdeLyeuTqW/Xpc3GuTuAJrBYDkhETEIXlAmAQLZ4IeOlM7Jc/mynOsIEMinG2nGBgMlYobVMJOiAFAgwwv8j++p36TJVLFT0uFvJ7ZckY4I1ZlKRGEzTCjOHKGebSBp9M2OMZr4cCE8y4m56SorIJl2zSpzbQpksX4lfPFQnc5AjYINwsMPpqlbATRhtrQROIOWIXEq5zm+Lbl/M8D/ExtyNgN8GTiYgpxBo0boUjZLEJ5nNnuNXpIEFCfsYBeA16eDwVgQgWGHMYTJzVxILrS+K5cgBzalHMAqAmLSiLiCBCaIfBMS2hNASMs/N0Oe0F7XInCgAuo9UhbRTtBGEwONRECkGiULHiOVP3eyCtya53MG5v0Do346/kELdXFS5R599/7fGjvWe7u892dp7t3n2+d/vZ/e3nD3ae399+9vDO8wd3nt+/+/zB3ZbHr354+PX/7H/z7/1vf3zwzQ/3v/pu++k///bg6z/tPP3T7cd/vPnoD1/u//rzuxsf/R66tHyymmxrZE7OZI5UokdzwsmU0J4R2sqR42WxtSi0FcNt5XBbNXM4E21JcsdSYkcx0VoKn6zEu+r5zplS33zl9Ez2aJpvz8VOFmJt5cRAhVNNhyea1cGZythMaWw23lelTxfY1kL4RJ7vqXHuWRpezI40s90zmammOFFhTqeD7elAa47tyrGjCZKok9om21oOtheokyXqQNZ3KI4diuFH4sTpJO7PYY6Cf7TAjGTY8SIjLWFdYU8r6z4m2o6FHf6EM1xnJLXoeFGQ5Wmq6rEknccExzHedjjs1IhQpoy7FjhlgxvN0GTZA2SRYyzcHgIP864pwTZdJ7Pnc4H1hKMZwdJuJqXv4YBOxtEasp5mLPoY1mzQ713JXXq7FlwUzAkiVHBM8MBRn+EYYWhjzWoeXm+E/vD+7LlLJTyJBWMwFTNM8NYRGh6ioTHWwseQX73V2LpSzs2FI3WeDGrDERBOuuQspBAQaQCMhbHrV/JsEYciKCmYI0G5wqceQjV9qK4PB2HcvLXEzDaCFqfKxZk4SkMJZj1nnUSNas4+FoHzZ9a3rr+/8dql5nLq3Gbqz39Y29pKrK3E4gUqSOpyRdyf92l4i6dMwKx5aZ64fiURFR3JDOnhANI1mYujtpDTQBo8otXFQutLbD7vBBElGbFDqILGtbk8ZkbVZsIMcQ4ibL2yFIqGYKfbFBBxwKPKRKzlgtsCqzDW7IuDYsZ6fo0hvSYbpgNoK4ioZmoeKgDqLQp/GEBTbiLlKdWJNy9kQiHY4zehjMPiklVycEyw6UA1IdiRCFxrUm9sJIIek9tnshAWvUPezDuDhFYLTfojkFNwZvLYuflQwAMgmAXAzXqrPBd3iBSo1Y+jQYuVsaSLjumsE7VNYX6L2W1SmSdSEQC3K9QGCYgZTLS+VHQv5HxuWGtBQKXTCCPKtGixmSecLhOacHhTVj9tieQ8C/Ugg1swwgh41GqzhCbVDKIwAxKUNWpZTTjnnkujfq/ejRn1LpUUnKAoVcAlVRtUtiCko4yhhKOR8pCIEUV1eodMZppCcQXpUpuMEorVALSaydtKSafLpXFhZsCmlYFjnqDaa9MYAVk2YyXCWixrm85SPgfg8hqRAAT7DGzcHQ/CBGqcmyP++MdrT+5vP93dfrx79+nunWf3bj/d23527+7ze7ee3b/17P6dZ/fvPr9/p+XRq+8efvXD/tc/7H/z7/2v//3gq+/vPv2vv99/8afdpx/ffvKHm/sf3nh0/ZM/xS7UqdW0cj4vmSvKZ9OKmUhPge/KcP2FSF+W9Rdwz3xispmR1WPyBjeaC5yMBo/H+K4sp0oigULIMj8tX6xJpwuWZkRRYgaSTF+c6c6w8pAtk/VzZ5bRzTXDTNlfDRVmKEOFk5X58ao4mmMCUay60ghszQL1DJOlUlmvvhSS5PixbGgsFlQHMDHuKzfDnvmoPEEQGactBbXStnY/1EZa+2kH4oNnlpLUQlYl0P64NxKxa0T/KEsM8uhI1CvxGEtZprCQAngvEPc5KQPN2I1JtI+0jUfQET/Ihj3rmwkwhOoZ1O0HGAaE455hn1HCuyYYd1BAt85n/JzbTDqNhAVBDKE8ISVMUp9VE8WVIuqL4BvL2fWzOZfPDlGIzan0BSzGgHXQqpAQ0JTPyoaR86vxTNxpRY1qVI+i6kwOUUE6tUuvCTlttHttITRT8rsQDcLCUzYNFbRmMojWqAJwiykMO2i41giSDAiTdo0HMJrlImvVWOQyQKnBYQVqoDgoGfZANoPRb5VZdRHWQlBGlVbq8Ns0vDN7Zv3cmz9dv3KpORddmw/98nKllqWioovgHEabKRpxkQFQa5ZjYbdbgPg4tFAnQz5ApFE7CcocE6Ew4HWaDEaFV3AAQTPOWznBYgYnnahOb1M4XLIYC0AmFew0Erwdpg3JFCbyLq/XSAYAvVsJ4apwwOQwaQQWSORMLl5XqGEcY3XiOgumMcBShNB6cT0Ma/JRg1CCUNEWiNln59hIEPZgJptPb7bL3KSK8hssFmWQs/IiFE6hs3Msy1pRXA96NRpI6sTVJK6D7PJU3EiHjWzWvTjHMARI+GHApZEbJXpM5UX1NqsmJgBcxBBM2Ypxh8+r4gWLzqIYMU1aPBoM0gFmGUvLcF5dWnLOlTw+l85IaOU2tcIlcTM6l02FeTTrTSBddeC0ObXkqdQwH2kiGSNgkykcY5aw3ObQ6gFFOa5k0qb4rK+U9iEEgFBmpVU25RyFYzKrQ6awqMpZpZiQV9Y8ubLLR5ox0qSwTMicI66EAoKVGsuUGFP606riOX8yj9op0BwApFaFjJjw5MygQytzqut1bSitLVygazMhHwUgnM3NuPCYuXzRz7NulIZXV/HP/vONZ/e3n9y783Tv1pPd20/u33p2786zB3ee37/17P7tJ3u3H+/debZ3q+XhN98/+vq7/a+/f/T1Dw++/vHBV9/fefrtF/eefbL97A8393/z94e/+/ujax9/LDbi2VI8c3HBPVti81ysyMH1rLIcU9ZS8hwPYM7qfJHZmLGmInzaS8YJXTYylgxpSjGl6CNJ38K5JWQ6axBDkaSXywRtpZQqwpiKsaEAAqOec1tNrpYzcwEbH+TCZG45a0nycD4GTkdNBLq0UBFn4jqasNI4Rjnz02EjR5j4EJxNKmnC5vdUyyyfRDVuI4iDXi+IRdBJFziJQeO0Q+Yw1otcJBZU26waAgLc+mjar0cgmcuqiOAjiCnA2LNl2oZatKRnwq1DaRsmouOAxkRjagbX+IyZHOZ0g3rMIfGY7KSZFt0yo9JKOAABMVJwpsJTtEPvtagxWGs3okEb6DDADjMaR4AUYuVcaITM1WkPbtVjtnFwwoloXLhBqpdrfZCFNDpQQ7FKpDIuj8dgcihUtknUb4BsJqdHl0oa7EELl8dzJcLrAwKiXekyTNiVNhqw2tVuSh9JGG0slJvmCd5jxi0yu2ZSN2nxaCwuHWDVh1gj5FfTJXc8j1icRoNHPw7KRj1yJ6kzQQaGUk5ntIn1zQvX37ny9uuri6lcxX3t5+J0zd/I+YS4Y8o0bvEZPKTFDOoycTCW0OE5qDRPUUFrMelFcEOvZRzgVQ6X0Qxp6nF9IKIKzsJcBgI8WhtpVIJTenTKKxrNFo0LUS+VlUwenLlCcYIbDRppwayxSZ2iJiToQLtSFDT1nIqtwivn2YAIoTEA8mv19kk0p3H7VXqHPBrRpmc8/oQtmIOXz0cjvM3PWWG/RmuVuuJGMqgyOiSxiC6fMRbXfZtXImzCRUchrVeuQCRIQe9A1VqbLBZVsnFtbZM+ey7MxhEujZvccgUmxxsGB6bUO5RRThGJK8tnPI2ah4sAQtwqN09JXePOsBIAFCrrpIcY98ZNa1f59fWQkLK7RUACqeCogcuAkFtpxbW+CBheJsMVpLZJLa8G+bI3lLEbnDKTX4JnjGbUYHKrbAG1NWMvbwbn5iLBXAARXeM2pYaewvNqrVs95VbbKZVXNE5vBOrzdCSD+kIOqXtK5RuHOIXeqZA7pOMeiTZuzSyHklWaKeAODpz0KKeCcjhp1nqNRsJsYI36hIMooeG8n0kgeBRB05g/T8QbFBVx4QlnsE6988HVlw/3nu5tP9m9vb93+9G9m0/3bj7du/Vs7+6zvbtP924+2b35dOdWy8Nvvt9/9d3+q+8eff3jg6++v/fVd7effvvFvacf397//c0Hv/nb/d9/8fDqxx+7ihEhFS7NlyxBPxgi0BCWm01YGBJkg0A5PeZ1x/IRNsurMURHIyTrjVUiatRt44L6OG/yIYVqwhEklF6vyuvmw4FIXtQ6ILcQ14isGrELRZ6MklYfbg7SVgoL5VkAdzt9mL8u6CnclxDYtB9AvTrarcNAKkyCiB1GsWBe0PFuLQZYWCeZJCxeqww2GSAdRlkNNqPGbQBYm9yhs3NePhkGnZACB8dteiMFwYRZ7zaJSQ+ImU0hN9MIegi3iUZGXNoRTGmJeFQQRPCuRA420abYPGf32yWoZdhp6vPI4bAVgK0ezMrHjBYeLKzxaNitp2Cl3zYGqx1ZA0SYAYd5rg4KDTfA2UNVtLLEOhmbhjAMm8fHMYklaJCZ9W5Mn+EUCG9dfTORqBBeDtIimnH7qCdtAF1mI2zIpTVO1lTa4GvLvCfixTJeuVNjFtXOEqRyqGG/IR01omlP5WyCLgbdGa8MNY1CE8awRmrXj0AaENMCARM34002AmgEhoLWEUCuiyqcEYPUodL6lGbanFxeufDG21ffvXr1SnPpdft/bDPnz8QvnEtHit4puwQvGl0cpHZoqSiAx0yReffsBh/J43wO1/mNar8My+uMqE7lUVOswRMB+CVvtIq7RJubByedCgOv8EQMGrdeRyidrMKTt+cWg2LaRyZdVMIKBLTemNHPgZBf7+ZN5jDgKiLpBiMWvYGcHQga9bTWkNSAtM5A6EBSg+SQ+DItNv3zZxOVWS6dx9GA1ujTOhKgl9MDlNLFGtxhSJynZleEXI2MFAkVpZ2g1MaoBg4YLITeTBmguF2s4+m6N13CUilMj6skuFLj05rcci0mN/iUpqAhkITFCCRwoJfRjtulE44pqWNcaZqcBCbG7XK9APuSLlawxDmTi9JLcJXEq9W5NaBNDnn1GlIHi3ZvyunJwrhgjccRP2dS+qVSTK6xyix2KYxJtX6lOW51JW0IDXGM3cIYJkmNBFcq7VLQpjGjugmfRhUGAR6woio6AJopcJjUDOHqYdvEuHFYap8aINWTIqihQZVT5cY1ep9iKKAY9WsH7FIpOK5zqSRBUBIGhwP6cUilRzQqv1HJgioGmkC0MliuIDWSgvfdj3728sHO093txzu39/du7+/d2t+78eTe7ad724/37jzdu/l078bT3ZstD7/57tHLf+2//P7hVz8++OqH+69+uPH4vz/fe/7x7Ue/+/u933y+97u/3r/yySfWfFQb8gfrCZMfM/hxNYk6Y35nAPVg/nQjbKBhOBbw5Ti1H1EE3BKv3RH2Q163i/Bk67Q+4MGqUU+MUaNuJebRIQ4sQgIIjIV8xSqr9TrDS2k6G7ExQbMQUvocaDkI0z5nILCyISJhPDSXZGphA09pwrjCYybqtIlFAb9zaz1AFjEl46FXcH/NL6cgCQZKLDIkB5hQi9RuZMNGPWoILTBiM66nMQWLjLksjqIT4MAxrxZJwBYG9tYDsfWIJew1J8lRHNIkVdaqbchpNrIWLGVxJR2Z1QSSIuVRdJAAFZzOWQAlqEXpg7S8Q5l2JZf5UIV15WlFyD3mM9kKoCZonfJZZILDWqHQOh2aZfOLsUCWtkccww6lglXpGP2kTT3p0U/4jM68P7kQTlXYQBzR4MZJXGMSjGrMrPWY5Qio5hxEgw/WeDKKuThIgatllEHHglrUqMMtE7RZn0Bd2WAg6cTD0CRqGvSqhjHtkFM+Yp0aAVXqMAhnYJtoy0cNPso0iplGSb3Sb5a7lEq3VB2x59aXN19/69Ibr//kJ2feeGv6/FZqaz19doUjI7CMMCpJo9VnABAtSJvUosWTQciki+FBX8iqpk1TfvUUqjG41DqHcsynlfOQiofMtB7FNBa/SkoZxkijAlGbnBINKp0KGBUxh4ED3KQa9clUtEQa1qgZnQZTGR0KJa6ZiAGKJDTOAXZc68LVYyHtkKAfoVUTiEQCTY0TUl3UHmumyAwGB1Q4pgsRFjig0pMypUeuhmQmh0zrkWowjZ40qj1yN6qy4ioZpZNS+jG3XAFOGOySCZ9SQhulAfW4Y9LhVgBe2SStnqL0k6hWYh6TOqeG/dpJwqj0m1VOidUxKvUqxwm9ljBMOhXj+olh6+QYpZeHzOOYfMohNXuUUq9qENMMIaoxh2IKlmgIvZQ2DKrGxjGDLG1T0Fo7r9YmYXnGPpGyThEGmV06EFCNRS2KCDTFAeM+rcxnnmIhWdio401TuEbiUIz69QNRy3DcPsRZRgmNnNSPsFA3D3aHzd20ps+r7qKMp0W4LwyOMuYR0jRGGQdYy4gIjQmW/oBh1KsZ8ptHI96BmL07DI4wFgVnGhbsfZz7dMDV6jcN+cHeMDRQI3/2x1+8vLf9ZPfO/u6txzs3Hu98+Wj3y8f37jzZu7u/d/vZ3o0n924/3r3dcv/rfz189a+HX31//6sfH3z1/b1X/+/mk3/8ZffZxzce/e6Lex98vvubv967+J+fgNWcNR+ObOUMEVwfZaQU5q2Tnixt9geKy5wnSVDLcXo+rw+HFLGAhLYHlhgjh5tJPNvgHFGS3coEFovWQkonMGrKhTVYXcht5T1siTMJdHxrhltsOiplqJzRx/zeJueIM0CM8VTDYIb1LRTZhTrSzIAFXsn7oGoATAYgkXJlaW2GMGaC1lzAmSaMUXSSsg249IqYRYIYR2DNkMswQtqsJR4tRIEIoeLcoxQ0EUImSafEZx7B9X1BaDLqV0dIM+9S0tYuEuwkwW6fsR/VjTi0vQg4xECjAaeWtKncpk5Mc8pr6EZMg4hBYtd2e/SnWesADahIE+zV9aKaDgrowPR9iHLUquywyadEvLK17mtmJLTN6jEqXIouStPl1w15tKPmyUGzZIAwTkVdk6LVFDA7fSYpqZ1kgHHSLMW0CpNM4lZPxuxjWUTO2fVenYLQTIYtE4J1jAMnvZoxVDMowpNZjzznAQWzKaCfCsOqPKLPInLOqECUOs5mqmCmsh3LQcm0mcxAUJEwFVB9CjEyNkCwmxpUbmNl5fLbqxff2Lx8Jb82o0k6McHq4zX6iNmUtgFRi9mnMrrluqBVJTrkMVgTAS1+tT6oV8ad5qzNGLNpfSY5quqPWXuSrv6Ec5QzS0Mmacw6lbZPZd3yiEVCa0Z5YDzh6U8iAyn7RBQYi5j6E5bBvLM3Ze/lgAFC3y9APWlXe9rTmXZ3xq39cftAzt2dcHVFwH7e0BUy9SWtqjSKFRLahFfGqbWkziJA2hikZK1TuHrCLRuClRMUMCVAExwgDRolAZ2UMcpFJxDzyClrv1M5hKrG4/BIyjEch8bDlikRGo2Dgwmoj7X0BvR9fn0PberhoW4RGhAsg6JuRNT1CGZJzK0SXCOksc+n6Q3qhqOOsaRlIAL2pVxDcVtnyHqac3aE4G4W6gkAXQxwWoSmOLsh7lZkneM5pyTvnMjiAyn0BA+200AHbT7JmzvirrGsZzzlnEq7J1OOQdE2GIG7BWsbA3RSwCnGcipiHcjYFRlkKucaSyFdPHSaN5/k9Ec5TStlPEabDwTNJzlwImJXZD3DMXcPYx0OWU9zQGvQ3EaaT9DAKQbQp23+osdV8jjTdmnQNB5xGpKoMuocFOGRCDgQg7NvLz+9f/vxzo39vRv7uzcf79x4vHvjyc6tJzu39/duPN778snerUe7N1ruv/ru3lff3fvqu/uvfrz/6sfdl/99+/HXn+08/cOXD3/3t/sf/HXvgy92rv7nZ+LlC8TirHc658iHLDlWEQ2a8kEwy5vCjD4RVkRoRTJqyMaBMKOMBCVhvzyOSwWfgsYVlE8WYnX5DFRIWMKMjPEOMd5hnhgJ2Ec8YD/qHuEoWTpqSITNAUJCeEZjvCTMSRifymsbQeGhaLA7zo2H/SbKPorZh6JMZ8w/KiAa3Dbqtoxy/qkA0ota+lm3EgEHnKZWytlKujvdQL956jQg7/DbTvFoD4lM2ow9NlWnH+qg3O0Y3GPXnbTKD5HAAcF9mHX2+MytiPYgDRwNOY5RYJtL1wEqT6LmAzR0iLG1Y8Y2h/4QqW0LGNt81iMuUysoPYYajtK2oyFba9B8mjaeCtlOhqwnGNPxoLkDsxz3gaNRqnLxNVOz3BFHxznrSNTZW0JOp22jMXgooOtjbRNpvCuJtmW8Q3HHSMQ+nHRJsz59kZiK24Z4y3AK60n7TqfQroSnJ4EM5H2DebIn5evPI4MJ52QKHcn6u7NodxbpzmADWWyg6O8vMcoiMZ5BR9KorEySi+y5y+L5y/zCViS7IZga9HDGO5z0jmf8wzl/f87PLi7NXXpr4cJr66+dn71Yy66xqaVQYiUUWhN0FWw8Do3HobGIdSThHssikzn7SA4eS9gnUq6hNArWg8YSPpJ0D2XcnRm8O2XvTUInReh4FD4RtbWnXCeTWGcC7Yo6OpPO/qhbU3Sbio7xvGM07x7JORUZ71TW05e090atvVG4L251ll1w1SutuWQFp67gdZTtcA6YiIKjMdNo3DJR8HjngoklCpvzWWcpVdYznnIPR7DuENRHGXr8QDtr0aXtxQVKrGO+ikcet4/EnYo4MhKyddKWXsbSFQXQaTQ7S/hnvK6m15izD8WcnbyrMwR2UsZTAeNxFtYVPJFFn2+RdJS9sggsEyFDFJgM6EdIdV9QO0gbxKKtvCaQa0GojmmiDmnMEayDSt7YRek7AtpDAcNYyj2/FDh7RohsJK3VwDhn0wgmEy8/gctb/ZoDPvWhgLEy613c5KNrCWKWcmRdasHKpQ2KoKqVMJz2aQ5iSiBumV0PZlY5rOKH4pAmoI+G9e6grB1RnkY0BzzSXlbLrdLiMm9MepSsFaAM8Yhe6pN2Y6pWr/I4MkUm9Ve2+IWNaKiIu3gLzFuLKbBcRbCy3xKD4LRj6e2V7CEZGgAAIABJREFUJw9uPdm+8Xjn1uOdm493bz7evfVk5/bTnduPd2/u7375eOfvj/e+bLn36vt7r75/+Or7h69+vP/ih90X/3Xz0cvPt/f/eOPeB19s/8df7v7y89vv/fn2B3+9d+XDDyfSzJjPMYiAbQFvG492+m0jsKnbYmj3Wg/SyDHKO+K0ddqsHUGsg0bb/fYuyHTKDpzk/CcizGkG60MdPaSrPew/zpFtNN7uhNsJ5FgidDjBdseCg360hyE6RbZHCJ5m8VMeWzvlaE0EDqdDJ5LUaR7rifOnsvzRpP+EiLXR7nbW2yOQ4wHPUMjblyFHUuh4nhqoCKfSVKuAt5K2DsZzgrO3CM4WETnCQqd4+GTEd1LEWnnkBIseDvuOpr1Hku7jKeR4Ejme8h3OkC0R36Go52jI1cp5O+NYZxo5GkWPCK5jKc+BrPdI3NEqIsd5pJXzdCawqTzan8NO5b3teeJUlj4WRw6JtgOCs5VHTnKOoRzBLqWcC2HDPAfNhyyzoZEa1ZvFu0TnKd52gnd3RjFnnbLVA+oSMVkmhjPkSMo/kkZP8/DxsOtoxKVOW+LTHtMMK6nSqkLAlEQtKaSLsbQzUCtra2NgvojF5jm0GQGrQVmesOYcE3GwnYXbGctJxgzHgQ/fTH762+n3f1GdXg85szZ/zjMg2nsFy+mIuYO3k82luUvX589fuvLGwm9/Wv7o1433fzX77tul+DQFZiFpCuhgzZ1BoJ0HlRGw2XBi016gQaiznsmkZyQBtwUMx/zGo5ThsE+PRs2pqstSIqRp+0jMqgnbkYy1nzK3Y8aTPtNJn4HKgJvnqPy5MN0M+iqEmLZOlwBP3KAPg2rRrAlr8xX3udfi9U0hXPMLJV8xoZsugYGCG0oAcAbUxSGs7L2wHLj6enHxStVbJoE4HMtpXGHFJGkcIXX9hA6i9VeWQtffyM2siN6kwxkxxnIGPaeaYHUTtFbBKWNp4Pql2LkLscwMEakQAAWKot5IKLod0n6nvM2lAAXTm1eTr13JRsteLOb1EYYZUY6EdFBQoyE1GlrJxICfXc2dO5vgsh4m5wKDxqBfEkxAHgFSBoy6iMWQsIQL6JXLmTffmaEiLj1pcpH6REhlj0IKBpAxoJqFQnH729fiZ9aikRQeSRFmwhREJEIYgIOw0mdQsEYrD7x2ObW2wNEhCx+GYVxvhSbjvM1OWUbs6gm/GeAN5zZD1bzf7NLAPrPFrfE5pULEYMVVco/CFNS6Of3lTWEx70eceiduspAWG6ZcnPaW4qjda+BK5Gu/vPjkwa3H2zf3797e37n1ePfW491bT3ZvP969/WT71v7OjUe7f3+yd6Pl4Vff3X/1/aOX3z948d2Dl9/tvfivm49ffbG9/8cv7//6i933Pr/z3ue3fvmnv1/+6NPwO9faK8KpKH4qFjiWZA8yaCuNdpBIWwBpi+InklhHkm2PhXqToY4cfyohdEbJdg7viDCtCf9RgWhNsp1ZsTcXPpYKHhfJXpE+HaW7s4HRHD1WjvaX0gOF2GgjNVgQetLB1jRxLEG3ZkKTJRqcE8dmE+MzyeFKuDfvPxV1H+I9h8PO44yrnXYYsmFbPuVtZt2rSe0sp64ETqfQVgFv5TzHwogh4QhViMlqYLCID2dpsEKABXeb4G0TkIM80h/z8DXcPs3LZ4SJSkhZxPV55ETIdYy1HQnB3SGrULTba+REme1NYcqM25F3tLPwsZDjcNA5QFvTGVtogQYXRH1dtGRILgeNifbjDNwRsLTR8EDYmav6374QO3O9Wt4sxFezVA6LZuxjjHOQhbpZ2+mALRiyra1FM2tpe4nzpH25jEHFAf0MPMg6ezibPqhamQksv16jGhxTZcmoMxw2GkKWySDQEzB1URacsb1+LltYTnlT/kDGHw2ZfCJojLjlAZuCh4wh87kF/tP35y8sJXIFigoBMc4ayRFG1maIwmAaY2dmFi5fmzl/6dxW+Rdb4ZsfL3/0wfJbbxYLNSrG6dioySBYZSxgiLh1fn1ScFzYiPMlHImi3pA1w6rUiLLfoeiBFZ1u5ahTni2hi8sROGiGI06b3yzgk3jQpMIN/bhukjSaCfUby+zGrICRYCjlAUg1xaiaNY/bb/LwFjppp3nr9XPRbMaNkEAw7oIRWTltqxQcZqecTbromB1JOfJl3y+u5uuFoB2HMNbpdY/m0jDPO/RuBSZCTtZUKvvfuhQnKb2HMLn8Jp9nrJazeWiNHlETYSvCmFaWqM0mjSI6XwCCXBrYOBQJ6u1O1YRJonArLQH9xjI5X3Z6nDIPBgOw1umSziQdGDRptivcHOgOAQtzRD3ucNlVsN+kcetNsDyXhNwulcomd4RtpqCFFFy1JrUwQzkhhcmtlVrlXp+pmXQbTVLYrbWzFicDzs7ipYTD7zKhiEnt1GidknwU8EFKAyCzUyBIG4rVQDFO4l6DlwAsLp3SMBkKmQinSqWdMvrMClQnRN05HraCEodDr7Uq1LaJsKCDLOMGq9TBgSCtz6Vddc6JOzQoYXASoM2tEWMAT5nciD5a8P3iN9cf37uzv33r8fbt/Z0bj3ZuPN6++Wj31v7Ojcc7Nx5v39rf/fLx7t9b9l/868HL7++9+P7hy389fPX/9l789+1Hrz7ffvzhl/f+4/OdX35251d/ufPOJ39OvbYYXIlpmpmxZm6kmZ2Yi/UX6K4425FkTycFYzqQqjD2pZJqoayqxKk6h9bEwVSoLxPsSXF9DGoWOXRzHVyctpZiwRqjyweHU/RgJtSf8ztEe6qUIc8swvN1R7OUmRH8FUFVTUxUE0PVsF5wViux+OvL6GrVlGcSVa8x4ekRsT7B1SV6uwmnIxdJ1osbb2xGtqqWHFXIomiOmkoHJCI2lKI0QXs+4a+dzUJFDsyE8SRCCpApi08IjsGIdzjopDjX/NkC3Agb0wwmOjkGMHCeARbq58FRxmhAVKV5DivR45TVyju4AOQQPYMM3Bv0DAcdWrdxfTkcLoWMFAqJGIToaMGh5uAhDFCH0YmA08oiqw3+6uu5oIAFY5SHtTk9mnjOZyBMEp9ZJ3pNPuvmXDCdc4Fe0B5yGB1yPmH3hGyTsNkY8ih8ejHhnl/iEcTs9Du1Xghwa3MZDLDrlQ6tlnMZfJZ6jRATVotLaSEhjVUdDUM0A8gMCjBoBQV7vYRfWReTrCvA2DS40es31tNei0Vj9lpdCSLYbMxfub5w7srMYvHcivD7n9XOLPBpEfQLNhkoTYoQI1gUgMLNu00shAehxTqJY2qbS2/06hSmoRBrMkKKSf3UlNcw5dGzApDPIIBVZcaMCqfSCk7FBchkkUyCUxoaUPn1QsxZijpdTpM3AFo8aheqSQsWp1Xu9hoDUchBGfMFNMpZUa8WD1pNLpXLrxUYi8OmiYm2TN5DJdx03Dc3H8iKDpfLaPNazFZZlIciXpNRKyFoDRoy4BG4XqNIVAt51CZEa3ZKUgLotU+ZAQnLgljYzCcdlQyCIxoMN+tAhUQ7Rro1TkCu1AzDbiUc0ESLcDXn9KFat09ngCcNlrEApnACU0ZYFRKMroA6VvFW00gABzG/SWaXTYISwKezO1Qm11Q4rSXisJV2hRr+uRna49EBTp3BKpu0yOyY1gnJ3Ii6EtFgtDE+g2TyngAF+IMGFSQbhiYsfoXbprLaNbWwzsurxTqajuN+wuYP2VQW6ahxWO2bssFTOvNULq5Ey8OOn2q4sMHmUICoRgpMTtgm7AGFHZLbbKrpvJ6M62bPYtk44sXMNGMhSMBNasVpFxWwkJRxawP/7E9vPdq5u3/35v72zf3tGw93vny4c/Px9s397b8/2v7b/vaX+zt/f7z9ZcvDl/968PJfey++f/jiu4cv//ves/+68/Crz7b3P/xy+1d/uf3rP9354NM77/7pr+mthXguVNiYcyxXjeVouhK01xhlJSHLRRXVxEjA7QqQjXPzvtk8lBRDAhlPCsRswZwVrY2sPISHRW7x9bPuQsqdCgfjgVg1itSSpkTEMp2S+qyJWHj2/Bwk8vZcyiEEUvmo2KzAouBtZmVhdzTGnbsyB4dJDeeH/bZIwWdLElMeSJej+2m7ifdmqokL52cCif+fpfvsr6swEHXvBFfZsmUVq0tb2n3v1Xtfa6++V9+9qzdLtmyDbcAGAgTSJgkkpMycmZRJQhhww0U0N5jBJvf+ZgbInPN97otz3z6f4P/usbO6QOjsYs91usU8j+Pt0lio6mFhd6dOqiRkcBmTkQ2i1pOSApQqilNlg7bZs5uh4NGgQoIFnODgWlPJ8khcxICQTYm5SlMJSoU0R8VUEhWxbl1FeDjH4dmSPGtgUV2q1TVc5vKemGQxK2QVm8qhGB0aqbJEeKwRqas7oeXzcpGmTBoR806ZxDgQ4qhCVYEcJmpovQWJ0QnUoBJUVjABSYXzYFaxaMbBwCJVX7GtIiNaFCBBSTRL6zDBQTiD+hWKNoCgIzTbBVGGCQNN4smckmFtCGHhsEZGDWxp3XjpSqlSFtQQSSnZWTatRrSg4oJFL69w5d3Nc6/95NIb33/2xbWNteJP31x8/my0UhOdEhEjkiQHGBpKkEAxop0AxkyosVAwbZSRMiCdieXGCCbBkxkQT8k2yKhZtgZVlnhSAvECnMDjMXQG0uMInYaoXCkCaS9TPystdDRFR4MahTAJ2EzYVYiiM04x8+JuVm8RS5fswKdshyyW6ByfMJayXoWgBLjTRC7tCv6S6XaVF95wO21W1WBchRP4PG0nTRPAqNxGJb9dSfvL7PbFgqsjBRvBhXyKmGUrSVlOEHR8qx2vtdNLl+Qz27LqgnqEz6HzU/g05iUheC4NTrfCqXYv8ewb5plzSljCnWo+Q04i1pjRSeF4CuEyK7VkqYM+/3q0fdrqNKVKDZ9iZnN+yuiBAJvKiTP1VjraMY0l8/wP6+efrxgNmXLQGDYLRUmrnUXJeUbJ1KO0tYif+Zm3dqZYWS54TXqGTOTryWAdQulcXoLcAFIXmYtvRFtrTqmpGyVxhsnMGimmDgN8JsnO20FcuhCP/plvLMuFCo3a4ByewIOsWsvkqHmIz8huvLCIXfpetLUZhs2C11TcphKtKduXonrNilqFlTPuP/7h7S8/2/t878PHH3/46JM7Dz/98PEnH/77Rx9+/vGNx5/c+vzjW59/fOuLj+/ue/j/fPvgq28fPPnfD5/8nwdPvvn0P/7r7uO/ffDx57+//fFvr937p/fu/dNfP3rn325VLp/XK8b2+bZQ9TK+R7lObalUXK1lNZVca894EqBIvTNtIzBgQ4dcI6w69dUyIAtSq4Z1Qs0trmz2KF0Binra1todz6wVcxzHd5opX+OKenu9S9oqFBVBz3KqxXLDIjlOXajRLZ12C+2NhmAXIEvMFlDF5wtBAZHoQs/AajJWsYp1fXm3FrZdWJfzKiFotBEUcJawahrXZOIa7m36oisSOpM3yDidY3wBl6mCwXdW+awFuUuhHKp5lclpZAxLgzZGy4wgMQvLLKiBYkMyq2KWxxIKOoqlQAOnVYqQyFYPw+yc2ZMryyak4UAgTpFQwoL5MoexVKXBVs/KaCQoEb91uayGAlPlIZuYYZJcmyJVBpHQjVXCrtGty8X2us5YDGEzc2gGKeYZG81QQBAibgDyi9Lyi2XO49gymy1AWTlbWEYhGUwpwPpiSveR1Wf99prHRSJR5lJ0SlrNyVUowcNOCWs04PWL/ps/WFjfcRunbdCE81baW2dxDUVMzG7z5a3186/9w6U33/zJT3bOn9N//Y+tV692X7wQdVelWWROaSFqDU9SWcVByn5G69JrF2yrxMhFPEPk5slpoR1D6OQsGucLacrJueek3o6OhDTl0XNEJmOl6RaYJNIpKllwMkg12btiL22VrW4h6LKwmZM6YNglcBFQfMjpAtKiunyxVlvTast6scOgQdpYgMwKQXmEUcO8Ht18Lmpe8q78uLx83mmuWIIDp6SEvZzVHCQvggUPUiOodl7dfcGr9NRaV6INENWSxlKa09KYnFItQCjjCxf1M+f9aNUyWtI0FU/wM1hxNobNzsEzeXLc7cEvvRK88kK0c1qvdLCcOAO7s1IpjfFpXM4Qhay9Ip2+4J7eMFYWVbtKTxaSM2YGLuYxIYVqyZQOsItqcNatnHcWTgdLS6YWQDNSKu1maC8DS1mikM+ZeX5JbO5YK4vq4oJlV/FYITNbyAFqhpByuIoAOiD1+MZqodLmOh254JExLT8lZeLcHESlATE1raaSIQHapFhEOxWW0YBpOTsp5mLcdJ6bB4XcrJ7J1wksoNgCUrBQzMXxBgPVScbENRkVA0Zad//pL7/5j0/3Hu/dvf/RrYcfffj4kw8ff3zr3z+++R8fffjFR/e++OjuFx99+MUnd/bd/3+//exv397/8n8ePPmfT59+8+mX/3nn8VfvffL57z785B/fv/ebd2//+r27v3rvevXKxYRtyKslreGDjpMtmoSrs1Uzp3Bu2zPbYlKg9Y1Qrth40czYSlYX3U5AGYZfL/mbbronuS97tCvCgZFRCpitiPVCXuS31/XuGk9W3eqFJuzpaC1MWxocylbXYQpye63c2NCVBXXhpUW2ZKOhElNQMKS0lgWbfLkt1Nd0eqHGvqQ610JrzeNrWlaj4BIr96y0yIRVcaHHYFW59VqJqMtQWcnYWt6HpAtywiJxnWwsUUiLKV+t8d0gVzHTrpgy8vIWk9OYuIR4SxQcUvZZl1+Ss6EQc9kpAaG7Utpi5gSIKyP5gCxuOaWdGtWzkFphVoGQDgFX8JSMZ30M7yrCumduGrsvt0tbgbru50MxYUPcIpe3ecAgmZCFaoJ7xq1tuHpTJUryvABCAQ46VEqCsiYZ80h2US3vlNRekaupMRtL2Eg+xHIamNKRrIoCAWss6cGy6XUKTJlPWzDgAaCJZpU8rKJIQDubWmXN6C4ozbYIeGgyALMhBFlITofjIatvrZ575acXXnv9x29d/PGPV37y497rL/deuBQGPS6u5PMRgvpoToNAiwSKJNFg9AVeqzIFm0rQqZPc/Jg0N4fOTiOzQ8RczMmjLY6siWSRIA1wppAdVbIzCpxgE0lmbprPxLws6GO0TdkuxnpgygEyJgyqWZhLYlo2FqXibS4ZUZSdUW0wGwJTpcyUl00qKYidTVpxtMxUTreVRZMNITfCvYCF7fy8kYoLCVhKI3w8o6SyDohGGKIDiplX9XzeArJ6PiOkslwcZJNZAUBcDAkIRM3YFsQY+QkpNSUmZ8n5LDwFE7MJIYV7qBQgkpr0zBxnAlkjHVdSM1wigcfS/HxCyWYDaM4D8mJcKmTnVHjMyE+qmUkmOUdOzwvxcS13KjkKajDa4lA969gA4SGpCM/4aFqJZ5lY3spka3SuQcaDbF6ZE/U84eNACU35SKyQyHDxrAbnQgKucjMuMldIkC6QDoikT2V9akbNxrjUnJ4dC4DJEBj18rNqmtFySQs+5eHDDjwsJifZ+UkVHCkRQ2VmyMcm5exMITvuAMdd6IgLnBTis1xqpIjnN8t/ufHHf//4zqO9Ww8/vvn441uff3T70ccfPvro1hcf3f7iozuff3z78cfXv/jk1r6HX33z2Vfffvbk/zx48vcHT7755D/+887jr/768eM/3Pjkn967+867H/7i3Q/fee+DzqsvZup+6dWutFrOdkupyIEjw9oJAUsMW+XOWpgr69GlBXq5jXVrUMmF67a33UFDV+s1Kqcr2e9JxX+sSAtNcrULBa664dqn/axd8FZde92Wthebr+zIyx15cxHpRuyGq23XUF81lyvsSpXd7i1cPadut9H1ypwrQS2e6ZmgKwKhk2g58nNd4cpC9eXuyvOd5plavqwCLYXsabmigAVa3JWTNYNeKbEdHa7Ic6Y86TCTAR138KxNTxWp2aaGLDlM0yMrxnSRPGUTow47a+DzGjKq4CMWEbeZjEtCRXzKgE7p5JDKDkn4JJUbZoHhIjUSStOWgBl0QgIHjNwRAxjQMjEBOMVkx3S6+OyG+9xSuspxPsXb5ISFDbvESZuZKCBJMj+rIBN1eqrEpnSYE3KzBWDCw4cNbMzEkgIwKWZP+XimzMd8Nl+A54XcYECNBcQpn5zUcnNcZkJHp0vEuA9nXJQuZONGLhbisQCdtKB5PjurghMNZqytjNcZtAjiLhIrU5NV6lSEzZjwtIoNVXn+7PrZl39w9qXXn3v9jbNXzqrLolxFDAcCQiRWo1IVCvSRfCENWWi+KQAdLldHADWeF9PZCp5q0tNlJGen0uL8fIhkaniyRUzWiHQBSgf4RJOcqcGxiIir2Vk9MxFQEyE65kPjemZWjY+U8eNlYrBGDIbwsJkad4GxDj/S4Yfa9HQEzkXUqZ4yusyf6pBD5fy4nz3RxONN3W51oYCNGYmclIIKyGwRGndzY1p+gonHqdmYnksFVMJH0wYIqkDWQecCYspGYio0yaVPCdnpIpEusRMhPe1CmWJm3geGI2wqQmeK0Fwhm/bQuRo7U6GmPXjOA+M+HCtxUwE74cKjOjAiZ0e0TKxCztSYoSoxVcZiETMUMoMBeaQIH1WB41r6mJ0/EWDDRm42pONNcapEjDfJWINLtPmpOjfl4+M2NlImZ7sSuSzRSxi8SAIterZGjdXJ2QYXK9GjDjrs01M1frIhD9XZ4Rp1qkYPBMRgJB0P+OMeccLHhyPiRIU6WSdGq9hklR4ts8cjZrAs7g+pI0W0vwicdLFTFX6yK6V77HyHHa3SJ4vAqTo7WmdHS8xUQ5hZLsyfca7+048+//jDR3s3H+/deLR369Hercf3bn++d/uLj+88/vj2o08/fPDJzccf3dn38Ok397/65pOn//v+078/ePr1x1/+551HT/9t78Efrn/8m/fu/vIvt9/6661f/fX93Z/+SL54Rji7RC1XoXaUawb5lkcsV/CSiUdBrlyeKfn5ZpVs1fFyOOeZs6Vitl5Nugbk2amqm2sHUKclditMxU6VvXjNB0runCnEFWXSM+fq0XwpgEMzpwvTgTZdc2fKDmjJkCFNlKzxRmm8HMQ9ecbCRn32VKBN2PysTE/w2EmXiZetmEDN2aJVkVgXGwzpEyXpuMPGZGyKhI6YZF9ZPuoyMQmZIpN9Sv5EKAwYxCkhN4gn+iTopMMf9biTFjPKQIdV8KjN9JvYgJ4fodLHmPxhFTsiYcdFeJCc66OTRwrQdwrYdySoD5nfz+f2e8S+gNjvECd18IiOHvS574b4MxZ0jM09I+cO2WJ0/rL73LmjVXEkZKYcfLAuDTeVkZI07NFDFj5clY8uqMdaymBETfnMUE3ub8vHWtJ0Sxz2hMGKfKqjDjXk/p462pJmO+pUT5tpFWZb8lCJilWV6cXiwZ7U11GH2+JISxheVAab8nCZO9UQBmqFsaY2u1YcXrVGV4zZRSW+os6u2MNte7jODlf50YY+2FG5nbXzV984c/X7qy9f8Z5dSm0ImQ0OWlWBNYPdcYkNZ67DzTaoZFueXlamF+RYh4632diiPLUozi6J/gVP2TYnutL0ojrcFY61qONN+nhbPNoShnryUIs/VeHGKtRsW5hqCYN17nCJOVolj1WIoxXuRJPtawsDTXmwTg62uekFg1iT2S2B2dXxdW1+SZ5fVgd70sE2890ec6jHzC1YpTNN74xV2BSZLYVck2M9YaIlHAvR4zY8aIJjAZrtysUzhrerGbs6tinHe+J4ic+2rOmAHnbxkRKLLKulHYfbNtAtObEoDlfFsTJzMkAPFpGBiBsI+fkur28WlNMauilNd9mTVWYoQod8fNgBTzrpUxUsOF1YO285u6a4aSVaYrzJIC1s1EeOFMHDReAZNze6ILbPOou7jrjrpZeVkQo508BmGtgRF9pvgvtd+GCAtE4XfvCKs/2ivXxWlevwfETwLT4dYYNOdrgIjBQhpCt1L/jFXS/XK4w56FRIiC1k3M4eLKSPKenvSBmqw9bPutppG+gpcZ9OuqRRBybt+f2FZL+c3a8miQ6zetGNLpS4npuwcCiEOguY0xHJloB2+PyGtvvzFx9/vPfwo9uP7l1/fPf2o3s3P9+7/u97H37x0Z3PP/7w8Uc3Hn9089HerX0Pn3774OnfP3vyP/effvPg6beffPnN7cdP3//os3+5du+3793+9V8+/Pm7t9768/Vf/uu1d967pb+0e8KhTxXooxbfH2qDRWVCpcZQoJ+lBlzziKWNqswoDR9TxOOhdsxXT+rMSQYdMKQxzzoVBDOhOmFyQ4E9EnojkTPsKEOC0O/rR0OjL/JGAvVkUeovmYd843Bg9dvyCYU9GakHmvaRZjhQMwYrykDDPlEyB3ztqCEcMshjZXm6UhwtUv0Rd7TMHS7xhxtqX0M9Wi2csNkTBnusKfV15P62dqyhn2wWji4Yz1TVwbJyvCwc9pm+ut5fKxyryM9UxMN1/lBVOFDmj5bZwz57OBCOVrVjVflQU3qmLuwvC8erxiFfOFBkjvjiAZfeX6YmG+zcgnCgJfY1+f6O3teyj7a1QxWhr0Tvr9MHy3JuNWLORVNr9siKcWpJG27ZJ1rWSFUaiNT+mnKioSV6emZRPNWTj3fVYx3zSFM61JHHu/qRUHomlE/1+MaubpwL6F0/uWpNtwqzdfFkiT7ikgORNFCiC2uisGkC62Zy1RxfNGZr4qkyf9Sh+lzumEvnm8zZ5/T6pZJ2PkDX3fyizS6r03VmqEqMVbhjZZpZa527+sOtq693Lp8+c6W9+0q983I9vOyQ20Vi3couaMdK7EAE95WYiSbX3iwoKyyzJme60khDHKxw5JKZqCuHQ+ZYyNIL/PKupJ620HUj3hWgluItCWAFGgnAER8ZC6DZEGAXNXTDnenKqbYiLbCNVQqMiHiExyJiIkS668KVl0trL1X9M26uwQI1fLqOHLRzz+j5wzY6XRb9S8pdAAAgAElEQVRbu+4PrxZffrO09Vqp9Zwur6hyj3OX0FkfmCkCw252xslduGhffaN25uVKfcdi6qK3JOBVfCLEZj143IWEKvLDV8KXfryy9WKvvGkLFbnZxKRKbszDhu38ESNNN7B33ui+8f2lpV2rsMgpTbTVQ2E/CwVAysvG3Uy1hf7qB40f/HB55UyxtGYxVaZTy+stDq2KsQCNldF8Q1hb1X/4g9U3f7pdWrfxmiCWkMVaHgzz8z444qQnHbDZYf7y9tI7P2y9cEFfWWBQG6wHWcvLQ246babnijk0xF54tfHKK4tOs8B5JGtArjHLeXDaRCaUzKSSc9rcT36wsrZTMaus4tFIAfMKcTVMpW14WsrM2BksAF55pX7pfEWzaNrG8hbIa+nNDcMvK2RIRJvem7/58eef3H24d+vB3WsP7956eO/G44+uf/HxzS/2bn2xd+vx3oef7918/NHNfQ//9j8Pn3z74MtvP33698+++p9Pnnxz5/FX7+89+Jdre79999Zv/nTtnT/f+MW/3nzzD3/d+e1vUpdWvrtgHG17/T3vWMsdqNqDbmFIlwdCa7xRnFrwTix7I4vR4FL1aLN4uGr11eyjgTFUtaYbzsRSc2y1dWqtObgQDVf80VbleL042HJG2trUkndqvT2+1pzY7I6v1fub9pF20F/3h+rF+a6Ob3qpnc7UZnNyq55Yq6aXy5Ot8mDTP961jzWMmbrT2HHVdfXUknZywR3pFEbbypGSsD8S9vviiZBRl1lkuzx0uj685I0t6OMteahc6A/ZIyFxIOL4Fldcd+dWo5E1Z7Jnx3rikVD4rsM9EzDHfMUoEXyvMLCiD7TkmbpONoWRInPEJA/Y1EGTyFpwt8OzGzawpCfakrbGwi2uP+SPl8m+Ct7vIFRbPL+rLF+tWs+3oMUA62jSAn/MIY+Z+DELOWbibpU6e6aon21k1vzUkuN2Wb5O9llIv4kfLOKDLvjcpvbzH66tX24KC57TEtptfMzHRlx00EKHHNDzkAsXq63nmtxKUexZrRZplKjJIj5mYiNFZFYDNleUn/1wtbdbspedoKsuNCCtK+W7cr4qIO2CtNbZufKD7Suvts+tnz5T+cWPN17/2Zn1y+Xm2bBUg40SNFgkRovZEw4ypoLtKnPh2ah9xuKaHBKgQQ0YF+f66FgfGz8k5GKF7JUL3tWXF+yOWVywilWu7c7X6zhT5pM+jFYJxEntntVWtz2gSIqNgu7i7SDdWRL4Es2UKa5BGCXyH15dPH++YpQUxuc8PWkYySkhPkonxvn8nI46PX5zTXr7J6uXL1YWl8WgVVDUTKcEhh2KtmEkhPEwt3vG+O2P2p2eGNQUs8yGZqrdJM0SDVuwWKUlH9zdNd56o9uuFUoVlTcogkq0W2SxTGflLFdDlSb0o1fD7z8XhRbuVnimkK3oya1lXCwkeRM0SrhZQl696L9yrlZQc2pEA0oOFed2N1SjQObkDFVn8Igtt9hXrkaXtl1ZAliXzsh5WkysLAismM3JKbpEek38B1fdqytquZAuOhgi5yA6tlQnBWU+z8R4n4A9fPuMtd3TaTaLqFCGzWTx+ZU6KTPxJDkPuyQeYefOq22XF5iMIIIwlQWoeKuNkHQqTiQhB8NseHVF3m4zKpPCxUxSzoNiutuhNBEkhKy5ZPzsX9/64pOb9+9ef3Dn5sN7tx7u3Xi0d+Pzuze+2Lv+eO/Gw3sfPrp38/G9G/vuf/W/Hzz5+sGX//3gy68fPP32/pOv7z786v29B7+78dGv3r31yz9df/vPN3/555vnfv1L53JXPd+aO7s8u9UBN8vsmdL4qj/cc8Y6wUijqDWs0rML8POb2XNLs63SaMUb75UnOsFU048HUn3BLl7exC+fT59Z4Xaj7Go42i5NtINTi8VcBe9teP6Lz1LP7eS3F71tz1p3phfcuXYw07WzZabVsWovnZUvnsXPdKobxfaaBW4040ul+ZVwrGHO+GqjaZ290LIuNXM922kqYZOf8PkTJXUgLIwXecWkVi+0nUuLiWak1IxKi5svi6MBMRwQg4GQEqilrUr5fCfdCAt1o1QlUiF/ymOGPXIikuJsuttSnI1i3CYQT6w6IFFEJixiqIBPmOKYAKgWvH3BpV0Wsig1xMoRzbXlGRvPNtQZn4EcrlQ3Xnup1Vv3CZOTKpxp5oQan/TQmAYlQilbgM6uFTfOlFAFp2oqrICaijIlYYpD4zY3FdB6VXztSq1R4XhDxAxGEYBSV8jLQE7O5ytc3kR2Nr2FponQIFXms0wi8hi3ws6TScAisgFpVZkXL4SBg0oaQvkaLSPby6xsAQAHcGWNWmlvXX1z+8prpZ1eZbX4ypXmpfMl02FLdZOg05aJFWtqnExlTTxhUWKRvLxtVxyGFCBGA3gqVrThHDs3gcVjAjwrgNU2v7vhCiwqyTivIRgXX64Tug6miHm1xOE2XK2inRqDECnGQPACJMvpza4g0imaB80Go1aR3S1ruSaybJ7SsPnsnKaCmg7Gc9MAl81bkFUn6x368jmn41CSkBNsAmZSnoF2y3genKY1UKhh1UXmhS3NlpKiDIpFDCXnF6uUr8EgOK95iBiCtR7z/Gm1LKNKAUCEdB5PhD7kSFkQiQkuYrbQF58Vn18WizJgFglcBAQ53gwBGphnedALYdZP15eEM8t6UUU5G8wLiTgVY01QoTIsm7GqiFlnrIDobetnthy9QFEqHuOycSamFfMslWUFSC/Dag24sEOdbYtlFXQNME8n54lp2czyVALG5i0fBj0gWOGWW1JBzUJqdp5IzmIxphCXiBTLJds1mAzh+hbdDTlFQVg5n0HnY+gcq2ZwLEkw6W4Z4gO4+6zYa3KiBlMGlKfTGW62UIYYLi+p6CsvqX95/62Hezfv377+4PaNh3evPbp349G9Ow/v3H68d+vR3o3Hezce7V1/tHd93ydfffPp02/uP/n2/pOv7z/5+v7Tr+89fPr+vYe/u7X3q3dvvf3n62//6/V33r353C/f1hfLqztLtau7wEpd6IWVnitvtMC1JrzWSy+X4orU2Vxaevk5fqWJB4FUKdu7W0SvUtjp5toWo/PnX9p1Nte5WtDoOsFSjd9oga0ye3oh5kqmZz//2q6x2sQqgV7WqzWrtN2AqkVhsQRUVcGSn7+6aTRDMrCYuu16Su9sM19S4WoRWfOnXIYuiusb5WjRTikMbLKagdbWrDmDTRlCsuKkFOr0lh+1rZQgElqBKxBBT0lKcELAk2VtliP8mh72ijlRzJgcIkGNXiGnoDEeSYf6rASbFh2URIDO5jU6R2aqJZow0Xk0nTHlGA/k6ZzZlDAZzsrYlIg6NhmW+TQK0EUJroqQx3CO2OpZrZrKiFhGobJMtlqXQAHMkVki4LIKKLt8p2PSIgKZxDybRvisaDEZMEPpBOgxaRWrLRuNUKElMqdgGTqtOjBJ53A2rZYoxESVkK3WVVKCEAtN0mlEyWtFDEdzqklpEYA6SG/DjCJaNGDUopIMwFpAoZAnaKDU5sLT9bUXXjv98mvLl5ZLbeX0ef/SxZofCnokJIk0xaQVBc8BcVrNUz4C62ipKfkmxbIwTGdm8/OygtJEOpWeoxQQVjKYA64sK7ZGSUWCUIEUFsPNhKjkUBZcbhFqBSDWwKjL8RIseBDIz8XZGdlHZDqjF8ALG0i5A527ZLXbnKUBmJycyE6m6BlRSILArCwlnAbqNRjDBzYva5UqLetZyUFT4FxCnOPNPIpkLB3sdaHqCnHhkhl6iGVgnABBYIw3U6KUQ7HkajW5Us9Xt6VLzxm+RdsRh0mpND5ZqKZkOY1QiY1u/uwWePUV4/nTajVCyxEMYNMpaVoJMySWoqTs+Y24Wc/v/MBe39K0ECtEYIJKZdyE1MthRAwWEmdO53rbklXHn/t+eXunXPRJOcBnyPmENSPWklk2CajAWidbWiJe/p69s8R3y0TZRxPIdK4cU5sogucwLr7VSRk98vT3/d6Crro0qUOzSAYuJbRGBoDTAJ/q1HOlDfLi6069KesljjaBCXQ+packLweiKZBNdRpJc4O4/DNvcVlTyjzp4jkJIMOs3qMzCoh59Mqu88d333l878P7t289uH3z0b0PHt+98ejunUd3bz++d/vhveuP96493rv+6N6NfZ9+9fVnT769/+Trz558/emTbz95+vXdz//2wb2Hv7u+985f7rz9rzd+8af3f/nutefeeYtrB82VamXHS5lsyrVp11g53aR8DbYdYqURK4h+o9pY7xCagtum5Dpup47oolj28MVqTpfKSx0u8GBNQWw7qBWDjgvStNAIgJKPmWp7vaGVNExTQVM2XbnUMrMSyfgu2rQzJlPeqBVrDmIVoFKBMWWv7hAGy9qqsuHmalxGp4W65HRlQCTTMpEUACkQaBVjFLLYUjMWzrcLQcdGBQYsMCkawDWSFnCCo4o9MSchqK84PQdVuIRGTdC5rImxBQLj0VpTzKsZyMH1lprl4biYjxPpNJcRDBxj0KBKhFEyo2eK2zqi4/M8OMcCc3KOj2iYJQo+tXQOpho8oJHBilXpWJSMZkVoEsnBJspoGMpDW3VQNbPCklreKuIqjhTJKSI7q6TJCE4QGUEFSnWE9PHtl0tBS8eLZFpFJugEUUJBGc7JwHYrKxRz1oYcrFioicAeOotls8WEWIFyFCKZUFhKqQv87qtlv2NqTZHysISYK6wxjEUDIuS3sXAzXL/0yuZLr5557Wx31bz8ZuPFl2vtBSVckqbhGFSY4jwgi+UUNb6xlBDr2OKzBdPDCB3OU8mJ/GTWzOSp3Gx2XrHTBS+pbbE7l001xLUGQ2hQWo/b2yBbAHJCbrEBC4tZ6jeUtcVjGk6UCFBJis1YtIzAEixb4M4GUlunL3yvuLRT9DsiUsjMAONibwZT5qaAGYSeU2pItCmHq+yzPy231wyvLWoVLC7OKetxvQaDeE430702tHHZfPWNoLkulhZFrgBiWtrbyXBKHmQyUZgKm9Tm1dLL36s3lo3WhkbqIOLEi5s5Xk+jcrZUyi6skm+8UX39auncc8bCIplhZ6goYVUzmJxD9TxbzHjr0rMv+efPB+0zRa/FJPkM4GS4ci5XyKWMfMoH9V2nes48e6V+7nJ3YdsuttgYn0CChFxJJdRkQk8DVr62Lr54xT19xt7c1KMymeCTGSdN2zDIAKiSRPSk2OWa215l2QvbBm+SCTqbUhKQNp+nYyluLqZn2GWhtq3VFwu1hkgYuUk+PiOn80Ic5XKomJ1T54EGotZlJxLKNRF1uHkbmi9k0lKesXKMD7HL3h/e+83jj24+uPPhg9s3Ht+7/vDujYf3bj28d+3xvRuP7l17dPf643s3H+9d3/fw6bcPnnzz4Ok3D558+8mTv3/y9Os7j//23t7D39346Fd/vfOzP9342Z/ee/vdD57/zS/4VoDXHe10CFpiItDnDY6PVMUROKOwsOECGse2fXunnjd12DVyMsl2C4SvFxxzZ7eYLTL6ZpvrBlldzRpqtsBrLQOShWK5sHlaS5tCcKFndMqUZ6GOkJJxZUFDVEkO7Weft+mGUH2lSvdCKHKASM/alL1jsK4k+NLW1SKxYqcqYnDBKWw6GYNKa/SECErLCmlzlIQvrZBslYmu1IwNJ+dRsy43I2TULQq0qDke19oMYtP+Tqm0U8+5XNznxziQWEOxAEwwYDFkszZJLPPWhpkq8jEbj1F5aSElN4k5EpAcQAyATIV2Tgd4oM37QkzF0QYqbgoxBcsUabTOoCsa2dBaZ6NwM8SrhaxJzXMAv4bkXCwmwIiPxX1E3DT8s6HUsaSmOssjSQ/Nl/FpAU4W0LSDIR2x/WxQXQ+1lpa0sQkNAapUTIdmNSRrI3MeSS1a2lJRrkmkT02LaMqD8h6SEaF0AZ43IbKheItuo2PW2gUoYGZsOBsSiE3nNRIq4kgn2Lj80sbzV89///yF1xZe/F7v6ovtM+ei8pI6yybBYhws5uapbIbP5Iws2WKCJbVYZ/USA7DJMXQmriZjWHoWjI8j8UkNJFYEd7mgVTmjTCIWMm8DuWIOLGTzSi5vQ3MBlgs5PCJkE4EsLG9DeSsH2XnUgGQDzmt4voxxddwOCdfHUoXsKSYxzsXG6flJcHYSn4u7WOVcyVx3zK5SbYjlhki4+Tl9PiMn8UKWUXKYmsnagNRhrRrerBDlCg4ZqYwK5OQExmYBIZVV40SJ8LpCGKGVEHFLEF3MU06OM9K0kJKUtG5noha5uSx260SrThT9HGmnOD1PSilSnOMLKc3Jd7pMp0E0AnCrRlZLqFsBK9Wcoc9TzGwUQt02hggZrMpQbZJ3wVaZFsoAGOVhJwerKZibh41MrpYXFzCtjElqtmiDUoQDJRws4pCUQPAZRMnkI5RYoPESBsoZwYaQAM+VqWwJiyspgJ5Pm+m5IJ9qQQkvh6hpRc+mHAQoIXkzOw9NZeHpFDc3J6fiHhLT8ikhDprZKY8+5aDDFjwuJCg5EXdgZrf0/vU/3r93/f6d6w/u3Xp49/8/Hj+8d+3h3euP7l5/dO//luv7Hj799rMvv7n/9O/3n3776dOvP3nyzd1Hf3t/7+Hvb+z9+r1bP//z9Z/98fov/nT94v/6FbLaLOyWolcW8XoId6K4K4mbRbZXhPzi8k5EVE3j7JJ7aTO3WAfbdWCRwv4Eg80i6ZfC7TZS1/1LHXd7hezUwMgDy7J32UL8glBxo9Ua1gzLL2ya28v8ah1vl4myZp3zyVBhS7axXCZ6kXdpQ9td4Tbq5EIENwrqlks2bKLm4t0ouWInl2xqKeB6IVnTUyVxxiWhNpcq8kmTSrnsfFklVzvsSpnq6IlAHjPI2Yie1qnxAjkiEzNFLtNwgcjMu9ycQ52yuSEfGbZyCSk/y+P9Ot3vMNNFEVK5BA+NydCgCo6L4CSbGiPnT1Lpfgk9pTOAhmdFbNQghzRiuIBPKECMzQ9wWXjJCXbXczUt4zKUhU+q4IgGDRbgCRmep/NDXOqEB48HzKyF8RoBCLmRQn5QhkYUKCblJ7jcCR0fr/KjZTKto5QEDRu5fgM9rgGnxOQEmRzms8M2PFzCxxwYVTIzUnrQoIYsfFROJ9D4PDp7ik+M6uikTRIGwmjZQTM34CInTWBczkwT6eECkFmqrV+6snHppZ0rL55+YZdeVuEIUsxcws5PlsAJD51x8gkuneJyCR9JVuiEi0BKEufjc3pm0kLGdSSv5ObZmXETm2pS8z0yEaGkkUTsbKxKTjbpqSoyV0jFpPiEC4xUmNEyFfNzjJGdLiIjIT7qgMPS3Cw+M0snRyTglI2OhnBCS+UK2ckyMdBkB0rEYBEYUlKDDjRdZq1GDXC5YX4mxcQAYf6UnBkspE4JqRFsZhadnWRTA4XcgJA4Sc3C1BzAzU1KyZicjXGZGJmYZeaSGpBy8WyIglaOttKknecqgNFANB+h1LzooIUyItcgqQILAaz5GF6G4RAqRCiup/LiDKqn2DKmt5hShwrrULWSc7tMdZVvrRCNFhxEmd46vbEkAHgqGeDZHoE0ILJJpLpMfJFNtfhcCY1buXiVSi+zqQ6dibC8C+QDIlaj5htkrMbEq9SsA89WqXhbnesp8y02VsOn2sREh5lsS6ea9GjEjAXMSJUc6jDjTXI8wmY8fDbER0vMZI2NOdhEIT+spIaM/HiJHo/4sQAf95HjAXIiJAZC6qBHHHOxEwF5uMYCO8G/vPvbB3ev3//wg/t3b96/c/3+nesP7956eOfm53dvPLp748Hd6w/u3nh87+a+h0+/efD02/tffvPpl998+vTbT55+++Hjv72/9/B3N/d++9ebv/jjjbd+f+Pnf7h+5Z9/Z718UTu/yW12iVaEN6xMzci2g3zTA0IrV/Vj5eJ8qYSWArLiQbUo1/YTnWK+4sK+mXbMmbCYaJXQaoQ6ejay5srFeMXJR3bKUKY1da7kzzUr8xUXdPiYrcYiJx6YOZNJs/i4JMwY6mSpmCoVQZ0dUanBSB/2CnMmmRHx0QI16crTPHpSY6cdKScxAypyNKKPm9REgZqjgCE6ecRFjtrckIBNU/kBHDiiEgcU/LgKD1G5Y0z2kI0f9NmjRXKYBfuE3H6L2KeB3y1khqjEMSJ9QAf2Oeg+gznOw4eZ5EENfcaADrLpI2BiPzhzGE8dkOH9BnpMyw2zmYMm+B0L2qehB3jgGJHcJ+XQdrfzwqtDTf24g05p+aNF9LDHHLSQowXoCJs9qsEnIu5IQPeb8DiXOqVAIy57IiD7I2rAAo/q0NFy4Zm60NcQByN2OKT7a1xfiezz0eM60qdj/RFzrIJ/p0b2len+CD9apfvLfF8JH7ThQQUdMMn+iDsYUf0l8UiJOR7Rh8r8/og8FCHHPfioBz9Tl+JLrfXnrmxdfGnn+RdXn99md4rUhlxYYagtEdwyJ3r6qa44USWma+x0Tz7VFEZr7GwEJCJ4psVOtcRTTXlsQT7VJEaXtNE1ZXCRmWywU3VytMMNLmrHl/TBJW5wgR/q8sMd8XhdPlHlhuvUcB0fqrKDbfZogzhWJod8cqTETdQYfFGhlwVqRSYXC/Nd4XhLPNSSTrSYgQbVXxdnFgx1uQp3jKkmMVYnxmv0aI07FjF9Djyo5U5q4AkXG6xzsw0+3+aYBZbtkLNVZtTGT2rYgIqeNKhRj52s8aMtYbzNTvWY2Ro53eJGQ3TUQqYcdDhARqp4tsPmm0SuzcILzEQdOx5CJ+3coJY+qeaOa+BYSFmnCxeeL+xe1lfOc2wPHykzRz3qhJnvM9OHrVy/TyA9ne8qZEdi143MsjJW5Y/XuIGA6g+wgz60PyKOVEhoiVWXBHq1gHaFsZA4GRFDZfqwT37XAY+56HGPArq8tCyiK8KpGtpXRobq1GCEHXSwwxbc50AHQ8hcpbQ1AVnQZj1qwEaOO8QxHR1Q8/1atl8DT7j58rqor4p4j09GyIyVT5dwpo3PRdBwCRupYaNL3JXfvv743vXPbl/77Pb1B7ev3b9z7dHd64/v3vj8zrVHd689vHvt4b0bj+5d3/fw6Tf3n3x9/9//+/6XX99/+vdPn35z5/O/fXDv0e+v773z7vW3//jBW7+/9rPf/9s//P6vb/3l/TO//ulIXR8v0CMiftIW+4vicYUaYoBDeP5wgT9oKAMFeoJBhkmsXxX7JO6EwQ8pVJ9MnAjN/qozUtKGDXbQUo8EVp8j9mv8ERbpU9g+3zzia/2eMGgxJxx5INIHHPmEwvRT6HGROWwXDpWNYxVjxFX6q8X9Zfu7vnzEoo8pxEFLHo6cU450ONIONI1DkX6kWnimXjjgK30m06diRwPqO3V2X0V6xuf6bOK4y+93hAMqccinj9h0fyQcrkkH6vy+FrOvwj1TF/bV5X0h8YxPP2PR3/WE/go71iD3l5l9Jfo7dfY7Jem7IbPfIg5o7CFPPlHVjpTE/RXuu3XuaEM9UC/sKxH7K9T+kNvvcwcieboT4qfLw4tyf4s91qCPtLT+tnakyh6skocr/LGqMtmQpWUp3ymMtwsjLb2/bhwq889E/CGfOxTyJ+oivi7OL0njXWW8o53sWMcr7PGIPubyBz3ucIXM9ChtU0osqbHV4mhXHWrKA1V20Kf6bepAyA/WKHaJmWoIIw2xvyofbBgHy+zBgDikY/ttYF9ATLeilWdf3Lp4Zf3FZ6/8oPvjH1Re+n7j5ddL25e89KJwpEHsq7EHI67PZ46VGXOVN9ZleJ3LdrhMU5tvCzMt9nDIHfXY/ogcrxDiIgcvsKkeM16lRqvS8aZwok73VYW+EjsQMc4KU9qQuQ2VWhb5FZVdZMtbBNbg4yV6ukKMlcDmMvPCi+76i+Vwy2Ibqlyn6DY2WQbGSvmJEJyrCs5O8MIVv3elEj7fEDYtYkG1V7lgjUzW4ESIjoVYsk5uPGtvvBieft5b29W5JiN2CbECDevwoIEcU7PxCF44WwzPO/SWmW7wqRbPLZAxBxy2gT432+/kOsvs61f9My+Wa7uqtcwlDWyCTw0KqSEpd1LM9LEps0v+4Z3mP/988c1Xg/qqigdYowmM6amTRm6/ljpiZ+lFrbPmP/9m9/W3TtfOhkRdQkJ0sQnGXWg8hI+6wAEnu7BF/+T1yvkr1cWzpt7iYY/uVKGMnRgywZMqcFzJ+D3ylddL65cqSpsFfYTzct0wOy0mxwqZfjnRL8fbXfL110orl5pIEUlZhBBgpSg+K81NSqmxQmZSi7fq+NWrYWfbVCOKtGFEAyp+zmlTaERkI1ReVX70u394uHf909sfPLh9/eHt9x/c/eDR3WsP7954cOfm/bvXH9x9//6d9x/eu7HvwdOv73/5Xw/+47/uP/mvT59+89nTb/ceP31/77M/XL/3zp+vv/XH93/2+/d//rtrP/zje+d/9bbw8lr/qj204J/oRkcWgiPVwiFPORCox0radM0CF7zxNX98OTi1UDrYcJ7x+EMht99X+hrG+JKR36qMbrVGtlrjq82jzagvNPqCwkFX7StrU201u+KPLZYnlhr9C9GBqn04MA5XjL6qeaxmZjpGfD06uVGZ2KjOblXia+5wxzvWco82rMPl4li9qO14zFY4tO4NrVnDPflkSzkcioeL7CGXPRSxRE9E14yjS/ZIWx/sFo93rIFAPuqzx0rCoZKerQj+gnCqK5/oqCeaSmxRGKmSh4vMwSL/jMuOOkyryaCLhaklfbKtpbr8dIM64NIHbfGAyeUi2l3SksvW2LI5vWBDCzqyyh2KsD4XP1LEDttMsmq0VgVnS4fX7PkFNrWgFxb54hJzNML6ffywRw7ZcKfOrp0vW2fLsYosNiW7QhzT4D6DPGARw1ZuqUZtPlcyz4fMosk09VqLICNkwIJOmtjRIpi0Mhc39O0rVWs9JJqWVyFqTXTWgqYsaMBBpvR8UCGb2y63YCcjgYyIoIkqkZwAACAASURBVAyOS8lhLnOCTQ9I6bnI6D53Ze3iS4tnty5fKP7q9fqvf7n1vdcqZy6FeguoddOzdm7YggdNYlAHKzX6+eeClbO2uaw7S65fQdv13JxPzDjElA3GdGBxWdp8wdWXebohKy7eKWWmtOQRMdkvpAcKedqCXrjkrV+I5JJQWffdmtANkV5PNjoMXifoJqmXiR9+r7K7a6shYVf1lpNfa8Jul0EiVK4SuEfLi8qzF4pv/+LMpVfXWxtB1LFKdu5Mm2qv8WoZk6q4XMOvXvJ/8eOl06eL65tusSwVjdRiBTardMaAcR8jTGD3jP/qy22nwUo1WfbxxTATlVHah2N+FixhhQj+6fcqb77UrXbEhWVDNTgYn6dNiLCxWTGd1HNqBfntTxtvXS2tt4RWR0PkvKjESl0aUfNxFUB8Ai+xjZ78kze6P/reoulRgsdAYk41ZpfWeEZFQQuBa2SwQP/6jc75FatSpt2IAaUMJyTrTRpVwJQEAEXUbEBvvVzeqvMFOS0YUB6P6VyqEbA5MhUXMpAGqxXq9ee9bplHsFlUzueotKnFmiUkR8wDSgq2Qc4BXjhnNDyUoXIYl0lTCVxMb3UlmQQwHnGWnHf+8qtH9z749Pa/3b/9f7Hw/oO71x7evfHwzs379248vHvtwd0PHt69vu/Tp1/ff/LfD77870+//K9Pn/z3J199vff5k2t7n/7Lzb1fv3vtl3/4t7d+/8Hbv7v+/d//tf7y6dbZgLm4mL+0kT+zbOw28C13dKkystIYXomIpr6201Be2YYurgObLe2Mn18pTveKI53iwIKTr/G9rab5whnywoq4Hsqr3lQrnG64kw13qGowLr+829Vf2MXOLAnrPrPsTrb8iU4wsVCeKKlBWWo/uyK/uIPtLJmb5aVlhV2J5lei2QV7qu2kSmZ9wT19oe29uAivREy72O7y6ZAd8riTRXbEZwgD6SzY8tlqvGxDFbnSRWd0bKCAntDBfhuP8bnAJhqnQ7Rq5n2lXmKlgJz12DGDmfb4CZ2QJfz8uVCrKLjGVcp4IYDiRX5UZ0eKTFyEPZ9fO1+BAwX1C2ok6S4ENegJG5k08JjLpWyRs/C1Tadx2sdMjGnqqA57NiY1CvManjC5eYtiLeLcucCrKvECxpmoZcFqnZ9XoFmLSrs4LoHPnQ2qLRWT80ogUFwyjFC2TE3xQNqjZg241GQunveVAsHrBCqCig7WG0KKz4I6DhcpzALPbagFnQIYGJXmMXTKc1CYzs6AiXkpP+/rvfOXN597tbO22FuSvn8xfOv1di0iym2TVRFTyHSaHKgCKZUAHAq3gEs7VrvKMiJouSxCp1wTbnXkBJdHNRT3yGKNubCjS1KWUwm8gLBIzC+hCT45QaYyKgwI2c4i06pzDAUaRYbTMEYD19ckrZBC+IzZE4w6tbUqL5QRkp7DTBTlc50atdhgICxR8Gi+xKotpbdivXllca2uyyrEBzQj55shvtXjSSxju6TWEFod+eoZ1yzkdBWXDQam4r0y3A7gDDwn+QztQeUOub2gCXiGV0lUgAVx5vwKJXNzEJtUI9SNgMvnpGeXFY3P/H8ku2eXnQdhrr1VpmqKps9oNGX38vTee9/l2b236aPRqLnbgBNIo8UETsghEIMBW73aoDIjcxKw5KxzggvvL3o/8Ceuda9rXbeZhmkVhbA1zUgoQioMx0gL1krQlSvK5TZjS4Dh4gk6iQiRRplgsTBGJ/E0JRXZQpHa2klf2sxaCsDoUIJJ4sJqs4ySWJLgUkKBybWYd6+lDxta1kZtF05xEZiLelmUIoMIHiNsjCqh17a13SyhSHFKSsaoIMoFKyZGgmGci0lWgnLB5o5RcwmBiCBcYh0Nosx61U7i8LogRswsAhhQrcc1fVqSAEyKpYiVEBN0XdygIUsFLlzNvX/zZ5/+7v7xo7vPP777/ON7zx/dff7o3h8+vv1/Pr7z6Sf3/vPj+//nd3f/8Ps7geP//ur5i6+OX3x59OLL45dfPvvvL3/3X//37uM//PL+45/evP+TX9/+l1/e+dGv7n3/lx/mrm3atfTBu5e8S126Xsm1/OZWXn61m+g18UvdSF4tVf3Lf3OJbeeZUt6vW5XdinbQgPol/EJ31WAL1cLFdy6LHd+uaYWqae1ViVaOaZSgbnGRpnu98sZr22Q+7RTVQtlI71diRQ/rVJIVA+DI16/0GocdwLb4ZlbMSFsXamI1jbgmt92M1Ww4o+3tlLaulhIKg6V1XIBqJR71hRWBiRa0czrpF9VOz0sIJOgpOA94PguY+DIGhk1qSQR4FW9v2JRKxSw2wmIZnzBK9DoSRww2aFIJCvRqmujxmMpEaEjRES8rrEDxiEavmwxuprodXRBoRKITBofyUL7GpgQwyWNQjg8ZBCxD2TxVKis4QSAaH1RITicyeSmJpjCBSaUl0KYyNdNxuKQERziQZVN5n4PwJMwzSIaN66BZVUpFmZFShInF8KRhIqqNpqAo5hKAR6JpqNIzLZ1nVDjFgTCbKrg4SiQZAdHyZFxPKnnCdgiIR2JMfA1aQ8U4waRSUFg3QnRVbVx9Y+/1b7Uvdks1fmdHeWs/m7dxLcuBPAQy8UKOJIkYxgFMjkzocLZMV4s0r2Cqi0XoaFKO2h6CIAlBxvQ8RZpQsy47Oi7JOMDDYTiiaTECC6aQiKiDkBwTimi9wdkaWS5SlBqKcyEzhxkyzKtAr4s5ZaSzrzbrrKBEOBMGqDihxJwsSHHJQoWqHgiZlpopcFdeae81bMdC5QIOqwlKD9lFiGWAch7b3GKZItbZ0RwT8dOwaaaSRJDU1x03TnOJto8U63G+hXa6siKigg6jUiLJrUqZkMSFWC7ZbaTKtcSV18VrO1LBhTtlGKbCi+Qi6ayKTAyjku16olCPXXxHvdLXfBs1XDCCrK9T65QDshTAcZELO0h5Q5Fb2Nb7yu6hkbMJIYNFqfAau8ZnUJZDOBnYayKVPv32t9z9jlQqEuk0HIJWwsIy6SZRMk6zsV4t5W4Qb3zT26xwbgbGpFgQXo14q4IZp6CILq6+046kO+Thu24ph8pCAmCA1dRqTD8v2DEUjhpm9NJW0OyBr76r5TO85CRhKx6iV6R+NNNCCDauesm333I/uvmL408eHD28//zRnb8y4g8f3/v04zt/+OTOp5/c/sMnf1UPdwPPP//L0csvj198efziq+cvvz7+/Ovf//H/3n76hw/u/f6n1++/96tb771/50e/vPvDX32UfW2XLlm9/bpRMuK2BmfdatvL9W1ClpTNeqLqchmtsVnjHY1wPcQ2672i0/AgiZeatXhOJ9NGoV/F0yKcESiLanSzpCHQkip3C+sqxTt6tlulTBW2aNXmyy03xVC4KfNtDRExp+z43Sypc4ivpXRKLpispVG86G36qYYRtzk+q9Z3ipgjxUwxyKOCwciehFOcXslgHpYwoXQnyzhyVGPXKBAyCEglkhBsehSrASkFz/RdxiSSEhlksRCXYCwUIEHLY8pVPCgD8mWFSdNhHl+joRCVQG0cpEFFwYslNGEk1K4ipRXY4MMquoCFoCxFKTQm4O2ewBSZCIcyRcJsqqiIUzazzgPn9RTtEwCdEly03QPYAlq8ZvMuH5XhNQZcY4JsBsRpFBHxjTrEp1O5i1qmY9EODWfIMBYD3ATlYSAJZkpwrQnxHb55LS25DOYgSTYeVuNyC8UFkOPBg1aSyUH2RUXzmYSCBOnkUuo8kI8AfHIZXteNVbkkF6+9tf3qN3pv7OdqzOYl7pXX3FyOzJXIBBM5J6xyPkjSKU6IbxcA0Serr2lOg+U9kimSK0wILYW5IgwSMdOJv7EXz/bJjSu6kcZ4Cw0RkfPoCpgLJ8kEAIXafsjIRIqvSN0dW8yTVoeGrSTqRzM7FKlRhIFvt+B0gzh8x9/ez2UanOkTKSom9yGtBABMSveh6hWxcinX3Je//S+9/o7vd9RMgwbFuNVNWS0UksByDb64geQPsMtvZUyfzzY4zYMgcSW/n9TSiRQXaRfjjVbYf5NpH7hyjlF8FBQTqBV2uwDBJxAp6pej1Q3k736Y+c7b6UsXhf1NNomth7aWtH9chahVkF53y+cLm/F3vpt981W/v6sXK1yEiCBpQC7CUSYOKQmxAjbfypW+6Vz7de71t0qdbUeryat8FMkklBKWlFKgBkiZVOlA/pt/KFw9tDZ3NStHrjBh0I+JBSBJRUExjjvx8p709ruFrT2n1uFRLbGOrrO1COcl4ngoyYYIBdS3ud3X9GZH9vIUIgJBPMbV4rSdCJHrETEcM6JcE+tdUAplzspTsA4GlRiSTjAuiqhJxIX0fu7G7Q+OP757/PDe0cO7xw9vP//k9vOP7zz/5Pann9z+9Hc3n39y6/knt//wu9uBo8//8uzzr56//OL4xV+evfz/nr786nd//L83n/zh13cf//zmw/c+uPmDX976wS9v/+BXH2b+5moib2Svlo1+GslagKem0hrftRld3drOtQ8MsiTVXquiWRP27KguIhlNadioKLf6uUJP4tuq/3oO9pSkra8LGJSXME/GZWV30xbTuL7p5F5tJDwrlhaDMiq0eEjjYZm/fCAyLilt5/MXK1ROwWrpdZs1r5h8QwcN9uqhnt1JRwuGe1XqvO4nM0IkI6zQMFTCpLIcp3mvpLp5CO9T+csFIq3FPHaBiMfLEFGg1zAsm0N8HyarcuGVKuLTyTS9wqNrNkAVySALEx5WaKGxImte9dCyFMrw5yQ6aIJEG1/joaSMilkYqrKlt0psxwbKyrpLr9op+gIVNtGwDBAlKl5XghlR2tecfRvJsoQvrks40YH1NhoUANCCsxUQLxP2BV2v64wvrypYMpsyN6C4AAUlCLMx2Ofy+3Z+05WqIlYSV0SA7EBohg0yEGoDZBoierqzn/e6jlpT4zoYySTQGgqoMKrAiAFFsizZUfiWymbFqAAv4uE1I74iAutkdJ4ML2e06rU3dq6+ufXKxfrFwtZr2de+Udm4aPR2jXUpFfFiYglNygAgJ3CDwMps/oJd3DLttioUpDUlnsonkDQQ42OgCRFpWOoptQPXbctykV4XgstsOOrEV9lEGA2G+PWgm6QajFkT7AIl5YlkBo6lE1gBIG2c9WjCx7AqwbfZTIHyc7iQToZNOJqFeAemNZAyk2SNaX2j3nsrf/mt4vblUutyLlPnEBtGXFBwYSWN6TmEyONSF69s6IWqVqiLuA1CapS2o5QWx9UoYSYBP8W2Sbujp6uyliUgDUEtSHDimJIg1BRlA1aZ6HWFZo2r5Km8j6XEUEQOpaRVmF5FmPWwGpablFdlbZ/KZ2jGhkNKfEUC42wUYSOAklrV4mKBzu5a6ZZQK5G9tqBXBTCLpbxkyojASgI1QcBPKru036YyDlzwCSkHxDORmAPFpCBMhVEjkcwn1R6pFTHVhPwsQLmxiB5PatEUvRqnQ6AaSygROAdAeoxjI4YOwGo8IkfXxeQacn4NXVoXQuEMECmT580Izq2yKrDuQMtpcMmCz1PrcSq86iDmldq9O78+fnjn+OGdZw9vHj26/fyTO88/vnX88a2jR7eff3Lr009u/ZUUgaP//urp518+f/Hl0Yuvjl5+/ezzv/z+T3++8fQ/P7j3+Oc3Hvzog5vff//G9351+3sffJj+m7cT3ULl2xvmtRa6WYVrPrTt6K/k0bSjdwraTobdSRe/0ed36lS/HEvr0p4nXSrFPMfp++6mq14sF9/qy/063awmLFm6ZFItE3AMq5knCoZ9oV58tcf0yngtl8rx0lUjVTbDnkxUnVjJ0i6089f60nZeapcSZZfYd8mOieZlpp4j+xViv8xdzBT28mJNB4vsko1EakTS51dFMqTR6y4da8hU06Z9M2lzcyK07uGrBr4sonMCPK3gSzkxlHfBvJBwyUWDWDLQZQtZEoHzDDArAFMKPCNSUYeFTXRRQqZldFaB5rjkAh2fZBMLHrfqq+G0AKvYspic0oEJFZpX4DUemJCgOV9iNpuRih3McqRLhJXEnAjMKOCCAgSlVEiAlyR43kYWXVB1IE5FZrXEpJKcF1LLYmKZis/wyTkPm/fhkAWlpNiiDkzo6KQKL4upCBld4SOzanxOTCxKCUpKomRiiY9NsmtzZCLExsL4yjQXncqiE1ly1gCjVHhGBEYc+FQaHjfhJTQ4qaaWu27lyivb117dunq1/9qetONxNTyXQ+k0tGBDcza4rAMRIR4Ww8sOvFagoyUasiHUSMVsYCkLzmXgqBaP8pHzKricQaJ1JuZTuJyC1eiKl5rJoLMusEitLSLn1rXoihQ+pwTP82sceh6jg2t8aJkLroqxOBeJyonZPDzVoMdq9JqeRI3Eopc646PjWfCcEV+SojNmbKVAmq0snZXXBZAQYpYVC8uRaSF1VgivYcsEuR7k12b18LyemGfCIBNChWhQSQa1VFxKhvFgmFhfFxNLGjCrpla5VZRZTUnhoJxaVZLr9GoEOZcgg0E5HBEiSS6coNZILoRoiZSeoGyQVGNR4nyUDS4Z8ZU0vGykwnIcl6OrWmTJTK1owBIXXqRWF43EOSW1HFtNFmhsm+ELKbWGsT0R3xCwjpAsIXAGghsovk2QWzjQQBAPYEs41aOJLi20eNRNxvREtEgku9xaiwlWmFQWSpUxqEknWly0jQft6JqSDPn0ah5bsFKLWnRdCCfsRNCD4xkc8NBVObGgJBZ8eKXKLpT4mTyxnEXP55iZMjNWIYbz5KQHzzngUFXUX+08uP2z44e3jx7cevrw+tOHN44e3Xr+8Pbxo5vHj24dPbrz6ce3Pv3d3U8/vhs4evn18cuvjj/7y/MXXx+//PL5y6+e/vF/7h798YP7v//ZR/d/9MHtH7x/4/u/uvm99z+8+t6PGn//Lfpgg6xkyJIZqWXWq168mIXyNphVFtLirK8v5U2yaKKeEsxoKwUz5FsRUwjb0npWP1fKnau4ZNHGTCPomatZJZrWYioXFphlXTrv6OtZFdK5lMyGM9qipYccKaYTiyK55Gkrxeyib0Us5jxHTmf18by2lBbiGnxOhM55UiijzSv8tM1EZfScDI465JDNTsrUMgnP4/FxjRrJSSMuPa+gU0xsVCOHNXpMRmfo8BgaHlLJk1k+4HJjCjZJJIY08rRFndKQszgwAUaHRSjAJgJkfJqMz0LrE3hoiASGUXAcTQyA0ZM8MGjiAZsYkuCzVHRIBE+6SMAhTsngCBkaYGIzGbVy5dVku3AijY7rwJAKnfLgUxn4tAsOCdFBARhOUyeL9KkCvZDBZz18JIeP+OhkFpsQUmN87EwGOV3CT5TRM1ly3MZGfWK0SA9mkVEjPsauT2rAqIudEoFRDZkQ47MCPG0S0y45ZyBnlMSYAo757OkyNVBkzuSwyRwyUqdO1dmTVWKgQA9m6cGycLbn5y9f2rr2Svfqa7VrB+COF+vwaENM1aTVtjzd5KYa/GyWOJvH55vC2ZY00ZXmq+RyCT9Xp1ZbfLAnrWTQaRs+W2ZmGsxYgxotU1M+dLZMTXWEyb403WJnPXzaQ5by/HwOH7WBcQuatcFFB13OMfM54qwHjufwyQp5tsUP1+QTDel0jRupUGN1frgtnagLwyVqqEIP17jppoDXsgs2d0qHx7TYmBUbdZABEzqpxYfF5AQNjOnAuI+NZslZh5pxofkMuZxnQ0XpvIaeZZNjPDSXQReKxFyRXfaxtTx6LgMvZMhJE5mSwwtCcE5LnssgQZ9eSSPrPhwq4ssZLFLignl+0USmdHjeQpbyzLkGd65GRlsUUMPPZZFxBxxVgWEFGNaSoxY05aKpGkNtialdJbInxze49ZYw25QGysxgGRstEmcqxFKHFS/w7qGoXhTxbfFcBZ+viTN5cjwNjObIs2l6vsAkOjzcE4N9abnCTZeo8Yo8UsCmM8CEjYx7+FSFSrbpZJVYaxKLfnwuBy8U2FkXm3XRMQ8by2EzBZpsS2Bbj3bE+Sw5kcZmyui5AjLqIcMuFMgh0xvaT3/93h9+f/vZw9vP7t969vD60cObxw9vP39069NHt48f/LWDuHP88e3A85d/+fTFV8cvvj568dXzF189f/nV4z/9v7vP/uuDB7//2Uf3f/Kr2++9f/0Hv7z5g1/c+NEvb3z3178Gr27MeMKSzo4awoQrjMrkrIhM0ZHTMhpwxYEMN+sySyo+YXCjpjBjiLMcNkYik7o4nJNPlOXxjDCuiZMZYzwtj5j8GZYYZdAJTzntCEMOP6tQ8wY76arThjyjsGMSOmwy43ltoGAPF9zJnDNRSA9UMydz+lBWPqNjIzoymZYXXGXMEoar+mhRHC3Iw2XthK+csPlBhRk3xaGSdaJqDFaNUxXldFkZqhkny8qZnDikI8MeO1pRAg0t0NACNeVURRks6Sc94bTFDmnMaYsaLKgzFWWsIgUqRKBADfpSIK8MWdSQigUcetDXlpv2et+eahtjW+ZY1zlRlU/4wkmfH8gQQzl2vuLwF7aXNjKBOhOoCoG6dLImBXLiyTxzyheG89Z43ZvvqSMb8lBXHW+4Y63MYE0a9qVhix3xuLGivNrlgL68VOdnWsJkWxmvykMldsTnR3xq0mfO1flUX5io8xMVYbzEzXb0xbY9XZJHi8J4UZosq+CGLG+o8bay2pYWm+xYXR2rcGd8biTHnikqE41sdv9g4/IrvVcv9d7pVt4uZl7LO68XclcLwKY301RHmvJEnZ9oiJMtOdlXEh1xri8vt/mVOjnXlqar0oRHjPjMcJE+WyHFHRLcJGd77GSVnawKw2VqPIeOZ5jpNDORppEa7u3y8Z6y0uWXavR6VYE63FoFnClg81lquogjbRbb5Fc3pYUmH2pJYJuNd+kzPjGRw6fz2FSBTNZYd4MKN9hzHfFsmZwr02NFbDCHjLjoGZ0e8bCFKlXeU40Ng9yUokViyifGHXpCTk0Y4FkVGDNieBPpXTHdA5PYFsJVIlymY3VqJQcu2vHZNDSbBfObzPZF1b6gyJui2OaSNYxvEmslYimHnPeAyTTk7UhX3872XnfS+zxTp9dcdFEAJ6TUrAONq+CwDqSa9DtvG2/9Q3Xn75rmRTtZ44A6YvTAMTs1ZCcH9eQpN7ZxVf7Wt6uH3yhXLhlonkrkCbeRnDSig3pqWIoGpHBhg3/3b8ubbzaJArNiw0gFFfLRYXl1XA2PCWvTWnTvgnTxzZx5wcZreDwDc3nI91NzSnTaTIyqiQUl3tvhD75Zal7OkkUu5ZK2C7XSiZCVWrGSc1Ys1hL+9bc/Of749uMHd44e3Hr26Pqzh7eOH9w+fnjr+OHto4f3jh7dPX506/nHdwJ/+Pzr5y++fPbiy6cvvnr+4i/PPv/LJ5/9v3tP/vO39x//7+v3f/zBrX9+/8Pv/cdHP3r/9rf//ZfVf3gTvVSd6hRGusXpbnWymhvOqKMuN5oWR2ryWJ2fqgpn6+ZSMzfddoYLxkTeOuPJZ7LmVMFIbOrhg+L0Vml+rzGzUZ2uuOM5ZaJgnK045xqOsJOL7xVXtivndovT/dxE3T2bt8Z9c6zmhDoCuucu7dWWdhrLW6WlDXe6ZoxUxOGcOJiVhzJKrJcuvZEDr1TWDgtLm7mpRnbQZU871GlXHnLEhbxMbOpLfXe270x2Muc3rHiXP5Ojhzx6IC+erdBqxwxtZie3M9NdZ6WtB5vsmTQ96LJDaWI8y2SrrLntLO3YixvmWssmNqXJMjboYgM5ZtDnvIa0cVjkrtaSO+lIQ+a67FyeHPL4kTQ2kqGXila+b9T29VBfX9jQlroq3GSoFj/scKMOO2bRsw7R2tS4Ayt1kIl3s0TdzWzw0QI97nBjDj3s4HQG2t3Rzct5dCudalvZFivUibNpfj7DTKbJoItstvjCviv27FSDJztKq8XjJW6uwM3nyKksLpWoq1e85rWK0NTFqlCtU1KRPKfjMyo0baPzedk7uNC7/Hrn6t4336792/e7//jjvdf+sffWd7bKfWtnk6d7YrIhrreY5TJR7DA7r2Wcq2V2Uxc3TLEqlVvEahqfMYkxB552oJ0+9dY72ezlbKIqkxW22YAi6ciMl1rQoRkbQhx4f8fceLOlbpvKpiJVxIMyma/jVIUEPCKUhYwqeem1XOXAwxqy1XarmeRmOYwW8aiHxu3EeS+VyqQO+szeGyXrwGO6Ct8U3QaRr0GrZnzRAKbN5IqR2NkS3n232dy1zRbHVfg4n4ybcMxHV7xYyI2wdvQ7b2X/9u/r2Z4oVyWjiG83ASULIulE3EsiTirtg3//zeyrr+YKTWVzP2P7+IYfT5eTVAkC06lwJlntcv/+ve7b1zKlLluq8oiOkkJcqzFElg5ZaLiA0TVmZ8f4t59sf+fv+/m+4TZZRg+VnYhVwRNpYNVNRdx4vYf/6/f7F/ezxSbv5CReTbraulFAkzq4JgFBO8FUiO99u3B5x2PFBO5gtBIr2AnSAda4SEhKhKVkp6/94BsVN02xKsiYBCZGLTtu+XRMjETNcNJM5KrE975ZqGc5WkqRKgqgEVOL1qtEigon5aTeM//j+r89+fjWk/t3ju7fffLw9rNHt549vH306Pbxw7vPHt159vD28aPbxw/vBp5//tXRyy+fvvzq6MXXx59//fTlV7//7H/uP/uvD+8/+emNh//ywZ1/fv/D77//0Xvv3377335WfbPbu1QWXttJXN1g9kr6dibSLi83stONzFJV9ho8t52H9tqpfkXYU5hdZ66VnW3lJtv+TEnzilzt2pby+iG637Ev+NJ2Zr3tn+9mVzqZcE5uVq3uW3vi6xexnVzlgov1syvd/PlufrnrEyW2ue8X37nIX9ritiu1HUVtS8s1Za6kzfrqpMVgZXlrJ7/17oH+Zo+7UCVy6XUJX61JS0Vz3jPOGayTZSuv1LHtCtQr2R27ViVjPjHv8RMZbtZFyLd5MAAAIABJREFUHJffutxg+jmg6PpltlhJrWfwOQefd9EVFwf51NZuurjlYTYrV8W8B+F54nyWXHLppQyTkuELu9neqxU8TfM+6XuQ6PMRj1408HNZ4XxWJtPsZsveuewjJRYs6byLpO0EmGeWbGbJ4hZMmNHgV67k0y2dykhKQbf0ZLbCYUVxxSZCJS4sg9tNaf9yEdUoJk3xJpApYEadjyoAkudiLi2a+NUrGcFAQR4isiLMw826rufVFRVDKhrsUlubXKcr0TQkp0Wai5Z91PKl82QS8KhQSXP2LvYuv9m7vL13WPzHv+n87F+2u11ta79sV2TTjO8fmOmaQmVYu6eJGezVV3K9LYvWMbvsIDKaMeF6SwZkBLDxeI5WssTfvprL+wQgopyJp4VQuclgVirOp+ACFzahbAU93NNZAaQslEhTBJvabAhuGgUFQKnynI8f7rrVAouwgOHIMBG2bGCzJcJ4mDIQOI+tqvFsnvvOGxXH4xgVUzyW5qJlN1LMwwkmhhsIZgG+j3zjqq2rSV4BZYfFyEinJtppLMKHxCLKZOC9HeW1C7rMgIyOIyqoytELHZ6n4igbV9MY4YAX9+StOs5wCcXGcZVAueh2jVSlZIoNCiVILSGvX1Z7RVJRY6oeAbkwp0b3mgxJxpMCwJQoLocWGvIbr+f2urquY6KNppiYrMd2mySKLANSnMgCZgl69aLd8llRSnImlqLXCWG9XyBxMIiQCcJIYTn44qHRL1AkHsbkZAhaNdRo24HDsbU4C8RkWM4hB33KFmMiE5E1LIqHGTVScyA0tsyIQcRGcRfe6UhljZDYOMbHYkgQY0JZI0EmQxyXbG6aH9762dNHt54+uPXk4e3fP7x9fP/m0aNbzx7dOnpw59n9W88e3jn6+PanD28Hnn/+xZOXXz757Ovjz744evnl0edfPf7sz/ef/fGj+09+dv3Ojz/46Ee//OgH//HRD9+/+c6//W9lv1naKB28fQGv5SRfq1SU3G4b6ZQSnXqqUcJl+uByW9tqpDKOVtYLVUfbqaZKWbRXj9R0QEA3D9v+XpvKuFZJrrQd76CdLGe57WaooOIaf/hGV216lKcbWaHeyevb1XjOYDaq65bk550339hhXZPyDUrn/IKa3siGFR6pZtZyStgT843M62809JqGWxpp6prOF/teRENinhQpmLRJXTz0WUdFLCllSwyPVlpKQsTXeSzsy6DJdPuuZrAwyyAKIUjJcp1LcLEIj0VcISSmnCJTLkoIg8VtHCRjjRKPK0gESyVdcU1BzTxbackoDwI6HqGhfJEldTQEg9GMOOfSERN180K7J1NsKiXjaxLC8KlSmQ+jQIxB4x6d1EG/rWs5CRcJ2ObDXNzPEZqLJbAkmpMjNs6YaKWm8CKMqKl1DtAtqJhH4nCYtVjMZ6NKyisIsklALAroVJhL2S6lK2QcSwm+iKYp3MGLVU0RCNhk15mopMQsDUumQryEY3k1s3PYufzWxpXd7b3ctculv3unmisy9ZJkuRQnQfUmb5oIxmNOQ+cydC5PF/IcT6KyQSTZCCfFyz4DoGFSALAsnTDBXJ3zszQqYKAAwVTEc1GejMF4SMliiJ4C3FS1zWgySBkwKYNRYlWwE5aCcgxQqlJUDjTLTLMiqRolmkySiCfZWNqESCQqq2C6nErJKUTC3Ybg+YwsQryKRfAwLwSLGoABYV5NCh5MWlC7i6ctVGBAkgPiWNCRkroEQkAonUblLKLlyZ0NRZdxWgExPgGwQVMDBCRBU/FqFVayYLrOdGq0rqWMLIIIMQBbluWYxIAcG6vWkk4ltX9R3q7S1UyyXEYgen0NX+HTKYGHeA5oNiG3gjslbveN0t6m6bmE4GJrZOQcty7ZEQYPszLY7iTlYnLzkG8Xac+BxXQqii4HmfOEHqagiCrGq7kQW0Iuve7VSgzNx1NcPJJcjrLznBpKoHFPi2/V1qUOsnNZcjVQVhOEkFiHVkLyqqiECTBatMKXGzGhAm1eVhwd1vQkIETX0BWsuMqZQRhM2Eb0e99Ubtz8+dH924/v3njy8c0nD288u3/96MH1Zw9uPL9/+9n9688e3jh6dPP5g1uBZy+/evb5109efH384ovnL746evmXx3/84sHRn3774PEvbtz6l9989N771//5F7/9wfsfvfbTn7L9Jlfz/d0a4SgpW+ZssbFZJDIaajvkRjPm8um6pZfMuKlELU0z9GrThTiKTTtUwwlKON+0lZaHGDpk6JZveC0vxtJ83oerTlyi7I4t+jxiSKAlZHKqWTBAmpZqLpWXYZUq9/OCZ0CGHNMoVCOVggrzhJyziLoR8yQyK2d3fafm4CqX1NgkCfKegEgoY9BcRQ4agNeSraIJuWzEICNoQrIJVsRxkc7UtKSJSx1Dy+kpnouKxBoZ5nWQ50BSID2fSEhxsUfaTT0k4us6voaGIzqASxCGws0yxaRTZIfzNg1AxMIquYIicTGJqwiAocUyYXWINR1NWaDVkVmVhCw4KIEraJiwcYJCaAEql4iUA8u7hli0MI1KOtQisR50ooRDwhyezpNcJs706eqBwSgI4uGrXColR9QiCvKw4RJ7dRhNg4ULKu/RoIXFbHSVDEElEHFwREIaFcwpQ/5VobllsCqKWsgSupYy1mUXSmGAp0ONCpfd2G8fvn741tXdvfTh6+53/rFTqUtXtk0vTSTYuFwhVB1jVOhKj8mV4Moel2+JkoapPhanzgPqOpeDYkScN4BmneZr0O43BLfA4iqSEFPnyVUyH2UEAKJjrXqcN6JSl6keSJQG8z6NqAnQXLJ3k4yA4TK814ScVqrwjlFqGoJL8R4NwHGyHNILYAqNGk7klf0IpiewHFh5Q9DzFO9ClJVYwVfA3JJkxBE06XrhvU7MblFbV0TdgQUbAaXIunQu+MY6biUgNNrOR6ploP26dPFV1XJRw0cBOgY661YvxZAJlA9v1cJOKVG/ojc7opCBnAoCMWHMD+d2QJhJ0mKiXYluXEF/+K/Ztw7Sh5tatk5EyDX4jUXub1IIlaLlZL+PdA7N1oH/nfe2r1wtdfqWWePPsTFyI2o2U3EyiuvRZjNavUJ/458yW1tapc3IaShChKVWQswno1iIVGNWLujsct/8dqm3pZklCpbia/iKvHWOMdaCSJBlQ463XrgkX3ndK1VJLY8BMnieCsGdJOskgmSEVNf0zJq9Qe+8mrHrqlGk4nJ8hQ8T5QiuB2NkPMglzd3MjXu/fHb/xuO7N5/cv3F0/8azB9ePHtx8dv/28cO/aojrzx5+dPTgduD45dfPXn759MWXxy++eP7ii6OXXz/+05ePjv7024dP/v3Ggx9/cOef/+PGe7/47Xu/uv7Kz36M9WtoL2282kKKTiprhlWarxqCbzKWdvHQoAqEsqWrLSec5tZdOiqSalNHLFb1jJ0dJZUmndeLxmYhZVsRS486hLGpAQrrVfSNTQ31ufK7FaphAVk5ZgqpDKN2zZQsl5pesy0gJbL8jQpVLkTzzopJhwyU6dgplUln2YNDDmnl2bba//uq0sjDWSPuiavlNfofgZTKEhZT73JYDa2+a1NtN1qyI2kuaoHaoQRYAqgwrQav1Ij6t3y+6yTyclhnlrk4vwFjEhwVILcAIhnUvGqIW7lgQVrPCKtykrwAwh51niKMEs4XcOuil7lSgktyvMCt8BBbplGXWiWTfAah2nyooDEtIXeYZQsyVhDWdWpFxeA2HxOhuAY4ORTIM4XLvtnNESUJ9OmglGB6CJGlVmSIyoBoOsHvKNX9nFw38DIfFhCmifIdIibAmAETWQwsMt6uqTR0rCImM2xYgfEGkPAISENpjwBKjLrNl/umV2CZNHleTCTyCcCHwhQIimDK5nIb+92Da1ffvfzmN5vv/lPjvf918eCt+itv1uQSB2cRZ5sTXYJxSbvB8l2s+5qxcZDJdzW3JYbkBFyOCSUoyKeSFkLmMKJHla9YbsdUq2LCgoJ6XO2ApB1PyDHKBRJpmK0z2S1TqWhqlYfdJOAn2AqGeiSSxkkfDJcpuq85TUX3GcZDQmIy7sRhG4CFGKEkIh5EtVh6gyocqlZNkioc6gIhMSj31vkMANARXInhbkJpCt2dXK6tZ1oyYSHxQhx5K8brcVSIYFoE99HcvrG5b1Z7aqZCJ5Uk7CWFMoDLcUSNU2qILsPpLltukFYWT+dRyAIimaiUiWNiAlcThA3ULnBvvWpe3jG3W4pbBslMkvVjkpcg+ChlgKwPF/e82pVS62q+v+td2EurFWrNTYXdRMKIw1ICNRKJNJjb4zs7erXO1mq06EJJM5UwEoAQS/AhVIkGvaTcY90ylXHxtJuEldC6FIwJQQBej0PnQ8zqqguILVrJQaYT1S0gogOLemiRDa1hwSi5siYH19IAVMEhE+A1UEvjCRdasaBZNrmCLYHo6jk5mbnavn/v10/u3Xhy78aT+9ef3b/+7OHNpw9uPb1/++mDW88e3Hz24NazhzeePbgZeP7ffz56+eejv/4sPvvq+MUXT//0Pw+ef/abh09+cfPBT35974fv3/jn//jtj96//ua//gt22OGu1nLvbGHbZbCXi/uqfiUndNJw1use5viWoL5S4PcqcDMXL3tQgXVe81IFF8155mYGaKS1yxvWxQ2q34pXfailW6/kiLwtViyznyc6vnPYlbdLVM9J5G2q46h7PpDWmbILV91kN+1c7UgbDbpdiPhSNC8jNTdu87ArJ4sGftASDmvGpbq8V6f7uWhBWqyjaxvkmsWFbSnq67GGiW0Xkm0TKelrDjHrkeez8qophTVuweDO+XqqkUZqGp0V1w3+nEGEs/iqgizzwKwCT2WQ8TQdcnjapZY1dEZDzmrYOZUNKtyUik1b1DlPDnoK4/JhE5nTsFmJPicyYT61wMXGXCxa1+NFJZ5XsZwMGtiMDowb0IQOrUlAmEvMSfFZF1vJyckshWnweQOecrFZnVjToZAIhJTkggXMZJgVj2JcOqGTSzo+oWNzEhQT4utCatJE5nLkfBZdM5CoEF8w8GmbnNJTSzIQpZLnNWTKZ6azZNDGBAleVcCFDD1n4RNS8hwbm+MS0znVv7C/cXhl57XLr/ztle7VdmbDKTT4bIWJ5tE1HwtmMdhFSBuN59BgDU1WKCrHmB6NOsCaBS/bwKqajHOxqJxYzqQWy9R8loCUOC0nV114zoVnDGBNC4f41VU7uVBEporIogOgIhjUE3N5YDaNzGpQXE5CenLWT07VkIkKEzSTmBZbLkBrNWIxB8+7QESKBnVwKQ2RJS7pEUtSAuAiFL28wq0tiPFZMrxKhVJ0KMSGFuXIOQNcomIkCyB0bFVKLcuJRSS8Cq9FidVVITjnRBfdSFBcp4UELMbCcnRZTizQ63FqVdAidimRbcLFJurlwkUjnMmBdpVw65Cbi8pCKJ1ObbTZfAvJtBLVQqJZgjsdqNJmag2mmAczdqTXxS/0UF4IY0U6XiOkdKpehrAWCPUwpE3GsjFEDsNFAGxTZIfmSyBjxJUsQlVwsE3DVSxlRGF5DclB8SaDNelUDiSthJyNUTUIrVFQiUtpiYSaiFXwaJ+LtYlIDoinwVSeCpXJ82VwKQ+c1xNRIxX20VCFXq2T53JA0EoECzjaE/C2PFdiVhxwzcHmG3z5mzsP7//m8f07T+9df3L/wyf3P3r88MaTBzee3PvrlLh5dP/m0wc3nj68ETj6/Itnn3/57LMvjj774ujFF8cvvnr22RcPnv/ptw+evH/jwf/69e333v/wn3/x2x/+/MZ3/u0Xhz/8bu7dN+ItF/SFiCst5e25orNWSCddK562FrLSdFZZzZkpSzlv8Esuv+qZYd+JWsqKIUz72qyfCWeslKmsePpCPreU88JpJWQyC2llsZqdKbvBghrWifmsNl/MzOXSq46wpiITljRZdhfKXiKrBVV6LqOdr/pLGXPNZFdZaNri1tMiZNCzvnQuJ5xXoTMOPVLQhzLilEkuMdCkjI/nhJEsN2tTSxw4oiKDOXEww59V6CkKHBCwAVcMeNyEgS2R8WEJGHDxEzY+oqHjLDAgUwGPCOSoQY+ekRIDUjxgYgGVOC3jk2zylBwP2HggQ52yubMCOqyBE2l+2ONO6OiEBI9IyYE0ElSgkImdTgtnFWaeh0ez+IBPnPKxSR05K4DDNj6Qp0eK3FyWOGuCwx4xUBCH8sIZG5oWgRELHfaZ0z4zmEMn0tCUR4353ECBH8ly4y484hOn6sqpunSqwo7l6Yk0NVTkBqv8SJEZyVHDHjFUpkdK8lBVHamJE0V+oCxON9WpOj+co8bz1GBFHGu5uUu7m9eu9g9e6R9cJfvF2QoRLZDrZWy+zcy1hOkWt1bCgjlqrSkst5iVFp9qSMEMPldGZlv8XIudLROLaWy+BM+2iMm6MFIXFor4kk/ON/iJLn+2L8/UhbN1arqvTG6oo33pbJedqFHjLXFoUxreUGa64nSdHO0wQ9vcxLY4sWOc7Yljm8KZPe38vrq4I8xtynN9aXbPXO5JtIWCMnbOQGM6AFipkAcuuti8g63qqXUlFXPQ5Rw8X8bxMhfRkUkZmNSgSQOcMeOTUmxGTc6ksdFMatJLzbjAgp1Y8dBVF5v18CknteqAWBklmxjbJIQ2obYRp4txbYxsUFSDxusIW4blFppuc0qbkPu40SPNFpFuE7mmxFQZucvUL6obr2jtfc5xYLKlyJctY1PwdqTCVZu+qGhXTP+Sre+q2VeczKte7pX029+pVS9lwW0d2zaQXRXdErGugG6IyCYP7WnonoluK9iGhG1L0K4I7RnQjgfuiIkDLnJRDR9Y6/tWaEcNb2trW8bylry8Kax1uXCPD28qwZ602hHOdfiFrjDbk+Z6HLltKNvOWk+d6aoTG9pUly+8vfHw7gdP7t96fO/DJ/d++/jeR79/cOPJg5tP7916cu/Wk/vXn9y/+eT+jScPbgSOP//i2csvn3725+M/fXH82RfHn3119McvPnn+pxsPn75/8+GPP7jxw/c/+v4vPvruzz/87s8//NH7N/d+9L2Zpr3k8YuWNFGyhivGmYKz4MkzpjiTtqfy9nLBWsjoI64w5KvDeWsyo01awpirDpXNk1Vn3DfmHGkqY50pZEdLxkTVGC/YZ6ruYNcf6ObGW7mJanqsmhut5Qcb/ljVGitpw7X0YCM/1MiPNtMDtdxoq7rcb83U8pMVe7TmjHZzK66WEPHFujPTyy22nfmt4vRGYayTn+6Wz9XcuU7uTDd3rlOIbtYmq9Zwwx2uW8MV41RZC5TUkyVzsGINlK3BknqqJAWqcqAiB2rGiYoeKJmBmhOoWYG6GagZgbIaqEqBin6qbAYKSqDMBWp8oKoEKkqgrAdKSqAojZf1lZY11FQCde1EUz5VE8M6kzCEsaYz1XBnW97Zjneqbg03jLmaPt+2prruYN+e3c3EdrOjbfVMyxzv2BNN50xTG2oqJ9vGWNdY7tjnW+6ZnjXUlIabyum2ebrnnuqaJ/rOyY1MYNM92bOG28bpjnmqa5/qaae6cqBvB3rmyZ58umOMtN3hln2ya5zs2MHNrLDvn9t0BjrWQM8Z6WfKr1zdu3a1d3ilf3BF2K2Fd831TXNt24rsp2f23HMXnOieHd3JJC7k1i94/KW0dyWz3JdXt6zEjh3e0Gc33LOb7tSGtrytx/fM1E72/JY3taWPbVmjO5nJC+mzF7zhQ2fs0J04sEcPrOF9deDAOHMhfWbPHtizxnec8Qvq4EVz5EAf2zdH983BfWN435y/mNGuVujLxbk99+wFY+yiMbvrWBUXz/DRspwsc8mykawr6yVmtciEqkK4LiTrwvk6FemJuV0vXKZWyyxT1fmyvJInz2TIsTwxVeaIlmq2NbIrzReI8Tw9WeQnCsxYjp4qsHNldL5IzpTZ5RKxXKYny9TZCjlZZWaK3EKBXSpSc1XyfI0N1slwk4zWyXCdtLaMgz1frlnrVTbVE9G+xPbVRjvNb9nYNY++ZHOXNOmKS1zKcNeyyrUcf9U1XvWE16z0a+lv/m0zvW/rl3IHb7b3X6mbey68oycv6IkDpfyqf+Wt+tbVArupJLfl6L4N7Nvgjhu+aIYPlPWLevDQXtu3Vva0tW0tuKOubitrm/LqprHek1Y2xaUtaWFTXdzSFvrq3KY+v6EKB0V3Nxfu6+Pb0sSGOtEV8t/aeXTnV4/vffT7ux8+uffhkzsf/e7ujaf3bhzdvfH07q3H964/vnfr6b0bT+9/GDj+/IsnL794+uJ/jl/8+eizL45ffHn8xz9//Pzl9UdHv7jx8Ce/ufnDX13/7i+u/9PPP/ruz3/zg5//5vC9H65f3Fjdqq5ut5b2WqMbhel+ZbZfXOzVl7utpW4T3t6a75XHOv7sZmO+X5/sFoa71TP92vxme223u7bbmt+qjXcrwxvFgc3c8EZppN8Y3G6c3ikObtcGtpqjO42x7drkZm1oszSwVR3cqg9u1oa2moObpZF+YbBXHdpqIhf34Ys741vFgc3syFYp0ijL9dLaVvnsXmNmpzKzV53YLY9ul85uVaY7pfF+bXi7vLpTi+3VR+uZ5V452asvtauBjhtoZwMNf7qVT/Srq01/OG+eqBiBlnOiYQeaTqBhBxpWoG4HataJmv7XaOpEzQg0zBNVPVBTT9TtEzXrRNU8UbcDNS1QM840vcSGP9nxAk0r0LYDjbTcb3g79eGOdbprn+p4JzvpQCdzuukO1Y2BjnmmbQ93zKnN7GI3PVDXz7XdUD+91PcH2s7plhZomWf6mcRmFuhnJkraibJ0qmsEes6JrnOiZwU27EDPDvSdEz13uOMO9J1AL3Oibwf62omec6JrnexlTna9wZ53uuud2NBP9c3Fjgf0cov97EDPO7nljW3naq+8unf1Wv/K4dbhgbBXHjuwx/adsV1rfNce37PHL+Qm9vMT++7Mnj2768QOXGDfXujIYN+V+ja4ac9ueGe3jNktbXnXwndccsdbqYrjZWZixzhzwRrfs87sZ04euKcvGBN7+siuemZXGtjXh3atkW17cM8a3kmf2XbO7JjDu8bAnjm66wzte8P73tS+s7znzu9mpvb9iUNv6JK3eCV95bVNv2Us5JnpMjtVkmdLwkKRWSzQc0V6usxMF6mFCrVcE6INea5ERhoy1TDxmjBXIEdyzFiWGi9ysYaBNVS8ws6niTM+M1IUhvLkUJY/k6FH8/CYz4wVubN5ZjLPjRTZgSIzUuJHi/K4L09nmYkSe6bEjhTZsSo9VWGnyvT5BrNW41cr0lJFmK0JM3UG23K//fqGtW2tHJqrF72VQ3vt0I4euqFDJ3TZTl51U1eM1GULueySF23wgk0c2vKeq1zIQHtOfN+I7hmRCzqy5/AXLGpHxbpialNL7NqpfSuxrwcv6kt76sKuunpBOb+jnN82l7bV+U1xcUNc3ZYWN5WVTWV1U5reEKc31IVtaX5LndswpvrqcFcaaksTG9r4vnp2Rz2zo5a+deHR7Q+e3Ln++9vXH9/58PHdG4/v3Hx65/qz2x89ufPh47sfPb5388m964/vfRg4+vyrpy+/ePbiz0cv/ufZyy+PX3559Kc/33/+8vqjZ7+88einv7n13q8++t77H3735x9992cffv/ff/3mT358br9zsls4vVEb6lVP98qnO4XBVm64lR9rV89s1OZ3OmfbuelOKbjRjWx3zm7Wh7uVoa3a7G4vtr8XutCdbhUGNqqDe7XBndrARn14oz68UR/crA9sNU5vVEe2qwM7tdHN+tBOY3C7NbJRH9yqnt6uDm2VR7eqA5vlUzuVs9u9s1utoe3iie3cie1ycn9z58rF2F7t5E5pcLc8sF06sV0ObBUHN4qDvdLJzcLJfm5gI3OqlznV8CdbualmYahdDLRzJ5qFk/XCQKsw2skPV51TWe1EyQ50vEDfCXTsQMsONIxAww407EBDD7S1QNMM1O1Aww7UrUBNC9ScQMMKNPRAXTtR0wMNPdC0AlU90DZPbGQC3WygW/j/WXqvt7bupf37KyE6GPfuxDuJs0uqY5uOhLqEGup1LWktdYmmghpFgBCi92KKukCoABLNYMdOYme/z/Mk9v79S+9B9slcczSHn7mvueae6ehCoT64XEkBKjJQMoGqAyjpQM7AqChATcXATIySCWQ0ICMCJRHISBg5BSOjATmlRMnAKukAogOIhoHoQE7FwEyA0jEwFQMxgZoB1HSgYQA1F2joOIiG1bCAmoZBKUDLAmgHQGg4DaMUZpchFIyGjkE7MDpihZpyA2aXwcwSlIY1MKq1/M7uLlNXr9piQc2WVoMYZ2KWm3jVJk6lhV5iJFcZ+dUGUYWZXWOmVuqplVrmNbTjqrajFiXXIIRrKPkKQryiba7TEuq0lBotuUZLua6h1qoZNXpypYlYaaZVmTsqzIwSC7XCTCs3Mqr11AoDs9RErzTQyvTUcjOzwtBRY2BdMbHrLNxaQ0eFkYUxMstM5Bojva6LU93FK+9hY/sE9/p4LifcKafe7my7IW25LiPcETZfFzbcErbcFjVelzRdF7XcFDTfFuGvC9quiJvqhK1X+W3V3BeVnGdXeE9ruPW1/NZybiuO33Rd+OK6oL6qs6mcW4/j1OPY9aW8p9X8Z1WcBiyvoZzXVM5rLuO1XBO11QraSniEUg6hlNVUymu9JcLXCVsBvwXHa6wQ1JeJnt1Wtt8T4a/wG6r5L8r4L75FKCGHnIqQ7pqod60dd7tZD7s439n5/+zmfN7N+aKH/aWV8sRMJvSw27uY/7LQ/25hfGOgfmcmk2yc1q6OLwy0r4zkL03kr/UUencHrZv9dyPtSyPjbybGQyPtgZ7c2MMm9fAeGkkP9ZSHKPWanvRDN5NiZT/S4u/oCA9Q/G2UUN/LF9gk9+Hmu2rSTYRcqyE+MdLJFs51DbVSR64ztNfwuJeKAAAgAElEQVSgBLnPeJyOnGVTZ/vJV5nds9z+eW73VS51kd09zyVf5ZLn2dTpQfIsvwsuf/908e//XH749Or3Txe/f7r8/T8Xv/159PPvqeJlbK/wMpaZj6Smd5KhrWRwPRV6GR9YXnpglAAlr1QtwKlEWKW4XCUshzpL1ZwyNR+DijHqzjIVu0TZiVV24lTiUkRRgohKtbIyg6wSlVfr5XV6OdYoxxrlpSYlxigr1avKDVCpXgF0MhwiLkMklVrlNYOqwiAv1yrLtcoKnbzWoKjSyXBaMUYnBFpxlU5da1Tj9BKMUQJMwq8NkL5b98QoKdELK3QSnFZcY4JuW2GcVoDTC7E6Pk4jvKGXVqF8LMTFwCyg5pRphNd1YpyGi1XxgUYANII6hF+LsgHcAWA20LKBhoVVc+t03FI1E0A0AHUAiF4GsavVnUDVAVQdQEkFCuZ1mF+nYgBVO0ZJBApaKcz+pltdiXIB0gEQFlCz2Ca1rgutktOBnIJRMYGK+ZVZ/jezHKOmAw0JqOk4NfeZSVinpgAVFahoQEW9A3O/NYoBysGg7FI1A6AdT0yCJ2Y+0DOAngn0LIDSgZrxokv2g0UI1CwMSseoaVhdB9GleGjkAqQDo2cChHFD10Hvld3UMjAaJkBZACXdMXFZ/eorGiYOYeD0HSWGTm6fxdTVg5i6EUtPi05SZWSWG3llJl6tmUdwIQ+7JTiTqNLcWWZm3bdyJE7JYzOr1MisNDOrdJSvLVzIIb1jJpYbSHUGRpWeUd8tUrngWhOz3EwrN5NKLZRSc8d33XxOv7zSSsVZ2DgLt8TE/r5XyLXJKnTMMiOz3MzGGVmNbg17UFtpZJWb2CUmFsZMJTsE1H4htptd2svD9bJv9HY6+lG2gndVTLgjw9+VtD8St0p6lQ0w67qg8Ya44bq48a681eSQt2oZ1aKGK+LWGnHbXUmrySZ9Jm8u4zTXdDaVd7ZeFbVBXax/Stox3CYsrwHHacaymyoETWiP7LmSDjjNpZ1NWG5jFY/QbVM2K8mAU1/KbcRymyo68bo++Q9KKuC1lXAbyjrrcdIW1KlqkzOw3IYy3jPAafo7Sg24lCSUdtNAu2Nm3LF0/K2L4wnoCX3c22b6Z13sB2b6kz7m5qLZ3C/5ykD5xkT/p5HxnZUxE9Cr7ZyHBvyXeuJnesqXRsbQAKTp5T0wUB4amQ8MjLs6yh0dyeCSWx3Su1rSPT3hgZ5coyNKPYJeR+c9Df4WSr6Nkq6iBIFLYLGJH0Ht99Tkm0h7tbq9pZsH24S31LQKlFaDEmvUJGjAeJKJn+SSp/uJ82zqLLt3mk+e55OvcruvcnsXudSrXOI0l/iLDv+5/PDp4vdP5x8+Xf41d/j1z+Lb39Mnr8P7hfX4/nx4d3Z7d3ozEXqZDK3Hh1dW7nfLgZJXBgnLVZLntp6HVj1GzSvVcLGI5G9mw/c9BqAWYNRiDCy8gsAkl/2aRYHVK8pMsnKdot7R0+zqxppk5SZluVWFMclvdelFft/dbhQYlKUGCIsqWp022qCjRCfF6mRAL79t1cj9rntGqAQVYQ0SoJM09tsbvX0lekWpUYoxCr/Wq022nu9NCpy2s1wvwejkP9q7yN7uEj0fZxCUoIJqrZzjtD80yYGaDRAu0HA+06tedMNYHQegXIB0AnXnE5PyvrETaFgA4mJgHoC4pbDwK528QsMGKhaA2EDFqIJ5NzUCAHUAFRMoOoCc9UgjvgaxgZIKlFSgYJSqO/9hUZWq2QDuAAgLQHSGFTXbrdWKDiCnA2UHUHH+YYEf6MRAzcCoyQBilqrZz3rE1RomUDEA3AEg+k195zdmEdCwAMrGokygZT0y8O8bWADtAAYOMHGAnga0tM9Ngru6TgAzAEoDKAOjo//NyqvS8YCGAzQ0oKaUalj39bwShAoQBtDQMGo6DuVUG+glGioGZQFtBzBQWH16Q0+v2tyjtlgbjOJKfUeFkYM1sq4aeZQ+1S2roMLIrTFwcSbuXSuHbu+8ZSJhTIRSI6tCx3hk5rf1iapNjHIjtdZIr9R1PLGImnp4lQZipYFcYSCUWNvLrczPutjf9QjKDUycqQOYOMDAfGBmPbR24vQMnIECjB3AyK6xsK6b6SVGVpmFVmam40z0W93sq910jJVR0tOB7abX2vj9HlSg5l+XEO5I2+9KCXdkhBcI80tp+zVR4xVxQ4248aYEj0eYn8nbasTNtaLWMmHTVUHTD4r2O7z6cnZTOe8FjttUzW35WkKp4+IB5wVgvwAdLYDZUMpq/ExAqGE3lTBbcKwGwH5Rwm26LWov49UDzk+AUw949YDTcE3YWsJpBvwmwGkAnEbQ2VLFbankNgLOU8B9BljPvlK1j7s1DLSjVk+7YiBeM5Du6mhfmlh3zLQrVuINC/meiXnPwv6mh/2FkfzE1P6FifQ3I+UrM/VfRvrnOuJnBvwjPemmnnzbSPhKR/4KJd4zkO8ZKbd1hFvattsG4gMD7baefFVHrNPi76DEa2j7dU3DDXX9DU3bDaT9Koqv07TegJtuQS23YXI1QqpGiXUqfJWquQRqrILJlWpalaa9EiKIBg3H+/HTbOokkzzNJU9zuyf59Gk2dZpLnuVSZ7nkaTZ5kk2dZlPg9e//ef3h4+XvHy8+fHz1/uPrD58u3/9RfPchffJ6O1dYTeUWI3tzW7uzm3tTL5NTa5HRtfUvenVAzi2FxGWo/EGPpcKkBCgPo+ZjYfFdg+a+UQ3UIqARYSFRNSr/m0VbrlNgURkwSHFa6UMLfNOqLjPIqkyqMhMEjIpao+Zhj7bcrMCalcCswJhkdV1QrUmORSRAKwWorForv25W4FApTiPBonxgFJTroHKtAqeXY/RyYJB8YdD0uuw/WmCACHAGETBJyo3SSp0YGCRAzwdaMUAlpWohUPIB3AkQLtB0AqgTaNgA4QI1F0A8AP0lGRgAZQOYByAeULCBnAFEVCDtAHIWkFMARANKBlBSgYIOFB1ARv/vVEJKB2IakFGBkg5UTCCjABkdqBgAYgAlhdyL2p3Wa1I2UBCBkgEgLlBwgIIJVDSgZACIAdRMoGIBFRtATAAzAMQAKANoSBgNHSAMoKViUAbQMjAaZgnCxaBsnI6O01HLtFSAUEtgejlML0VoZQi1AqZWQJRSNaNGw67R0Gs1tGo1sxymVKopdRrGXTX1ppp1HeFe0zJvoOQ7COOmrvOxgQ67dMaeHtjYozH1vjBIsVomVsco1dHLEXIJQgEGZqWOXqVjl2vp5SgFoNRSlFCOksoQWjlCxaEkgBIqtOQaHbFS116jpVWijCqk/YqefBOl3UQpFYb2WiO11kSuNFJrzfRaI71WT72pI91ESXU6dp2WVqfH1+oZ1wysawbmHT31ho5x00S/Z6HdN9Bumdj3LPQHVsbDLvq97o5/9nJ9Do0M5d0WtDyUND8QtdwX42tFjdfETTcEDddEDTdEDff4LVc4Tbc6m68LW6/zWm7xn9/nNtSxnt9lN9zkNF/lN1zvrL/JabjJbrnHfnGb8+N1zvPrHa13OhrudtTf6nh+j91yl9P2gPfiXmfTXX7bzc7GB50v7oga74qabvNbP+tsvN/500Nh42Nxy+fi1s9ELY9ErY/5+M+FzQ8l9Y+lrY+kbQw1I9inEmpZj3WUJ0biv3Skb1D6303Mf1lo31jp31soT82Up2b29xbaMzOp2UR6YaDUm6mNxvZ6PaXezGgxMpr0tCYD5YWRSjDQKQYq3kQnmqh4Y3ubkUg00ol6WpuR3mxgErRMso5G0FPxBgpeTyYYGBQ9o91ApOlJDAOZpWNSdZwmIw1vZrBQBltHJRsYVH0nQ8fnW/jCLrF9tO8oHT3L7h5nEye55Gk+fZJLnWT+gkXiJJM4ziSOs6mz7N5fdPj0+sOfF+8/XX749Pr3Txe//3H89t/Zk7fRbGE9kV2NpOe39qa39qY2YtNrkcDGer1dh1Pyr8DyGkRWpZZXaoQ1OlGdVnhFIyjTSMvU4mpYUq0WXNUIrqollWrxVURxHZXe0ktvG6TVJuENk+KeSf3ArH5ohu6YVXdM0G2T6pEF+tyq+ptV+diquGuVPzQpnhhlj/XQEwP6Ty30mV76xCD/Rqf8zqj6yir/2qL6pxF+goq/Niu+7UZZvdpBn13Uh/zLBH1rVfxohb63IN+Y5N+YoL9bFf8wQt8aNT8a5M+M0h/0qmcm2TOT9Jle8cIsfWFUNBsUrQZlo1HeYJa2WqUNXaoXVrjFonhhVrSZILxBTjSpiFYl0SInWSG8Rd5ukbDNEMMCky0w06pkm5RcM8zvVnV2KTi9kLBHL+qCJd2wogdF+3SIXW93d/ldVpkVYXQrhV0qtklJhDg8s0rQoxZ3Q5JuubAPlvYisl5Y0aeGezXKPi1qR7V2pc6pMto0Wjuicyj1DrW5H+52aHocepvL0O3R9rkQu1vn8OgdLtTp1rr7Df1Ovdet9Xq1Lo/W6zYPe01DPv2QVz/sNY76uoIDltEB07hPFxg0Tgz1BIcsU2OOrfnBrcWAoatbqTPJjSaRFVE7EaRfBTmUGpsS7lMrbCqdTaaxqdR9Sr0d0tqUqE1h6INNNpXVrrI4VJY+pbVP1m1TWOyKXgdsdyrtDrXdATudco9d3e9Qu/shrwv29at9/arBfqWvXzHgUvqcmqBL73ehfhcy6tWOeQ2jbv2IG53waMc82lE3HOhXj3s0EwNIYAAdHzRPj1k3xizrQ9aQV+eyQ85+udOhcNsUNrvcZpe7bDKnXeV1wAO9sLNX47PDbpvabYN8dvmoAxq2ocN2xGdHB/rV7n6V36EYdUAjDnXQrhlxI8Mu/bgTnuhXBp3IuEsfcGvHXUjQZwh6tAGPdmIADXrgCa9mpt8w4YGCXijkNsy69NNuzZxHs+BGFlzaGbdxdkA/P2hdC/QmJvu2Ry0zHu2oG57wamaGDDNufaBfHXBDIRcUdGnG3fCUUzPp0kz3q6b6kVA/GnQhk/3QjEsz5dVOudEJl3bGo5l2aadd2hm3dtaNzLrU0x7NrFe76EEWPfCSB17wGhY9hgU3uuiF57zIjMcw5zUsuA2LPu2yB17wqhc96JJbu+jVrrqMKx7T8oBuZVC75jO8HO6OTg2sjvTPBn3ZdPh0P3m8nzjOJk8yqZNM4iSbOsnuneb2TjLJk/3YSTb2KpsAr/86G/fh08X7j5e/fbz88Oniw8eTd//fwenrZO5oI5Vfie7Ph/dmNhPTm9GJ9UhgNeKbXekLTXcFRnuGXX0ep8Vtt3htPV57l7vP4LVbB132EY/b3+8Y6Ovx2np8dqfH6fY4+wf6+4b6eodtzkFXv8/hHXJ5h9wev9sz5Bkc9gwPuIb9Hr/fNTTk9PtdQyM+/5gv6PdM+N0TI96R4IA/6A6O+kKjw+Pjg6GxwenRIZ/bFhjtnw/6F0ODC5OBlSn/1MTwVHBkZnx4KjAcCriDY56JgGsyYJ8Z9UyPDMyMeaZGfNN+1/Soa27UtTjqXvD3z405p0a9kyPu6RHn7IhrZtQ1PeaY9Ttn/e55v2dx1D0/5p4JuOZG3XOjntnR/oUR5+Kod27MPTfimR92zfldcyPehRHvwohzbsw5P+KY93sWR3wLY57VwMDa2NDi6PDkiHtuzLMy5l4Ydc0HXPPDjpVR31KgfzlgWxlxzI045v3OyWHHxED/1LB7etg5OewM+R1Tftv0sHPO714I9s8Mu6aGHdOD9rmh/km/O+C3j/kd48OekN89MTw4Odw/6XMGh9zjw57QoGtk2Dbmd48PuUaH3KND9pFh99CAe9jnGBmwj3jt/oH+wKBvZKg/MOyeGPcPD3tVRqtC2yXX6bXd3fPD3uXh/qlB54zfOTnoDA3apob6pr3dUz5baMA+Ptg3Ndg35bVN++xTA31BX/ekr29ywBb09gV8vSFf75TPGvT1TA3YJj3dk56uaV/ftLsn5O2b8vVO+vomvF0hnzUw0Bvw2id8tilf1+RA1/igOeDrC/ls4wM9IV/f7JB9NeRYHO0d91lHfF2rE861gDPk7ZkZ7PG7dH6n1m9BBnpgv9s46rEEvOZxjzno7Rp1dY24u4LuvqDLNu7p9vt6/YO9o57eEW9vwNsb8PWN+bpCAz3jPlvAaw14+0YHbOO+3oCnZ9zXGxroGfN1BXy9E96+0KBt3OccG+wbH+wd9znHBx3Bwf6RYXdwyD0xaJ8YcoSGnZNDzskh++SQK+R3jg+5J4ZcwWH7hMsadOhceoVDJ54esG4GXbMDTiskthmFK4He+TH75KgzNOKd9PfPDvfN+N1zI/2zY87pgGdqzDcz5p0eH5yd8M2FPPMh78Lk0GLIvzI5uDA5sjg1ujI9tjQ7tjg7tjw7sTI38XI+sBoaWAkNrC8FN5aD6yuT60vTW0vT4aXp7dXJrbWJndXp8OpUeH1iZz0UWZuNb84kX84kN+cSS5MLfvtKwD7r7pkJ+DK7Oyf7qeP95Ml+4iydOs3ETrPx01zqNJc+ziROMrGTbOw0Ewevf//P5e+fzj/8efrhz1e/fXz9/v9dvP909sv/5E/fJHKF7b3sSnR/Znt/emt3ajM2th4eW41MriSn12LTK5tTiyuz8wuTcwuhmbnx6fnxyekBv89oMfB5HLlA2tdj8/oGBkdH/WPjY+OT/tCkf3pydHJyNDg1FpgcDk6OBSb9wZB/YmJgYmJ4YnIsGPKPT/jGQ4PjQW9gzD0eGhqbHvCHBvzjw6Pj03NTI8EJ33DI6w8ODY/NT8+vriyvLc+vLc4tLcwMDPS5evTuXovb1uv1OHwu25Db7vU4Btz2QXevz20b8DgHvf0D3r5BT++Q2+Hz2H2e3iFPz4Cvx+vq8rj6PK5eb3+312V1uSxeR7fb0evp7/Y6uz0ui/evpL/b6+j22Xs99i6X3eSxWd12i9fe5bX1eHotbrvZZbe4uo3uPku/vctpM/fbjP02k6u729ltdJj1vXqFzYouzI5tLkyszgbWZ8ZW50eHh72G7j4JouMoVUI1zEdUQgQVIwaJ2iCBEDmshRB9X7/T2O2QwgY5qpca9FKtXoRqpYhBhnRLtV0q1Kw2WCG9WYoYJJouIWqSoFoZahKhJqnOCOtMIqOVpzOLtQYZapRozXKdRaq3KhCjSmOWQnq+GhGhJqmpT4waxIhBiRohVAfrzWqdBTaYIKNJbtArtToVaoRRgwDVyRGdEtFKUINYp5fodGKtHkIMEIxKIZ0QRnkaVArDYg0shbUSWC2ANCKVRqRC5GqNCkIkKrVQo+arNVINLIU0Qkgjg5UytZwPqWUqWKSCOlUQbNFtLAx5eo1ihaJDIpye8Iw5jM1NjU3t1FYKtbUF/+0/nnz3zVd0LlegQQUwLIYQiQYVqSGRBhKrURmkkUCoBNYJEK0Q0Uthg0yLKnSIXAupNSiMGFQ6g0pnVup1Kh0KabVqvRHR6SGdUWnUIwYTZLbClh6txWKydOktdq25D7U6oL5+pMem7bWbbQ5Lb4+pt9dkc3T3OK1Ou6nfZe13Gbq7ZCJ2e+uLvz1++OU3X7u83Xtr4w6z9bN7957jf1yf7Z8aHfD4vO7BYc/wkGdkYMA/OjQy4h3zD4wFRgLB0WBwbHwyEJoITE+GpqcmZ+YmZ+enFuamlxfnl9cXl9YXV9bmV9YWVl4uru8sLi7PTo2vr61sbm5vbW9thXe2dsLRna14eCcWDUfj2/HoTjIWSyZjqVh0NxHN7oUPktF8Kr6/szHm6Ap5zeNOYyjQn01tH2eSx/vxk3TsJBM/ycZPM6mzTPw0kzjNJk5zsZNs/DQTA29+/8/Fvz+e//7x1fs/X334ePH7/3v9/j9n7/4nd/5LIl/c3susxTJzO5npzWToZXxiNTy+vD22HA2sRsZXdsaXtwPLG2NLW+OLmyOL267ZDY3P+5TQUlNZff/mF1wpanT47N6x/pFp9/isNzjrnVz0TC55J5Zd48vu4Jx3fMYbnHaPzdiC067AjGd0yjU6aRub6hsN2UYnu/wTvSOTjqGQwz/uGg4uL28MByd7fBM9vmCPd2hxcW3r5ebGxtrmxsbG+pLb29VrRu19pr5eq93Z53LZ3S6b2+1wuVxut8vtcni9To+nf8BrH/D1D3ncXrd7wOsa9rgGPe4BX7/b43B7XT6vx+tzeYdcQ75+96DTN+gZGPAMDLpGhgeGhl1DQ/0DA67hQe/IgGdkwD086BkcdvuHPP5Bz/CAc2TINTbsGxscGBn0jgx7h/3e0RHvyKgnMDzoH3IPDti8LrN/wL61trCzsRxeX9hZn99+uTg9E3QPD3b1O0x9PV2OHrOzr8fV3+fu7+139LrcNpfX5nYNjfhHJiZsXo9zyOscGnAPD3oHhzyDw56hoNcfGBj2e8cCgyOjA/5R73DAPTLk8Q+5R0a9o37/6NhoYGx8fHxoPDAYHB0OjI6GAhOTE4HQxOh4IDgZCkyMB6YmrE63EDGgPbapqcnpmempucmZ+anZuamZ+Ym5hcnZ+YnZqfG5qdD0zMTk9PjcVHB6JhCaC83OT8/OTczMjs/NhhangvNTk9PTocnZ0MxUYHo2MD8bnJkan54JTc9Ozk5PzM9MzE6PL05NLMyGZmdDC/PBmZnxuZnQ4vTY/GxgZmZqem5ybjY0NxNaXgruhxd2liZnpwOhqZHY5kxsMTQ+6p4MeqfGB6ZGfYGB3rHBnpnJkYXFwPzcyNJMaGl6YnFmfHE+ODfjn50dm5kbnZ0eXZwJzM4FFmeCC7OBxYXAwvTo4px/cX5kYSG4OBtamgssLowvzE0szk0uzgQX50JLi8Hl+eDCwsTCQmh5Ibg+N74yF1qaDy4uhFaWppbmp5aWp9YXQ2uL48sLwaXFyeXFycX5yZXFqdXlqdXF8YWZwdkxj99nHfL37KwGctvT6zN+nw2dHLMlNgI7q1ObyxPry+NbK6GdlZntldnN1emd1emt1Znw6szO2tT22uzOxtz2+kJkbTG6uRDdXIhtLcW3FhLbi9Gtpdj2cmx7Mbq5FNtejqwtJDaX97bXdnfWdsMryehKMryyF1nJRFZ2I6u70eV0dCUdWU9HVtLh1XR0NRdd2Y+tZuPrB7HV5HJwOdA36kBC4/3ZdKSYTRTT0WI6UsxEipnY8X7yLBM/y0ZPs7GTTOw48xcd/v2f179/uvzw8eK3P199+Hjx4dPl+0+nv/zvwfkv8fzxzl5+PZZe2tmd3YwHN2ITK9Gx5cjI8k5gaXtxM74V212PxFcjidVwfDUcX9yJTW1uTSzMj4ZCgZnZ2eWVhZdbi5tbqy+3Vjc3115urm/vrOxE1yKJ1XDs5U5kIxx+GQ5v7ETXd8LrkfB6NPwyEn0ZSWzuxLbDibVofCOa2InGtmLRcDSeSO3F4vFwNLoVj2xG49FkKp6IxxLx6H9jOByLhlPRaDwei8djiVgsHolGdyKx2E40GYnEo5FoJBKNxiKxWCwaCUfC27HYTjQcDkci4VgkHNsJR6PRaDQW3YlGI9HITiS6FYntRBKRnUQkFo/FY9FoJBqJR6PJSDwZjse24/F4LB6LxcOxeDiW2EkkI6lUbDeV2E0ld5O7u6lYajeR3I3t7SV2dxOpdDyVDu/txlLJWCy2vbq6FN55mYqHk4lIOhXe243tp2L7u9G9VGxvN5bejaTT0f10PJ+OZdLR/b14eje2v5/KphOZdDyTSWb2U7lMPJuJZ/fj2Uwyk0lm95PZ/URuP3WYTR7mkrls6jCXLOZThczeYW63cJAq5FOHB3tHh7tn+d3TfLp4mD4u7hWOM+cnB3OLM1w11D/iPz9Knx/uFg6SxYP42UHiOJ8sHsRPconTXOIkGz3Nxc4O4qfZWDEXPcnGjrOJk1z8JBc7y8fPs7HTbPwkGz/Pxc/yieN84iwfP8tFz7Lxs1zyJJ88ziVOc/GzTOI0lzzPxc/y8dOD6Hk2enYQPc3FX+USZ/n4xWHyMhu/yMVOMtHTfCy3u3O0Hz3Lxl5lE28Kez8XEz8fxV4fxV4X468PU+f5+Fk+enqwfZYNv8pGLrLRV9nIeX7n5CB6mguf5cKvcjtn2e2LzPbF/vbp/s7ZfvQku32a3zjNb59ltk6zmyeZrbPMzvn+zkV6+3w/cpreOcvsnO5vnaU3z9M75+nt8/TmSXatmN06zW2d72+dpcOv9rbP0xunexuF9EZxb/M4vXm6t3G6t3m2v362v3mZC1/md85zL4up5cPYSiG+kovOn6TXConl48TGcWq9mFw6SS4XEitH8bViaukssXySXD5LrBwnlgvJlUJy5TC+dJxYP0mtnKSWT5Jrx/G1k+RyIblcSC4V40vF+OJpfPk4sXqUXD6OLxWTS4XYeiG+UkgtFVIrx4nlQnzpOLFwnFw6iq8U44tH8YV8fPEovnKYWDpJbZxn1k9SqxsB14hNMxlw59LxYiZe3Iscp6PH+7GTTPxkP3aajp7ux072o2fpWDEdL2ai4M3v/7n88OnVh49nH/48//Dnxfs/z3//ePzr/x68+jV6eLa9e7Qe3V/eSU1vJyY2koGVuH81PLyyGViKbkRymaOTVK4Yz+ZT+5nk/n4inUnuH+7lCnsHx4nDo0Q2l8zkYplMan8/nkmn0vupvXQym9nL5FKZfCqTS2azqWwulcnvZg9Sufxu7iCdOdzLHezlD1OZYiJf2Ds4ymYPcgdHuYNCLn90kDs6ODg8ODjKHhTShfzeweHLaGonvnuQL2YPjjLZw4OjYrFwViicFY6O84cnuXwxf3iSOyge5E4O8seHuWI+X8jlC/mDw/zBQf4gf3h4mM0fZPOH+cNC/rCYPyweHhYODo6O8vmjg/zhwcHB4eHB4VHh4PDw8Ch3UMwcFvKHh0cHB4WDTOHw4PCweHhQKBwdHh3lD4sHhcLByeFB8ej0uHh6enxYPDosHBaLR4V8Npc92C8e54qHh8eHR0fZ/fD2dia1WzzMFQ9yZ0cHxcLhSUnLwDYAACAASURBVO7o7LBQPDo6OS6cFovHxaOzwtF54eC0UDw9Lp6fHJ0dF86KR2fFo5Pjo9PTo7OTwqvj4vlx8fzk8Py4eHF8fHFcPC8Wz48PX58UX5+dXp4evz4tvjk7fn12+ub05PL05M356dvz07dnp+9enf58efb2zdkvr1/9+vpydnm2QwUNBoK/vLl4d/Hq9Wnh9XHh8uT44qT4+jh7eZx9VchdHmZeF7OXhfzZUfbsKHtZ3D8/zl8WDt4U85fH+xdHmYujg8tC/m0x+7qYf1XInx9lL47+OjR0cFHMXx4fvi7mXhX2Lwq5y2L2TXH/XSHz+iRzeZy7LOy/KWTeHOffFjNvCrmfj/KvC/nL4/ybYu5N4a/HbZnL0+z5cfb1ce7tafHd+dHPpwc/F49en+Yvz/bfnOy9Pd57W9z/uZh9U8y/KWbfFPffHOd/Ps79fJL7pZj7pZB9c5y/PDl4c5x7c7L/tph7W8y/KaZ/KaZ/Ley9O9p9V8y+K2Z+Ptr/5Sj981H658Ler4fpd8fpX4rpX4upNyeZt0fpd4fpdwd77w723h2m3ubjbw5ibw+S746Sb4/ib/N/JanL4/irg+jPR4l3xeS7g713h/tvD3bf5hI/5+PvDpPvDnff5lJv88m3R8m3B6l3+cQvB8lfDpNvc/G32cjrfPR1LvE2G/85F3tzEL04jFwexH/ORX/O7/yci73JRt5kwm8zkbf7sZ/3E+fZyOvszsX+5qv92EUm/CoXfpMNX+a2LrPbl/vhV+ntk/3wq73Ny92tV+mty73Yq3T04ij2y3H616O9+PSYr1sZCvYfpiLF3ejRbriQDhf34sfp2PF+9CQdOd6P/kWHk73Y0X4EvPn3p/PfP519+Hj+/s+T9x9fvf/z1fs/zn75n+Kr96mji+3dw/VYZiW8N7eVnHoZD65FA6vR4ZUd/2J4ficb2SuGk5mXqd2VVHozuf8yvr+ZyL9MZVfie6vxvfV4aiOeXEvtLSV355OJtXhiNZ7aiO+tJfaWEumtRGo9vrsRT28m9jaS6dVUei2RWY1nlpOZlWT6ZSK9msq8TGQi8f2Xu/vLu5nNxP5GKr+SzKwn9teT+yu76dVkamonOhdLru9mtvYOckenO+n9xUhiNZqYD8dmw4mFSHx5J7GyHZ3Zic6F4ws7yant6GQ4PL0VntqKjIcjwe2dha2t2c1ocCvq39wZ3doJbkbGt2PBrZ3g5k5weyuwtT3+cmdic2d8azuwtRl8uTX+cntsYyewsTn28mVgYzvwcmfi5XZoY3N8c3V8eyO0+XJic31ydTO0sTWx9XJi9eXEyvZuOpfL7/vXVwZWln1LC66FBcfUhHNyond+1r4y515acMzOOpYW7Yvz9uU559y0c3qif2HGORPqm5nqn13qm5+2z4/bZ6dts9POmZB9NtQ7O9UzP9k7F+yfm3DOTLhmp3pmps2zk+aZoHlyQjcTMM4Fe2cmTVNTlrmAZSZgmQl1TU8aZwOm6dGu4EDXzIBxYcS8GOiZDTqnRy2Dbi6MQg6bZW7CPBswTg4ZQsPm0LBiwqeZ9BrGBsxBjzHoUYXcuqBXP+aDxtyy8X5p0C0e90GjbmXAoRp3qYMOVcipnPBKx73wiB0a7Zf5PbJhj3jEoxh2wqMu0ahDOGIXjPULRm3SEZt80CYacXaOOIWD3fxBq8BjE/rt/BGnyN8v8tsFQz0in1niNQqGLByvERnrz2V217ZWdCMO25jTPGHXBdzdYx7juMs44baM9VsDXm3AbRpzG0fs6lEb7Lcr/L3S0S7FmF090icPOKSBPni0VzbSKxntkQ/1Sge6xMNWyUCXeLhbNOQQDtuEQ1bRgIU/ZO70mQVuk2BILxyyiHy9woEu8YBV4LF2Ogw8F8p36oV2HdepETj0XIeO1a/nOlCuDWHZlO65wdNMfHx6TDbmkI87RRO9krE+6UivMNDND/SJxnqFo92CoV7RqEM82ssf7uUPdgsGbfwhS+eguXPAyh0wd/rMwgFDp09PGTCxfGaBT9/pQtkeDdeDsN1atkvHcelZTh21H6b2wzQnzHTAjH4Fza6i96pbnDDFBtFtGoIdxtuV7Ta43aYh2ZXtNhXBoSZ7tWSvjurW0buVXWZhKGjfj7883I0c7kUP98KF3UQxHSuko8V07DgdLaYjhXT4eC9c3IuCN79/evX7p7+WHc7+osNvf5y9+5/ixfv00UV4r7iWzC+H92a3ktMbidBaLLQSHlx+iXf23jehD43axwbtAyt6z6j7woB+adE9tqCfWdR3jfBDA/zQBD226L6yGG6bdQ+tui+6tPd7DF90G+51W+p69Y9s6KNe62fd1q96rY+6Dbe7tbe7dQ+s2ntdpgfd1kfdus+7DE8shq/MukcW5F4XcsuM3urW3rei96zo52bdA7PurhW91224b9HdN0AUh2tlc4fp663USmoN0jqdvNIgq9LLbyGSG7DwioZfgwpLNZJymFsFdV6Ri67IxaVKEVbBqVJxK1SdpfJOnIIP5B1YOatExcWqBBiIWwJ1YBQdQMoBUi5QsEokdJyYDmRMIGEBIQ8jZmGEHVgpB4hZJUImVsTAyBkYBRMjYwARA0gZWDkNSBkVIqErNBNanLqm5gMNFyhZQEUHChqQ/OXFYAAZB8iYQEEDSjJQkoGcCqQUoCABBRUoyUBFBGoSgCkAYgIlDShIQEEBUgqQUYCcBGREIKUABQPIKUBOAgoakFCAggSUJKBgAFkHUFKBklACETFqJoBJQEPBQhSgbAUwHkAtAKFU6NmdPWYFovsOFgGYChAKFqYClAoQWomaDFA6FqKVq0mlGgKA8TgEX6omAjUZoyEAqBlAbWVqAg4hYBAKRocHunYAd+DgDqBpLYPIQEkFKhJQEoGUCFRkALUBVTtQkYACD+QEIG8HchJQkICSCpTtQIkHcDtQkwFMATAdQGSgImLUeIyKApSURwbBynJQ40RqpQ23lY23ocYaDbEWxt9R42+jpPsw8aGaehUmVCrrq1UttVBbpbKlTNWAUz3Fyl9UyBuBogGjfAGUjUBZX6J4ipM/x0rrgeQpED0D4mYgaQHSBiB9BhQvgPw5kDwHsgYgfQqk9UDeDGQNQP4CKOqB7AWQNQJpA5DUA0kzEDUCcSOQtAFZA5A+B4Lv2u3y7enx5ygPQASAEICmCWgIQEMGSDvQ4gFKAGgz0OCBph1oWoGmCaibANwC1O0AbgNQC1C3AZgE1C0AaQIICaB4oG4FcAvQNAKkAShbgbwFQESgagOyZ0BeD+BmoGwF8mYgewHkTUDRABTPgfw5kOOBrBFIW4ESD1SNAG4G6haMqh2oCUDVeE2N15sl0xOObHLjcDd8uBs52oscpqOF/UgxHS7uRop7saO9SGEvfLQbKaTj4PLf/7l4/+fl+48n7/88f//n5fuP57/9efr2fwuX7/cLr3f2jlcT+aVIemY7OfkyFlqPhFYjA/Or/+zTADUHaHlAo8QaIJxeChAeQIUA4QONqFQrA4gAIHyglQBUXmtEq41yoBcAgwinl1UbkatdOqxFAkwSYIaABQJm2Z0upKJLgTFIMDoZMCoqjep7PUipWVlqUOB04kqd8LZVjTNLcVpJmU4KDIqrVu3NXjUwSYBehdUKfjTp/KOBZ30oQARA1wm0oisW5UMLjEGEABZg4E4A82p1slINH0BsoOABJbta3XkdkQC4AyhpQEkHEKtawy1VdQAFFSjYAOoACjpGwbwO8zEKJlCQgIwG5JQyJaNOyQFSOpARgZgExMw6BbdMygBiGpARgZyCUXLvG6UlMBmoSEBFAXKO3OvqGfNUarhAzQIqLoCoD7rENw18oCQDFRUoGRgV/TOdsAJmAYgKIDKAmLUI52uTFKOhATUJICSgYTzQC+4aOwFMAZr/mi+AkvxY3/kA5QEVs0RFBjANqDt+NAtuowygJP9Vqk7Nae1S1erJQEfFIQyAsB93qZptcLmOVq4nlRo6rpo4nRajDNE/00irtMwyA7NSx6rSsagO5O8mfqmWWqlllKGkOzqGyCZ/rGdWoPQyHakEJTwx0SUO2S0DvVLHKNMzynXEp908oV15A2FX6ojVanI51IFRU/9u5vC7FVchchnagtMSgZrynYnLNXfWQu3lELlCTcPCtG/NogYTD4fQcCgDq2XitLRWh/pZjxinY1ShnGqU+ZVFPjnmFXdJ76jbP9MRHyHkh1qqwCFtsrAfGChfGahfGkifW2nifukzPfM6Qr+JUq5p2z/XEiV20RMdtUZDqEVay9Wtd40kbi/3EdpWpWnCQc1AgQfS9jIlnmrlfaUlYqEmHNyKVbXWIlSqWfA3Da1E1VyqasIpm66qiYSezjsaUqm8pVTRCGStVyACr1d+T0bByltwCgKQNRHt4unB7n9pqUBPwhjoQEeu0jK+M3PL9XSsjlSmpQIttcZMb+mVVmopQE8COgpACbUI/amWVaXGA3U70JKBnnBV3/69nlWhJWGRdgxCwSIkoGkvh4k/oYxrGgqA8UCFB3B7CdL+VMe4rWrHyFsxinagaixRN3xjIN2EKRgFAaskAg0BoE14m+xfRnaJBo/TkHCatlt6ktYinQn251MbB8mtw92do3TkcC9ytBst7oWL6XAhHTna2zneDRf3Ige7UfDq3x8v3/95/uHjyW//d/br/73+9ePFb3+cvPvf4uWH9PGbrUxxJZlbiOxNbSaCa+HQyvbEanh4ZeMbmwWDijB6IU6r/NHW9agHAYgYg0qARnDPgDyzWXB6MUYrwmpF1XoN0+f7sluDRXmVOmmJHvrB3tvu6as0C0vMUkwXXGJWXDGpJP7Bx13GEq2i1KAqMSrqnX1EX1+JQVZpUJTr5HfNkMrvedStLNWKq3XyUoMC7+xtdXeVGiRlRmWZXvy1Qe10+Z5btRituFwrKkHEP3SZWuwGrKYDA3OxMK8cEtf3mG/rIADxMSoWRk57rJE9M8EApgMlDSgYGFXHEx1Up+EAJRlIaRgJE0g6ypXcv2vlZTIOEDExUiqQkq9DvMcwF4jxQIgHPAIQ0L6EBdeVLCAmASkRyGhXFJxneqj0v1qABCR0Tl+P2dlbqaYCuAOouEBO/adeehtlA0U7UJCAkliman+mFdQo2UDBADAFKCmPIF69SYJRkYCCgoGoAKJ+rRM8NvCAigZUdIyKBpQkoCT+YBY/QvkYObVMRQIwFQcxG/X8G+oOoKBilCSMsvUewqRalTd0tAod5bqOVadlf2uWNJsFZWpqqZZYoaHUavkdXV0ynbFFq7yCsksMHeV6VpWu45lF+lDDKVHTqlByqYZ4E2USrfwbWmY5wq7QkqsQ8pcGJqVHWo10lCFMnI5UqqN8b+GSu4XVGmoZ0l6pIZXDFIyy/QsDq9EsrIKppRp8mZqIU1O+1FN/MLLKZe2VcmKlGg8Qwtd67nO94ApCq9PTrmvZ13TUH7q5n5nYWC2tFGGUaamPDYJRdxcbYdyC8PdR4m20/T5KZlqEz7T0x3rilzrKI337YzNZ4JB+q2VeU5Nv6OjXNLTPEDqnT/A52l6tIdUi+DJN6y0tGW/gXNO0laJNGOg5Rt4I5C2l8tanBvY1GI9VNuGUzRhVUxXc/pOu45YSXyLHY1R4DNRQo2x9oe24pyFWwG03lM3XVITPYGKzhloraQayFzhJKxA2Ea28QL/2EUoAWgoGZQKUWY12/NNAL9UTsSgBh5CAllhpID4xsct0RKBtB1oSQMnVCO1LhFwOtQENFaDtAMGXa2mPtPRSDQVoqBiYXKIkAoiEg0gPtKQKpBFArUBJBGoiVoN/oKFUKclYGR4rbwWqFyWKxs81pFvKtjJlW7maWAsTrqhbv0Qo19UEoG7BQS04iHALpRoMoplxd3536zC5k9/dOdzbPkxHCrux41S4sBcupsNHuzuFVLiwGynshsHFvz9dvP/z/P3HV7/98erX/7v89Y9Xv/6lHT7snvy8kzleS+Zmt1NTLxPBtfDo8vbI6qZnefV7WxcGkWC0klJUUqkRlsgYQMHByFhYMRenEpcq+SWQAAeJMAgfp+BUSLlYGRcjY5SqeFhEXKaXVegF5Tp+OSLGoXycurNcKaxUikpgIUYlwiGiCr20TqesRIU4mFMOdVbB4jJI9IVR/fcexefd0NNe04+92u+t6G1EVAJxSmFhiarztkrMM+mfIGKg5mF04goNt1zJBDIqVkzEiChATMZIGUDWgVFwMRIekDKAhILtpAEBBXRSMHwyEP/V/On/Fe1iKuCRAZsMOETAJQIhFQjIQNSOEROBhAzEJMBtBOxmwGoG3FYcn14n515TcW4pO27I2XcU7AohBQjbgYgAREQMj9Cqlcus6sd61g296KpBWK1jASUFCAgYPh7Da8OK2oC8BYgJQELFSmkYJQlI2wGHAAQEIGwG4jagwAM5CchJQEHEKulARgaiFiBoBXw8ELQBMRFISUBCBGISVkwBAgIQtgMhAYhaMeJGIMPfQdnfGju+N7KoVn6jSfCDnnNLRsSI8RgZsUSGL1PSiAYt36z9ERXWQYQrGmodTC9T0YGcBEQEICZhJC0VMnKNilqqaavT4m8irDqYVqWgAnETELcDCQ3IqRgVGaiIAMYDJaESbi2VN2NkrUDYAoT1gN8KRASgIAJFC5C1YWStQF4PIDwQtWN5BJyoDUhby9Xtn+k5n+s7/mFiPDeyfzAyvzR0lMtagBSPlbcBOb5WSaOouY8l+FJl601l2x01/hpEqBK3Vgue18qeVUvqa+RN1yF8qbL5ippwTdN2BWmtU1DKpO1AWl8iayuR4UuVzTioDaNqx8laahRNOFUTUDwD4p+AsB6IXgD+90DaCGR4IG4rlTeVKFqAorlE1ogVNwFJI1byHEgbbiHMhwjnpo71rbHje2PHtyjvoZIGBE+B4DsgeorpfP61nNAhp1apCBiEitXQSrU0LEIDMAFomgHUDOAWoG4BcDOAm7FwM0bVjFW1YuF2oMIDRTNQNWNUeKDEA4gAICJQNgNVM0bZjlG1AkUzULQARTOQPQeyH4CyCSNrx8paMYpGoCAABRFIWjHSeqz0GUb6vE7VflNJugK13oVaH8vxD1XEa5p2jKIFKFtLVI04ZesjDc1sFoeCnkwqcrgXy+9uH6S2D3fDR3vhQipylIwc7YYPd3cKqXAxGT5O7oDLD58u3n+8+PXP89/+OP3lj/Pf/jj77Y+zd/939PrD7snP4WxxLZGd3U5OrcfG18L+lR1TaILjtfzTrKpDxTU68VVUXKJgY/nUkk5SCY9SIaJdUbIrYX6Fhn9F01mt5WHEVCy3HcuilPCIlTLqHQ2zTsur0fHqUEGpigukVJyQWsqhlPFplQpqnZpdq+FeUXfWaToxShqG04Ll4rEcIhBSqjSMu2buPZ3sC1R6Wy+vVPBKeHjAaQWdeMBtL++kPlYwP1d31CiY5RCjWk3DyqmARy7hkEpYlFIhrVZBq1LRgYqGlZJLFB1ASgGdrYDXCtjtgEepkZDvKfA4Cb5ERMSKqUBCBzwijtWGY7fhOvFXxE23lK0YKaFE2FoqJWKUNCBox7KbsaxGjAhfDZGuqghV0rZqCfGKhFSjoGNE+FJecwn3RRm3uYLV8lTFNTokfQMQPKgReeEfzB3XEEKpvB3HbSvlt5WKyVfVlKvKtjJRc7motVyGL5G1A34bjkso57aUivBXVS33lIQKaRtO3lotIVRJ8aCzsUzQUsptw7GbSzoJZbzWSi6hUkKoFBNKxQTAb8N1tpdxyThhW6mE8hAhfaOnfqchf6Np+0xJua+kXpO2VHB/KmM3YzqflXOeNyv5LJNCYqVTLYR/oO1fyAk1IkKJkIDl1uO4TTh2U7kA36oj8a2kF1ryNyj+iar1mpRQxm+tEODLueRSHrFW2vqdlvhQSbwiI9XJWq7IWmrE+PLO1ipBSw2vuaYT/4WK+D3acE3eUKVoqpY/u65qvyrC14iay/kttaLWq6q27w2Epwbylzr8F+rmB1D7HYhSK3lRJXxRy/+pqvOnanHjfdGLJqT+C03TZ1DzZ/KGWwpKuYhUzn1RyX5WxvqpnNf0pZLUoMc/hJsfqJpvSJ/dEOOrhW0V/PoyVmMl+0Vt5/MvVW1PNYTbypYHsoZbgmdlwp8w7BcVrIZKzo+V7B+rhc++U7d9LcfXSOvLxT/iOp9jhXhM57MS1g84xrclrB9qxE3PUcITqO2usumq4Fm5sLVCjC/jv6ju/Kmc82M158VVfuPn/Bf/0LTVyRuq5M01kudl0ucYBQFAbWXK1gpRcyW35bq4/rHoh5KO7zDsH0oo35RzfqqUNOKkzWXC5grWT5WsH68Int0Qvajs/KGS830589tK0XOMuAEjqS8X11dynlWwXvxD0fSt5Fk1+2kl8/sq2re13KdlvIZyzk811G8rmd/XcZ4+V9R/zf+ukv1dLfVflfRvbwqf14jqyzqbqlg/1HB/vCZ80YF0TAZ9uVT4MBU7TIUPU+FCKnq0t3OUihST8UIqWkju/P8kuXd7XIWBeC2rjXqx+vSZ23vvvcydO31Go1G3JHfTU0myYbMhIQnpLAFsGWMb25AE2zI9kE3AmPwSbLLvZ3r/2C9xnuecc+/WlfduXbl360rfX7/4308e/PvjL77+6ItHH93/90f3v/7w/qMPP3t479Mvb33wP6//6b1Xrt7+5etv/ezV6z95+drzr1w989Mfdc/WGk/uKN86j53elPZWhZPV45vlqVVnvF1KNe14w5YvbOUe382d7QpnKvq5aHG7OtWrTGyGmZ6xuuubT+1RTx5Ap7aMcx3wVHR8oza/VpvbqPFr5vrpWHhqDzy3VjhVJ0+Fkz1rqKkNNtT+tqmta/XHG9TTZ/Knepn9Gn7an2zKxyrCsbraXzVmS3b7hNd7rE6f6yIn69BezTrl5HrmQMUZquijDdNb0/19L3W2ldyvZzajYMdC1tW+qjJcVfurGlTlN7YNaCde2qzMd11k25muOyOhlojE/opE1qhmTy7sBKkNf3HV0PY8YsMdiOXBitZfldEWXd6QV3aMhXUr3fO5Hat0Qp2sCNNlMVHlB8o0s1b6xje6v37h9IsvP/X0jw5qp/zdbY5uy2MNeawpjDRYZV2unDLpfQfc1PIbvrPjaDviRIma8ZmhiMLqTG/XFs408L0I2AqpLaOxb6Rr0mRFmCiL06G46FLSdkm7UMmu2ysbGrkjLJWFUY8ZiNiRkK2vcuefKNWerulnAvdMo7qmrG3zxQabrXDzNXI6ZrTNRuds92BLf+rpaveZtrwZYF3Z2WMWK9ioi4169FCJ0mr4N0/Z57+x5hx47r5tr5O1bW4y4CdtdtRDJwOg2+K2T9bMkyVo0yJWPXeTE9bwYZuasfFJG0fK9P4Zu/tkTdp3pRO22NXXtwmmgy3E7GJELoSk06QOHo+aT9e0k562H9prTHeLXaghcxG2FCKzMY63pCe3ldNPVatP1qQ9hVhXjE1eapMzLj3j4aM+i0Tc46ft3W+1orOxtGOLPaW7zegNZDGEFn18xkbkiHr8bNh4oqHuuOy6TbSYUo9OOcSUiUzb8LgNRlV866QRnC/jXWkl5hdCcdKkxmxo2gLHLWgkgFvr4voToX8uzlWEZJUNeqTWZOZsYt6Gp11oOiS9Hvv0WbP6dMM5FQItYbkuAusK1GInbHzKJMcsOh3gbg3Nr1LJFj3tYsmA1dtMpQ3NWPCUjkwbwKIHimuituuBsbpg4isBLnVJIAQTYm5SKU7pCOaD1TXG2g6gUFiyMaIGN1aBZSk3z6dnlMKUmtO9QnldlTeDtIMnbZgt4b0ukpGBaS43IReG7KK7bv/yhWdv3zq8e+ONezevHt26cu/WG0dvv35068q7N6+9d+vqu7dev3vzjTs3r9y5eaXvr1/+70cPvv7wwdcfPXj08ReP/nL/0Yf3Hx39/Z93P/3y1od/e/2P77189U8vXr71wqvXn3/5yo//cOXU8z9Qu+HeY+urT57AoqC0Gtd6vnqySq+V4LVWZjVkVeb8E7vWwSbeqDobbrRmeSd7SK9W2K3nOr7sGY9/Z9/c6mLVuLMa1jcD+VS32K3xe2uQK691ojM/eJxcraste60rkGv6ctuai82ltp/W6c2t2onvnCVbJb1tNSoSFUnLZWUulBcjJWlpfFk/2K/tPLnJx47ZrUUBb1f4QsOZ8aTlWC3I1NpGuHpuHfZ1ou47IadXRbhlLAbiSqwtWZQTiZvnG0Bkor68VpOUmrDiSzOGPB/JyzquOvTe2QYZ6bAvBBFVjii8Ji/Y8nysLtqoH9C98w2kzLNlU68rYRmzNiwwlICSkqlrRF3Z2Cv/53O7z/94v9ax9JbNa2SnpXBtacUi8001F7J7+073ICIMnIs0zaEaJVyucUkdz4VCykarDen8Yy3aE/mKK9fNwCPiVQMPxKwrgBWlYJMHJ8tbBxFq8WxFXfNxTYOSMjQjw3M6BCvwt05Xzp6tCC4RdSzRIKsWu7fjoBpG+7TUMvS1VrBVLVe4Zy5UNns+qWB6RJSMrBmRRQtekeCUTwEueuGE8cy5WFaJsGw6DlYzc0aFzKlIykCTDkpZ0FNPVFo9jVUJp+wIaj4IIdLnFjkgaeIpE2/35KdOl0Sd1APWiFlLz26uy1ospm2Mqgh0iX38XGVt0+Asyq+qkgWVXbC5IQEOQjsYW6GwgApLwveerqyvGYpHeS01MMBOiEoRn1dhKGTyDtZcN//jG00v4OyAtWuUqSbX24RbgQsqwoQMY+In9/0LZ3xWRcOq5jp4xy26ZQJU8ZQC510YsuALB85eR2WUAmWxsEghDMiHWFEGVhQ4Y4OCjzxxzik3RUgEaJ+wtGKrTMsuWRQhwCayPgHb6OqG8tx3V+NQIjWCtJiaDXetTI5NHqeTM2J6ik1yJfhgR6X4YpEDaY/jpXzDLag+sUxn0mo2rRfWu/xe7Aq2GAAAIABJREFUx8QoBGYQhC9U5cWylluh03PYYpJOL3O5Rotfr2sAmkcUihAAV14OSkWQSqeZXE4opsTs7rbRjuQsnsRMiJRhUchFIQFS+QxXyOjFuOf86qfPvvP2G0e33rh38/LRrcM7Nw/v3Lx89+brR7feOHrryr23L9+9dfnurct3bl7u+/Qf//7oH48+uv/vjz5/+JfPH338+dcfff7w3b//8+ivX771wf9cfPu937/x1s8vXv/JH6688PKln750eOb571Mt11uLSrtlwlWJ0NFK2uZeLPoOHpTRzQ7kyI3VhlUvYYZaiBS1LK/tVAhLESplZr1BeGpzo2aWA9h1YM9qrpbKW2VIlrRmA6h4Wmx1DpqMY1KeBqt4uWtwFTUnykC5lLFEK3bL2w3SUlBXgnmiXNNJmwVECi2baVOEbc1tBKvbNVWXKdfKCbQdiFps5BkaKekLgaCX5M6aT6o0ELoZlTF8Lo6VIoPDkVb0BUQnva7B2AJgCAWRqNRl0ZezNAmU+KRD4TpTa4ayISMGk1YR2yJKdTlLIEVTXS4pBRupdG3RpQhdBh2JMrFyW0NEnBAoqKKyTbPWdncP4icea5UCCQ/lrIrpPumEHCkSQqwjkaAEbLVlcwpLWkJexSyTLpckmAJph4QCjvT4zoZr2IzoCKwtEBJSa3GiQGAswVZE3EbtklRrm4yIYxaNINnYxCUFSmN5UKdAG49q8kZbU1TUCDncIEkZqwSiKBK6xdbaurXRcjcrgs2UOmqjzrIqiOoQgGVCj+RlEMFB1hUIkwyrxNqmpWmE5VKIXGSFQrOE0ySA8QTusJCLO22mUhVkhWQdNk3kLBUuWQiI5GiFgiyK8vBaSzN0wgwI3idAGYgqhKWjOA0pEUtGgtlUKi3J0AgjEBAV5nRgrc7zAiTohFJhKQdjPSze5OtVXlEwJeQhuliy8bpHIWhOtkm8RPIVsbdhugYuq7DhYBSbbsRI2QRwEnICnvFZucqtNVhNBG0fZ0UQ57LdmBSYAiSApIsBJs6WybDGSgIiSAhAQwqX2Q1wBsuCbJ6wIUhDgjpfL/GcUCD0Yo7OxR4eOwSIpBiDABwS0XGhxKxumKEl8irC6HgWzsRqsa2DeWAJFDIpNpUSMnYA8XSRISFSBvJk0tYKLRMFwRVayxdMADKhwKMYGiDZIkBmM8BCYAASlcuC8yCTX2SysJZzfYQhs7gIwHSRp5JVq8hhaYzNskYxL6ZZsxhYGIXlWbmIsHmATJYdgCfyJA2wJtTdtn71wvdu37p8763X7926fOetS3ffunzn5pV7N668d/PKvZuX7926fPTW4Z0bl2+/edj36T8effyPr//yxf91h4cffPb1B58/fP/v/3r30y/fev9vr7199Ps3brxw8c2f/OHq878//OnvL5786XPAqu+ejStPdoiqD5dDwOC1VVMKLNWzLuz5ZChae3V9q0GGJlpSChYt9yzaUYKyd+GCQ1cU7/G21AyQyIAdHfY1uevTmrm6Wl47YYJVq3KhSpdc2NWKCgbbpFRREEkobTpGjSZrqneyTvoaYEsrNA5VSLbEYZIYtxQh4gq2LK2Z9ccaQqAjgbgiIgWb4CoywbOtmlJqMXhbsE/5sC8WQyMt0kULUdsqqTJ2WY6bAlzhrHMu4gsZnUzKUFaDWVdEBNapMGKAwiEVnfIJR86bTFYmUjIolHlcZJRQina5VBkNT+mYT2VtIWdpSQlhajSnMZxGHWyR5X0n6Dqnf9B67Pttt2PTNXVRBvEGKdcFTCP3Vtlmh+J21OiUQ9g8EXFpEQZcRKkzNIe5LrHWovGyUD4dKb7E+BKg0ctcAanhnMbiKr/bpdRGWv0vyN4UKQnNK/A8vpJzs5xaBOm85SGSh2ubcmNf0WzCbcusjOU0QOnwskbrBvHNLTY8UTcOylyT3fmuXVnTSY8qisUUlkItgFbAIgdvVNDAB6M9YftcYIacGVEwk8+JWTGEeA7lVGI7ArEYazzNless59KIRaTwLFXKiVYWIoqxg0dVVFnjqidMzielGg3rUEpOiWs5WcMInji/A5e7ROVJI+4pYkBqdTHPgkhQsDsULVGqS53eIoQSwZWY2pOG3+I0h1VNHCCSRRNQTIIkwUYAbLRhcVvduOBZLiWXUM5EICpNxQXRREgGONmD6l3YPCOtrXOKDio+CtC5RSlFlCCCLTBi/lSvKMUZ9Tzv1DlOgikFWCEyc9o8VcnSaE5SgO1qgaqD0RnTKQmEVgSVQopeIYKMaOIQka2EmV4PhAyIaVKtfcPXZU7HASabg5cQPikKGQxNldS8p6fRWl5pYQSVx9kiwKRX8CUiSGpiDiRyLRcol/PiLmxGWI4uZMV0EprLIAukvIxgSylkuWumdW9F2EPVAIOZHMjnCnAK0pfpUoYkchyXfrq3IlVWrMcIwyIgpoCKuRy+lLEWWX+FIHMknbzQyVzYMV/4ybf//Nald2+8fnTz8u1bh3duXblz88q9W5ffvXF4dPONOzffuH3z9btvXj66ftj3ly+//vjBvz+5/++Pvnj04f2vPvz8q/fvP3zv838d/fUfb7/790tv33vpys2fv3btx3+48l8vvfGT3146+5PnybM7xlNbwTO78okOsxFDsWk/XuG7Za7k7u6VubatP9UxTu6K6y28E+SamnC+RFZcuR5unQqUzbD0jS19r0PudtBawHQN46BKOK7dLNubFf6gGn9/k9tpURulrMVSWwzXkzISpzQFucZpp6LoWxvMbhlf85Zlmt6nsK6YEhguIuFIQdfK/hP10jdWxY2I7fqLNgN3GbKrZCVacTk1ppiToft4m1p3sY6e0Vm6y5E9Lq3TQCAQIYP0FOlshLXUfCguSDjThegWsyLRiI0jFp5vceJJr9gyC1Uxo3JQnRZ32azEIB5D1CioLfkXYrJtAlUl48m5Mq7t8oTNwC4tVAV3L2481d19dvvM9040HmvZu6W0z+JrPFaVc67ARRRXlrSDUng64jsa05CSOol1CLrH5RUcswjCIYiWUj5V1lqm2FBBlykECN9jSYeFTYIPaarDe88q1o7LV3XIwo4zWbBbLCrFFAcAUhaxcffA3D4flbpOsGpQvkBUWKXHYTZJ2yTtM3KvGp5f0055pZNOtB16HZW2yIwEYGWwqEIZAUR1gI1p/0Br77tx13TrSlFAqAASm0ieR4pCkbOKRJ0qn7G8nqY0FcphUkIWX80DJphjCohcIHxE3DAqJwJ1y1C7Gm6RxTKo9hDUILImzkcks6o6B3Zpy/PWbbUu5TSUaUFal8A0DAsIoYoKW4q6ZTUeL9dO+PGGLYdcjs+zLYzxyIwCUmZeLFPWaWfzyVJpy/Q2VNQj8j4orBO0AxfUjBBmuBbhXFDX9+ygo5ixkOJyTDNn9pAiC2BCTjULRIO09hS/I0hlEnXABTy78o0V8lw+j6cJIWd5INZhnD1XafFshAAanDZy3EYOccCMiFBmjmqhdE81dpSdM4HXdKWKlKZyeSyFBcUinUxjySKdKqhptA6zFRrSwYJeyEi5opwUO0VYzqbpLC1kUBekmqRUYaAQzauZ4+hsTl7BvVSSWJjHlgh8CbUBfBXnYw5x0KJSzKA5sl6k6tkknYOoPEKn8w7IrjJUiQZMMCcXlpgUtprhq7kVOpPjUpSe3tv1f/nCd/781uG9G5fv3Dx859bh3RtX3r155ejm63dvHt69efXOjTfu3Di8e+Pw6Nqlvo8f/Psv97/+yxdff/jg0Qf3H35w/+F7n3/13uf/PPrkwR/f/Z/Lbx/97vWbL7xy/ScvXXn+d5d//OtXv/Pib8/+/JfBd7+91ImZ2IBCZaHlLzQq+cgCHCXtG4tla74WFislxtLTpjgTG4uxnfW1vCGlHTdVizLNMllz0dDIVd1szctWAsjXIEdaLFupbiW/3oRrXsEXF0vyQllJhUrW4lZkei40MltVYDXmmgFYUmY8+XiozpXkJQtfErG50MhEdsoWkw0XLxmgwU667FgoTlvkMossM+icQs2UnKXQwRwxr2PTJjZjCtMqkVawRQmZUogxj53yJMBmMyo2q5KzKjkl48dFaJYpjCjIgMckTDrrEGkVm9bxGROZNNBlBU8K6KSCTVr8cVMsmnxRxKZ1dNxEJhR2WcVyIjitknA9qp/YQmt6JhIIT8yY3KgrjJr0Io8CIrykAHMBuVgS0p6C21Rahac8fEonZ1UiraLLMjxjYbMV/nhIF00U1KFlh5x2qTmdyCpIQQSmTGymLM5FQt6jMINcUuExHZs2oFkZTXLIrFBcDIhCU4BjknZJ2ECXyvRCiT3uYhkNhlV4PsbEnWr73BnjRH2lSqcdCLeQJYuc8tApE0iy6SyVm1egpYjKNJh0iWBtEDfAFZdK6/SKhqwIYJovzNrQQkyvlNmcCbEWnrGxKR8eN7DjEpAn0/NCftonUzW+EJGcATEmmnKx4y42Y0BLQjElFBdNbKnKLDXYnE8rNg746GKAHbfhJQ1GtULOgucdCgg5rKyADouZkOKgoAEtGNCcBGTZLKoCOR1YcdBCg4VLlOLhqoflAyRjAUtilpDSip7O6NnFgEjGJGgjso5DKrKg5ebE3CKdgYQiIoNzEjDroQtusaAlBbmY5dKzIjArAEtYZhlbTlHZSRGccdElBQb4PC6l5pT8pJZPCKkVPiMowIqQnxLzGR3PBkzSxlmbwSxkhC+M8GACW0mDixCZGmMzfXq6384npGyOzybl/KSemxGBMbSwhC4VyJUpKZUwwIQKLDIpVMvOSZl+cbmPS/bhyQV8ZRFP9lOZIQtImNkZNgNz6SVpeVosjrPADJFKEpllKjcuAgkdToj5BWYZZDJzXG5czo/RmRk4mSSSS0IhG9EnTjV+8ZNn33nr8N7Ny3dvHd65eeno5tX3bl699+blezcu37tx9ej663ffvHT7xqXb1y71/eWL//2/nfn+/a/fv//ovc+/unf/q6PPvjr6y5dvv/fXwz8e/f7w1s/+cP0nL13+r98d/udvXv3h71597qVL4XPPjqyFC1V9umIlOvaxsjJsEKM8MCAjxwJuIFTGA/O4KU94xkikJxxuWCcSDDgg0wO+MRSbE6E45fCjoTlcsoZidcwVRhVyrCwea7n9HW+yao6HynjDT9T8sUAd0amEhA2Vpb6GMVS3Z8vmXNkcawfDNScRG8M2njDosYo2RZPjBDIWWzOOPGmy/ZE84HHDIjpMIoMMPGzRfa446MrTCjklYYMePWALAyo9QWdGyVyfTva5bF9JGJOJUQEeNIg+heiT0X4m18/mBnSqz5X7fGnIwAY1/JhHD5pIv4wP8MggXeg3sD6P73O5YZMek6A+m+iziD6VHBDhESbXp8KLFU/sNidjYTCiRsrcWF0bqslDvpBQ4SkuPabB/SWmP+THPG7CQhMeOVjmxlxmyKQHZWhYg4bLSl9Z7qsyiQAZCfGBsthXFo/5zIABH9OLgxE/UBP6WsJERZoLyKEamWgoExUx4eIjAjbkEsMVZrjKj1TpqZicrInjDXmwjA9E2KAHDYfksbZM73eaZ/eovdrYqjlWY6fr7OiqmGhJwyVyWgGnBGA8oMYa7EiLHq/hCyGyENMzTX6hJk6VmHEDGnPQ0bo02JLG68J0SE7U6aGOkGgJg1WuP8CGdCAREomK2F8TRmr0eIBMloiRsjBe4hIe0q8XB1VwKGIGOuLImj5VF45XqPEaO1in+8v0kEMmTHDIx8cqMlDSVmxx0ifH7OKCBc17xISPT7nIHFtYpgvzFjYTU5MxfTzEly1oxcEXKnSqxC/Y0IyUnNOyEyVqqKYON/hJG5tXkWkHH/fxURccMTIJITNswMMlcijEE2VsxM5NasCkjYy72IRVSIjZBJkcl4sjAT5QwscdYkpDxg0kEWJDHtqnF0bY1IyUGbHAMTw9AiSHYmbAR8cUcDTEB2vssRo75EPjTHpUKSQivK+GDlShMQce0wqjJXK4Ro+UmEETPSYWBy14KEYGWkx/jRzUi8MuONTA+5psX53qC/FjBjYQkINV+lidPlbFBm1g2IXHQmgowgcDYlgHh+TigAMfi4ljFXYgpIb04pSBDPtYXwke9KABDU4owFAJhnvy46dqv/jxd2/fvHzvxuHRjUv3bh3eufH60Y0r7944vPfmpXffvHzn2uu3bxz++frF29cu9X3y4P/75MGjvzx49MH9R+9//tWHn/3rvc++uvf3r44++fLW+58evv3Obw/feuHVaz9+6fBHvzn80e8vfevF39V/8Dj3RG9prza3XZnfr09vVQZr9nBVGY7Ukaqe2lCL+/HcXmd2vzN30JvcqE01/MmaNVYzxuv2SCiPVY3ZXji1Wh1uxn2ediyW+wN9KLJGW2Zhy0ufrE/vNSZ2quO98rFI7fOEY57QFwqJurq04RzfbcycaB/frQ32yseq2rFYOBZz/RVlrKbB665wsrJyonZ8rzKzHUz0osGKMxQoA4E8GCmzXTuzYY33lLE1Y7Tj9jWN/rI25kkjHjcaKSORNuJJiYo6VjMTZXWkqvaXtcGSNhjSg5EwVdHRnrawqvQ11YGG1tfW+0J5wFH7AumYzw1V5OKOmt6wxlvmTFsfXbMGW+pISUhE4kjMJ8rSTN3yT1aa5wPqwEnv+TNb0fS6MdFUhmNhNOSnm87ChrPQVUc66uCaNbrqJppef1kbjLSBSB6uCPNNO7/hjK6rw+tKoqtNdNxjVXOwqgxGwmBFmujq6Iaa3zGm1o3ZnjHZU0dbWqKiT1a18bIy2tRn1rWVXS25o6d2tPkNZ6jl9FflRI0ZqgmDVXm0Zio7vcqZ1cZ5p/14SJ3x4T0rtSXPr6kzTXEq5CZ9drzKz60a7GmPOmlSJ7Xstj7WVhIxN+AxQx5+LGAGazKzb9C7FrBtL+yoiTWjr27016REjR+oiIOxkG2L0o6cWxMX1qS5Jjtel49Vxf6Y6A/JgZDqr4nQKUU+qRV2teSuNtNVEh2ur6YO1eXRlpxoatMdC1zXzC0N3lQX1rnZJjdRFftioS9gxh06YUNDATG3JgkntHyPXVlX5hvSdFOZqpmTFWWqwo/XqImWmDnhQied4raR2zRmu/JIS+yL0cEykvDw4ZAca4rghrLc5Kcb4mSdH6uzsw1usoHPVKmpiJit00trUmFLme5wU11hpMJNVrmpBjVcRUc9YsLDEiE67bHJlpjdVaZXpfG2kGgyA012sM0N1pnxKj1WpmbK7FSTmW5TUyE1USISMTvZUkbq8kidGa/xExV+psqsdMWFCjYUwP0RPlDC+qtsX4M6Vqf6ysxgGR+tMjN1LhETxyIk4aMDLjQa45M1frxKTcT0eEyO1ui5OjMW4YMRMRhggxExXCb7YmakLEzFXKJO5LvimRO1X/7sB+/cunL35uWjNy/fffP1oxuv37tx5ejG60dvHr57/fDu9cu3r1/88/VX/3ztlb5PH/z70wdff/z5ww8+++r9zx9+9PnDD//+6L2/Pbz7yZdvvffx4dt//u3rN37x6hvPv3Tpud9efO63l77x81+1H2tvHzTKTx5w57aY/XblbI3fjuZ71ZVeaaZtijWjfbIjf3MfOVgVt+PoXFzcbi6vRnMb4Uy3krElea+jPLOP7fb4gxqyoQ7F0kikJir2YknvNu3m03vCN08DJ9rJijlpM6ORmAj5/pBPhlJ7LfKfOaCe2E/uxOqWC/f0RFUcrUmDdX2qZHjr0blzDfuZbeqJDeKgpvd8a9tNxNJQzA6VxaVIDdsWe6Kc3Y6W25bYUxZiacCkRmx21BcXTQ73NGK/kd0up7plZt11N8zxUBwP2OFAnCgJbsibG1Z2J1xqefC6IWyr47447IuDJWmmJIR1orxtEXtRfs2l1k3vhDlVFsYjYbQiJAJ5sWRXNoLvPNV+6j93owtder3R3HOkNWUsFmbKzEiJYxt846RPn64VthvIekPbMK1tcTyQxwJ2zCeSDt7aNPRzZXgvBrcipufFW3KyQo/a1JjHD4ZMWOU3z/jm4zG+72FrmtmT+VVh1CPHA3I4ZLAqvXPBKT8WGycCft2XurLWFYY9fDQSxgJ2PCCN3urqbre1qX3r6fjp57rhgW1uOdVVodtjlkNiLsBHPDIdsmfOhae/3ayd98UTVibk5lRoyiYmXWrUYcZNtNdhzjwRNR+vczs6tCqr22KuRo2a2IRDjLgUHuAXtoTNc6G155AdmWkK1W18KYLHNWTUQhI+7jTJ849r3aeqyr5NbRhUjxXXuXGXmLCoUZ+cjBhhTfreef3CM7X1ZxrCjg23NHldEjvsuIWOW9CQB62U0fOPObvfqvsHPrmukQ29uinlImLMJ6Y8eMwCrVX+safi9pNl68CC17Vck2C7+LwNz+nwmJWfcbHGulg56Zr7VaKtki1e6OKNHSLlocc9eCYEVkIw2Oac8z617wBtCa5KrVW20wLmbei4hU7a4IiNsXXq1L7E7LrIjrLUEubLNLlKsuvEmINMKPCUgS66hNTimQ2tUBeOB3g6YqwejobApJI5roCjKkg6OTUGC3Vm0SMmDThfostrGFMuJIzipJYb00DIx6QqjTS5tA3OqYWiXWw3YcLKTIuZRaEwqeQLTr7QYLJtZcoCZy0QjzC5Qs3x+VkOnJRz426xte7/5sXv3755eHTj0t3rl+9eP3z3zUtHNw5vv3n56Pqle9cu3rl26c611/507Q9/vP5K3ycPvv7ki68/vv/ww88fvX//4fv3v3r/s6/e/dvDO5/849a7n7721u2XXr/+q5ff+OnvD3/021d/+NuLz/7yl+7BWmW9+vi394WmL9RDuRV0durWfheMXWqrVQiMzqrXOteGHUmr6kZFD3da1EYMtENgs4rY4sH5XvlMGw/8ctv1GyK1ai+FwmLFTIUyonJnntwv721S5QD3bESRkZq/5LIrsbpks4Iun3zshNr0i75iR7Lf1ImenfSkfMdJliQisGur9fPP7gm9klR1zJLs2qTQNBctZs4SliyFN4X9kw00MFFDiHxG9lnQ5+cFfMUVlhQUV7l4q4pbQtFUmars6qhcV1MOc9ySZn0pL9AbO6HSsrKKaNWkOESpSFow6DmTS4ZcRgZ3dpzWrgXapBopkcPaLa0QcCsOnSopSVuhK8bWXvnb39jQApUvaaLBVGuy1jZSJlmsqxlPWNsI987UUZ3X4pIZcdUAsDpa2mWytph0CMmhH3uyYUYKYwlGy3aMollligG9pJPLgZiSid3t8s5emdQxscSbDhJUEKLGLxlo2uMzFnGwZzx2oSpYtFWRTA+JfFKsKSs6CrpspswJa5WoVzUq0pOn/cfOxJJG2pHMcUTD4+M1KaOC6RIDRtzGtv3dx+u6RXl1XfB4RoCdugA5JGDTBYumXeQ7TwTbazqtY0Ys110oCHDERlMimHGZokxUauyzF2qeRwkep4Scr6TsGlpUiytcsegQsAGcOmuf3QsEBbQaql9CugFIecSiBMxr4KKNYjFVbgk/+G73YD9ULdopCaGS6YSYVMXTWjHvEYBOdLvqs99c9TzWjMW4ZrWsQrmEkj6ZMbBcgGNO4ZvnvGfOebyNWjFvBECvVODdYlEFFrRCVgV5C33mfFyvGZhBeHXJDNC2X/RrJKQjeQcpOohbJx8/V1YtvGiAfMAKAhxXsLhOF0WQcNC8ixRMuNYknzwfGRFPlGi1RDl2rutnYRmYZoFZsXhczFWbzMkdFRGLBR0hLMhX02GAFuRsisumpMIKm2622dVYAUgA1VDRphU2GQcIKgNpNptTc4BePLGrxiU6R6dwEaDZgkqnLQsssrkkkU7zaVROHWzIqkWkiAxmgbpYaCoFVsyv4JkFKpMWc611/1e//P7RrctH1w/vXju8e/3S3esX79547e71w6Prl+5ee+2daxf/dO21P1177U/XXu37+Mt/f/jg4YdfPPrw/tcffv7ovc/+9f7f/t97f/vnu59+eeu9Ty/+8c5Lr1/7+cuX/+u3r/7oN689/5tL3/n1r42TXa4a1vebYs3Eyhbiq07V99oBJUpiqwHHBlJW1PWINhUk0CFDC1u+VDFIU1R7JdiTnSiwuiHumLBtiqbUbBuQRKGmXojUnCaa3ZbTjFldhzQVZGjJsCCaIkw97fCgIUcbFbOiApac0xijJDl1DZUYquIVanwhUsWKW9mpaw2HtFVAE0gZM2MpLTCAxBd9DtIRs2bytgiJTIrFdYtxXBkkEdYVIRfPEIgTuaLPwjJRdDhChLyKRqo0JgoFX11RCaEsWRUVk6iChhJisVyTAZEoynQuEJIqSFfkoG3QqgiZOsUh7YZIaQQiYkispkMeixWlIm2djLWSCLt0RiYMnyuVZJhj+UiHIp4r8a2OJau4GsqgRjMKEscMToIEx0ElATXRcFWxXJGXOcwWclQxjhnRwos0TJTEnEMLoRTWFU6AKZPK8YDswH6ZAQiYtrm8hysxvbFhWwYh2jQo44xM1Ko8yhZ5Badjjlkru9sBE9B6W1zdtW2Plz0WZhBGRr0Si9EIYzN0zPFVsbflOBplOBKj0YKCdGNR4BBBplhPxEwsbLFRmWEknDXEPFaoe1jkEAW8SNoMoSKag3c6gimjnIgjClGgMkEJYcUiTOcJn0acQqnK9FYtTcetkMLYrKzk12ocShZQFYJckimzasTUTph7a7anUIqOo0TGs6BqzIB4nrEo1Kf1kOj0FMfCRJ2QbBqmcqsV2tERkCoSAQ67YNigO6sCx0OiSRICzPOZjSbJEzmMz5M2UNBgq85FESMokB0yuIryCniqRXFsgVZpPCBRCwzbnO1ihA4yNoHygG4j3ZBmsKJmIYQHAAbKl7C1jqhImCCDkoPlqIyhw82ASOMpUAbSClgwwDAieDbDSjApQnk0VQtJW86DaBKVC2k+y6hFT8NJLMcKRVSG0tRKVCI9FoGRFK0W0kKediDPh2nebvgYAAAgAElEQVQekEWQoIo5IlNyYIlOAvg8wSWTTNJxQV8EKSzNSQAIpUQq3bQQuLgEk2lIzHU3/V//4rm7N1+/e/3SvauXbl+/dPvG4dGNi3evX7x9/dKd6xdvX3/tz9dfuX31lXeuvtz30YNHHz549P79Rx/e//dHn3394WePPvjbv47+/s+7n37x9rufXL51+3eHb/7s5cv/9btXf/TrS8//8uJ3XvyFfqpLdUqtZ1fpTgi0/Zyrky3ZPOnhptHZq2/u+sqe6Ty5BpVtOFYLssC1DbHj47qyv2eKHRp9nuafqaKOXfS1HA8JNRaxJcqWdzZ0weXD79S9vSoRWFldXjEL2BkKlljVkTo9Hi0Jte+V5I5dDOVlHU8asNDREV1Rq3p1V4FaLt622s825FUXiay8qqxwMNVmC6rA6cyJLZiIUftCwFXURZVeZPCsUJCqNMpSjk2Vo+JyJa//lsbrXMZmkxazLCJMi6FNgVa53VWWCSDnaUtvWwWdTarIDA0hAYMqNK5RnW0ad2Bl39PWA0TjYIPLUnm4DBMuQ2j89jYjdWWi5ZR23O1nGlxZhiN+RUSLZULtaJgqNKpqrUMXW2K8X+JsSQi5gogtcSBXJTgeESS6u02gVdI55YlllbBFyGKW8SLugrRNEAIRdzghJPQDLjihkS5N+HyeApNuFo9gnEKDAD3ZQ4RNrvuYY7gcF3CQiGYEkK3jhIozBtpbw4VuaJ2sM1Wp+Zjb2veUiBdqYp6G8bgoVwiKI8shE9dJfsusnnQUD5MDHhPgFSFF1QlBwWUdD0sY4+Klk5pT5SkdhWVkHs0VvYJkQAiNhAFQD/JaneqcsviApXUMYPMZchkNC5QAYCzYKgFeBMVn9faWpbqU4hJ5NJkWU5yD0RRqGVBnHVU6ihQz7Qvu7qbnhZRgQAU8RbgrkgdgVD7wsVablta49knL8SjJpWCxkKaTtJeXZQhn871mXqmAwQmutiaxJkYGOEAW01RKMgoKiUgCvBojWAQEpzkrIHkNEUO0yORzSoorFzi+6OjoWhOgt7HSk5LiEoQJQgaUp9NEPW0GBENCnbjQ7CE5GcarpL3O8CYq2ggpgTmqkNMzippnmbTrZO04nesBboeRxBwjFjEylyaSmL4i01kKK2yW0pyzSLbysg0RZAETc1lqZZldRr0sx4Aoldmqp7lSmt4mFA9HRQgRwCySSUtJ1ElTRIpllvfqS2xlRd3DJAUgiCzMZVegBVBY5NQUCecMPvX09tLebvCrnz1358bh3euX7l67eOf6xTtvXnr3+uG71y/dvn7xz9cv/vnaq+9ce/mdqy//6fWX+z76x6MPHzx8//OHH3z+6IPPH73/2cP3P/vXvb//8+jTB2+999fDG3deOrz+85cOf/SbV5771as//tUfvvuLXzhPnqX3OqVvbCh7PXK9Wmw41AmXP1MGKg7fLXFrAb0dyQer7GYD77rZssTtBPRqRASm14nYNY/+Uag9ti71qnDTT/kMt6dkfS5ncFxJp1qB/1TPP7cmbLXzgTW/BR3/IbiskIDC4qGCr9nxt1et021us5QJJKTOcnt21tWg2MKaLrHTEs53o+9umdttvhtnHDftkHBLSGpS3pCIMlOoyfJOhW4aSyE7L2F5v4g10BwLFRg4xSPza3ThGQWpecWyvWzz+QBnN+mszqYNivTJQkSSmzazFgAVZcmi5w0KbnJJDZuXYMxFgTIvbvliz4XqctFnUwZJ90QwEHI6jYQ01FS1ky3vZL11vumt+2xbW3EZcA0nWkLWINGyAEQstW7b5yp8N+AbWsqgMgHGdmhYxAGVgnys2JS8/Yq26nF1FbDpRRXBqgTo0BkVLwQkEHPmnhPth+qaTtWUHI9SXYSqU0UeJoysXEKVPbl1IQi7QdA28hoJlAmxhwMamTUJ0MSpZql0ZsPcL7n7fns/DjdDsaUXdZxrY3xEQApCezhZprQTVvtUaK/pWkspKEimCmIHGCQBoAZRFi5UhfiUV93x1A6Pu8gyk6U3EcKD83yBVAukh9lbQmdfc1Y1rcqAcrGoFoBSEeBzJAvgMoBXyPi0196L/A1TKjNJKgeVALKMZAUIEotUAOtnSt65cO9btf1T9daOI4ZURsrqe1kuhopCnjEhKeLcvXDzsVppTS2tKohcLKo5oQXAci4l5XknL8ZU44zb2PPkNUFpEim6gEeg3imgZBHhi6ILkA2qft4M1lQu5vASmhFTzBYgdOEin2Es0IgxYkeqnQvCpqqWGczCYR209kGhhEJSkTFALKaJmiRsaNauipQoPKTzIpTmikI3hykrBWqZFZO4l0b3SX1VIhyYMJAcmyv6WblXBIl0EU+zcgpy0lwPEQK6oKBFpZjlcpBfYJrZDJvJ8nlSTyJhjt+iWJ8BLCIpF5LEMhKs4EEmj6WL5JKiJ7EaxO+SlIcTGgqxmTS2JG8mGXc5g2ZgYinyl/Z24l/94j+Obh4eXb90581Ld65dPLp28ej6pbtvXDy6evHOtVduX/vDn6/+4Y9XX377yn/3ffzlow+/ePTx548+vv/wg88fvvv5o/f/Ty7+8uCtdz85fOvOf19+42e/f/WHv3r5+y++/MMXX/r+i7956qc/P/Hcc+BmJx8ZWZ07HmpTVXu2ZC9Z3JyKTdnSdGDOeipsqimJnQqVqZKT8t2CLi6p4kLorkRBumyggb5iidORMu0riw6fZMlZkZ0rW8uxlQqtgmksq/ykJ427+rwpHMfgUZleaNmp1QirhYjNLnryXOzMlPUlR1hWmVlbXY7NtMQvRlY+MGFdmNS4CY+ZsLhFjV1i8FGZmfSUSUdZUNElDpyU4RGNSGjEkphfotITLDhqif0qNa0hyzw6oYBjJpGQ6QUZX+SLowKc0LBRHlkQiCRbnOaK4zKWkLExGZ7kCiMMOOZiIx4zZ1EZCZzWwTGTGdbwaQ1JC9iEgMyGnLbWBOv6cQcjdDqpQ1MBNuKQEya5KMFzMjrmE9MxN+2TsEEVZXjcZoYdYkLBUhya5OFxHZr1qWWfK1g4LIPTOjRpQRMGPKMhKwI0qcAzJWrJZRddHDGRjIjMaMiUjs7pVE4sLMuZOZNcbskrVRGxaUrGlkx02kGmTCSrgwUVmvMpoletHex72+3FGpfzCd5m0g45HSKTDpbWYETOZyxwKYJzVRYIeNrAMB1YdqgpCx+VC4tcZkkoThvYSplLNbhcQKI6mjSBRb0wo8LHDRjk82kRmHegVBnPe4igg7QJrxjIjAmN6UBaBlAZnFHhmQqxUqdAB2dNJOvAUw4yo8LzCpDjcykxv+CgTFXmWgoW0bJLBhUOcrA5HZxS8lkZ5FUAVotLLobURNhFJQtUbaRgFuc0YEbMA3Ka0grLSj5tw0CFBTxMNCFCBRclIM3By0wWZDJFNr/A5pZVOKmBlAkqFpKV84tafl7JLfNZQMzllNycXpy1gQW+IPJFWsjMibkFIT9JrayQyziXTnG5GS6XltAZh5izMNBAABudkcAJsTBBryyRSzk2PSVkBrTCuAPPi2lUyOal4rSUHWdTU1g6SyYLbHqMyY7LmQk5vcAWilwhxeVnxfwEm5rGlwEiXeBys1Rmks2O8+kMnQS5/HEyPU3Nj2IrU+BiFk0uE8lhOj2kFEe5VJZNgXxxmc7M0JlxMjuHLKWR5VlqBTaxg53qz3/+7N0bl46uXbxz7fCda4d3rl/68/XXbl997eiNS3euvnb76svvvPHK7Tde+dOV/+775MGjj7949PH9Rx998eiD+4/e/+yrD/72r/f/9s+jTx+89f7Hl99+5+XL1174/Wv/8euXv/fiyz948b9/9IuXnvnZL+o//M7MZmO0qU9VtfHVcKRpDAZqv0YNyeiwJw2UlERkTZe0qVAfrJoDoTrh2UMG02dyfSV1OJJHa+Z4bCZKRn+kJ3x11ObGJW7YF4+VlUTNSNSsscicju3hstof6oMladBkBspSX0M51nbHGt5kWR6pWoM1c6iiDtn8kE4N+eJkwA/SaH8kDlS1hKsMxtpowxgpsQM6OSqgCVfsC8S+SEn4QsIW+qtifyj0e0LCYYZVJGHTfYHcF6p9AT1g4/0+M2AL/SoxICH9EjJoMH0m12+xQzYzIiGDFnnMIPpUsk8hB4XcoIb1+WxfxPX59ICN9bnoMRsbsJA+uTjAY30qORIo9GrzeN3pqyqjJaE/ZAZibjikhiwyIcPDGthfZfqq/GDITnjUaIkeirm+kBz2mISGDUnkcMgMR/RYRZyKmamQHanwiYAecYhhAx2UgISPD1WooRo1VmFGInykwg6XuQEXG3CJYamYMOGJmjjYkBINbbYiLMT8VJ2fqsmJgBmxwGEPGa7x6EarfvqkuNsY6uoTq8JKjZlvqmMteaDKjJrohFYcLaHjDXa8xk1X6LmImIvJsQqfKLGjITqog8dMbDBmh+vSaFubqfMLMT9SYUYifNxHhw1kSM8mYnSkyRxrMEMxM+2hUyVuvCwMluj+mOs3iWMmPFFhEx1+oENNVchljx6vMKM1LhEzgw4xrqBjPj1VlfBIBD3ieFRIBkU4hBdr6EiEjZroqFSYEVKzLrJQpudKxKwDrhjAggdNldDBCB2xi8f5zKSSH3WhmZCYiPFJN7ciFxY1dNIAJsTiJAVMk6kpEZgwsQkHnTSA41JuWYPGTbDfKB5TioPM0iyxMqZmhz1oOERG9OyEkB8ximNWcdYojijZIXJpkEoNKYVJcnkMz/dXqcESPGkVZsroQJ3sq+J9PjwoFYaNwrEYO1YlhgJsRAXG9eK4jw0E6LEAHdDBYT47aMJ9JXK4zA6X6YReHDeyCRcctqCEWRhUCgkuN24Uxi1oIMT7HHBUyE4pwFgAD3jgMYcYkHIjfGbEhvorUF8F6QugISU9YgDDPtzvo8ds+JiQHeaBAR+l1vWze/UXfvq9uzeu3L12ePvqxdtvXrp79dI71167ff21d65d+tPVi7ev/eHu1Vfv/B8d/vLg60++ePjB/Ycf3f/qoy+++uizhx/+7at3//b/7v31y7ff//TSW7f/+9LVF3536fu/eeXZX736/Rdf+dEvX9r5wXdq55ve2XrqoLay384dNKFT4XwvmGh7420nvWrK2072RGt+t7W015xcLY3XzMVaNF1zxmsa1JHEE8Hibmtxtzm7FQ03zJGSPlbSJ0N9JFLwnk2fbc+fbi6e6kzvtQZjecBj+2M5UVbHWjK8raf2yvP71bn96uR2PNm2JxrmUMUaqphDZT1dV909K7OrDmzoY6vuYNOZbDozsTLkaSOBfrxiMpv6wpo13NQSq+b4ujtW02ZbzlTbHanqMzWF2JCX1/S+hjLQUIZaxkBZnSxpo4E0GemzNRVpy3NVYaghDsXyUN1PVPTxsjIRqmMBNx5rs20jUVMGGupQ2xxataYjZT7SEpE0XNYHy8ZgqFHduHoqzG6bk5vO6Ko30vJGm+pIzI+WxJEqN97h5ZMWsO9Obtijm87QhjXQkOdr1kRZHAnV402J2pJS69bMmjK1Ks+sacMtfjxgRgJuNKJmOmJmS4UPpOPbxsS2PrGjj3XMvqo4VBcTsTRWVzIbpnFKh0+6mX0nualM9uzjq95kTUtUlJGGmqgqyGqtemZz65nK+jdj48lIPOtiB152x1nakifrwliNT7SFpZ6uHDj4lpY6YR3f0PprfF+ozNfkkYjui9ihJq/+/yTc55pchYGu7epU3V2dc3WlFWrlnHNeq3Lqrq6OykIiY3tswmB7e+whY0ARjCLYQ1AAe0ASs4fssQHh2d85fT98Es/1XveP95QrPuDhx53SEXlq20h3rdmWOl8VpprsTE/Obsv8UXth11nYM2Y3jemOPtqQJ9rWZF2bqPJzbUV9QJIeUJADHd0zFjf1lQ17rqul23Kmrky2tJkty38wOfmzsPcTP3o0CR+wsX1pfVvMbYqZBjVcJyda0lRPBQ4b+GEbPWQXdtTpnjLR5Qo9eS7h01V+oSnlNrTcjrqwzS1t8otdYbYlZirCtCfPhNxq11zsW9ldfW1DWtgUFnrSXN+Y6kqphjjRYKcr9EJTyA6sxU15pkWlK8xQTZjtqLmGORSSowE+FrHpBr3c45TDmn/Sgg/JwAGf2xKmt8SJjpDpilMNbrolZLriwgafaVEjVSpV44Zq1EiPH+0pEx1ppMkPN+TxjjjTUWaq0mSFTFfwsSqeadLpBB+uYJmuWOir0y1qusuMNKlUjUpXqJEWmWrQqZowWpNGE2aszS/1+YUuM1IjhqpYKkbHm2xpU0/XmNGakO6ooz1J2rZPHa6/+MIzt/905fa7b99+5+Ktdy/eeufNm+++eeuPF25cv3jjnYs3rp2/efXczasXPrx6PvXZ//zvvb/+76ff/njv2/uffX3/3lf3P/vq/idffPfnz//2/iefv/3ex2cuXXv+7Nv/+urFp19989mXLj7zytmDZ55MBp0Tjxy0fnqMGbSTQ42NoxGzV4V26+v7tXLTbdat5uOHhRMH9KC5eawl7ETFXlzoedm+T8V8Z7eS/Mtx8XDfOqg6B958zZqvaVN1bTrUTV8cPDYInnwAOdggtj2qr6UDfiQUJkN1JVEqDbP/yMB6aI/a73gHUe1Am2obMw1rrmZM1g2wqbe39PapCvdgPbcR89uutavOePyMK08E6lKs1SpKcy+gD0eFriv1vcaetVyRJhN5MhYXIi6oMLUDCzlI5ts6t2koA3nK5zMuNelzqyHXqgrOoQjeb+S6Ib0ZVHaNtSo147AZV5zyJL+p2Fs+sh8WdkJkUK0f9sCqNBHxkwk3EcoZS6Qr+s6B2X+8IxxrF1tuvG+bG/K0z0/FwmSFWajQvZbcPtmWTraBvk9um+S2Mu4KUxY3GQjZiN/qSI2TNfFEo7wTEAMr3BXFNp8O8EyEj4QcUReOHbcqj7f4Yw207zjbor3BjobUdMRPVJjVmDsYaCd/Vms93iK3bHFb6x7wS3V6viYt1uVMXcC6QeNQ79jR5OVndv7PC6fbj7WiB+v1LbGzTaw3hNWGOF/nwSp79HB09Ke9yumEPqSXexy/I025xLiJDwd0OqQGffnUT5LGT+rCEYvqOZV9GW1zsy4272KTIUVWscdOB+2fbWgnQ2rLUHtqc09crbKTCZ4JicmQqrSJYw8FW4/V/H2T3TSsbTkaCJkqPRfTCxExV6eqx73f/Uv44svHf/nSY48+s7H/eKfWl04dpolNaq0rLLWE2TbXOmlsP17pPpRYhy1iyzS3RbXLZkJyOiSnXZpu8IMHDP+Uyx3S8IFKbyjtfRms8rMhM1dhpxLMHTDxIUU47pQ3Fahtspt8bY/JxtRsRMwF1FqAGRs02efLHXopxnN1TRxoYo+Z8vBZF53y4ekK0T6m/fpfKiee6rdOV4gmhzaZYJsFfGTZgOZNZNKEkzpqdYi5rjCf8HMRUWjSbp/FG+W0DU3YZNrG0IQkY7pQF2d9atrFc3WS7yLLPjhtwUsWnHGLaA1C2uR6R5r1kIWIIHo03yanjPKMBk8ayKKNmFW0kJBLNTZjAIsewbWFchMbs9EZE59ysPUKub3rv/rCr2//8dLHf7zw8bvnbl4/f+P6hVvvXLz9zps3rl+8cf3CB1fPfXD1zIdXzt26ei712V//ce+v/9/dv/6/u1//47Mv79/96oe7X/7w6ef3P/r8b//x6eeX3/vzmSt//Pczb//69xefeuXc0y+eefL35wZPP8m1GztHNusHDcDRuUaQtMKtkxtcPWG7LWJQEwLt4MS2mPi8b4eJ0dqM7d0YiVV2q5P1lKgd7J8eyL7r1r2gIsSDCAnU9VArNO2swmzvt3rHtxBb0WPB83HUY+c1ctYQl3wN1pijx5qVrYSzLTNyLYuzd7xiqAKemm/aa7GOR+r+sXqylYCGqlYV32ONll6wuJwrr0QGpPLHj1TsrQBVBaOi2Cbhd1TI41c0PpeoJYXd360GGwkkM26kBB7OROyyhizp5JKvlDhsbycyNlxYFey6qeuwHbGwxy/L1LIrIQqxs+UrLbNkskbLjx3Wb8lYg8vqRCkyVgy5aCteSz/9SM2JVcJUdI+uBLTRUtcsCvbk9YCjXPrUg+1qz6IMLqyxYQCXHHpORhY1YsWhMJd98HQ16bmIQYl12ZLBWkAyCb2qYllbXDHwjW3nkYdbsidIiel5WMcj2LaQ1Ym8z2RDQUnEXzxW77Z1RmfUmtau0vV9GUvosidQDY3shZVjm+5W/MSj/Z8/3nMCPujZhE1WK2Rvz8QMnIzEco1L2srTj7f9CqsmVDUiNkOE8ollBVsy8GUbJzz2sUeTwzs+J/Ne1Y0dqNZhhCpVkhE0UUCX6fe0nz6S6AEhh5xbEXtxOdkSgAgreDjc4HCXOH0yOHG0KumU39Q8D9+sEF5XgS0CjRikSnm7zvHTyWvPHfvdzw8Nes7Rw3U1ZP0IP3nMlmOGrkvChtzYk577eb+/aYddI+rb9RBuVwgkItcdpOCQaEA89oBz6qij+FSw6bs1uR1DlZ7MRAzoEoUYYwLsiUfC/sCkXVavqLZJ7MZo1GQKDpTz8JJZjhrUo6cixSojOirHRhKWt2oQGRF5DSw5wFqA8zFz/Ij56rN7rboh2ITuAdvhej3GURMuqjBgoShfONgWOhsWKGGMw1s+27GhSlJGLWBVBlcMFFShvb4dJHqOBwkTUjRg2yyqamGVLawx+UVprWznjhzors8VmRLt4r4N9z2UspC8UFhTgTWhyOulrb4haHiWXkctLHCgDaOQldcX2eISmwPM3M6u8+oLv7r1p38Sw1u3r7116/rF29cv3Lp28eb1N29fv3jj6rkPr567cfXM7cuvpf7rr//4v3/933vf/u/db/5x9+v7d/5Zhy++/+jzv/3Hp/917b3b5y//xwtnL/32lYvPvHLmyZffeOb357affQJoBvxWzd2u4rbFJJ5kq1En4R3LjDx3P4QCTetX5brLRDZhiWZkqHWPVISk6bNVCQys4KDNBw7kWKTKOTWDNkVcVpSmDpuUnDj1nZroKCWJL/O0WpERkSmrPOQKgEKbvSjoRbilwaZJSExUUWhDpUyFaWmlREQ8iWjJXtejdBU2RUaiqrFO8DQqSVxVL1iU2NSsDZ80eMymYBkzIoHSOJDnyVgvmyITqWY3YE0REGiEQ51QBDm0LNJAKGZllAkFo63jCkfpXJYFDIuXNbxMIlig5Qyc9gQttmlJYAK1LJNBldMCDiIxPpLLoQSEOu4z1R0nqFqkpYEaLhi4HQkIA4i2wIR0ycKsgZ3UZEYTAI1BJMSLWYABEBktWHjJpqyuHjRVViNJj4Y5yHZoN2FhCiZtAYxIJhEqW65hUbzJASqsmni1ypZpkLYpLGKJiKhsqX5FYHSKMjlSwXodUXNoUafDpsJ34+qpTaVt+jvuiaNB4otGXYEMRNCwJBZ4HpUihumwVMJ0B3roSYpB4RzI0vmkSmEsiIgwZuCwQTubcq+jyALJugLBlBoRWfFJnCobocSFLOMx9W3DjxjeplAdpyWg3+ANBeU0jGux5RCPm3S/r5oao4cKJeG2RXXrLENDisvwTbay7R1s+z9/vP3I8VYr0TtNVXAIxSkd6rCaDCkmq3ZVryue2nVCmxEdVo95gs11q0w1Ysp4jnVwLCTiFj1oiaZM2JGIWixul471BEdCcQnFEwH16HZXiiOe52DFIXARMu3yQYcl2DVGLeMBxrnIZkuyZIyREM3jULpY9bFeRIBknjGJkksKIWk15AeORB1f0EyM0QFKWD7a4ywRIqmSYBGoVAwiph7JNF0WNUrQSZjK71S5SIPydB7S8TUN0ats4JEcCygajPEFhF7fiFGKzMHEOiCDOa1khLit4BQJCloZInK2SWxWOABdRYRiSSwCSiHwcZ0rkyzA6WUYWw91oObAhfIyyuRZtbQzCF99/tmb77310fU/3L526fY7b370zsWP3nnz46sXb/8TI69d+ODqxRtXzty+9Frqv/76v//17T/ufvvjnW/uf/r1D3e++uHOVz988vV3H3/xt/fu/N/r73305qU/vnzu0m9fOf+rl9949qVzz758dvDsz0rbDfuxLeehAdWs881EqEjJ4zW+5nkt9/iDCd8P4qcH9G6CtSuga2ANUjlkY6ZT33AqPUU5Uun+co+pR1BoZCWa6nBGV8QVYbsr0KFgHInqD3e4OAJsbYWF5D7OaizLkzs1kjF574kN40QHbzpwYud4TN3g5UhnbXF7T+C2TKhmcw+4wuEAcNR1jVvmi3iPJg0J45nDPZqNaeO4q++E5UBCfW5FBOFtEom5ksSc2BWTOqY/oGmHg6LL5DV8lUSwGo4aFCOQJ/cJJUS5fYvfDQq2kDeZOSpPNhDJg/IsttdmKnVEOyS6+1HZlsq2sM6jSA0WqxzMk60KUe+z+Y6tH8gHv6jpTQ/zlYKIrTslrsOTIqE7xFYDQSts82eh2ZXLJpflyGV2na5BGI9TIrq5jZMh7T1q2zsm7XG4zxUJiKkCUpXAOKpVpXp9WD3CVx/1RF8UbK4kQXm7pFRRTMY0Hz+2V1Y6ePcJw2lKlE9SBrrOQlIbNz2eN5mtLULb9KqP9J0Nfe9nwZGHY7+tWBt6XgHoDuZ2eVwhwib54GFM22e2H7GcQOIcrkSXcvQq4xYZBsJ44FQbcmpY8LBW21Q4GycdrEQX2BBWQwLjy8060W2BwibbesRVKxzjE5gKQGJRqRGqRtAqsb9d1htI5wGxvy8pDiWFHMSVEKeoJ2VJxn0HO3KY23kw6W9bv/h1+4GHko0tc2tPJ+Si0ALiHi4pRBDwuwPG3Bb2jupRzLpVwbRZiCiQbsHQyzi13m8W+l3EPJBrm6ZrcUHMwUq5IOfUCFFkVFTx/Q1SbkDSAWNUONGEeA9G2TVUX9S9vMAWKzb4UB8gE1DrkZKKCDJIKRhAF2C9pOowTsGduLy/TZRYKPMAACAASURBVNMurwz4/VN2LaA1jyYUoCCukkFWkwsCUzjdAd2gUK7gRswIHMobBCqUC9QaZxUUCSY4eG+AyA0I69JmyHAKTEggRBbWmVXJyHEUwLG5fgQSUUnYQTSDxIUyKhTy+EpRWhM1oEwClg5uxMWCl5OaqCThFAshdDGLZQE2a7AghZU4DtQs9PBu5fcvPXPrjxdvX794+9rbt66/9efrb96+/tbtaxduXz1/+8r5m9fOf3jlwo23z3x46Uzqv77933vf/njv2/t3v/nhztf373zzj0++/uE/v/ruL5//zwd3Pr/8/l/OXfnTK2cv/+aV87966fVfv3jmly+efeC3/xb//DHt9D6325Z6VbJTQfshvZ8wnSrXrlPNCOrE2HaXHlTJblSqBtjAJHYiLPIx3wQqLrrTEo7t8ZstvGGueRKwqaF1BdZ50OLWQg0/1BJODaTNNuTpOQvh+mheI9c4uCATZc+Sjm+LJza1QYJVnZzP8xsiVjVKjg5WzHLPBjftwpYNDnykqQM2s+7i0C5TcihAowsmvxzL+CBiNyO8bsKxnLXY0raQ9cicRiIWux6L6JbP9RywzmRtckXB0S62bmB5AQEUZN1h0Z4D9WywphY8ZkkvYw0EcNAVlYBMAvEI6ZDKDmygLgGJtKwzzDYBN5iiSmMOn09kai/kDkXOfqxt+2zXWDV5oEaQXSmv0CWLzroU3JStA9/estm2mlOJnA1SA2hNQrI8XDagUk0UTwX2viduakjMrSgY0kegiARElDIQLqbkw2ZyuqoMHLUlACqW38CYDbZoYHm7jAaotKVVH4i9PdPqiUTAIA7uH2M4l8UsBo1YbMPtPjxonm61Ttf3TnfbRxvuXpBzKWqTElo8ZnFsyPNV1j5kbj6Q+Lum0JHWJHhNxZAAgthSUQRRPc+2uMapSnM/cvq2UKFWTZjpkVyCIgZIejjiMcq+WT8VaH1F60qkjRERZe+xjAHiOiyFGN9UKseczSORvSnJDa5kANwurG/SpI7SFqG3xOPPDk491Xn2d8ee+dWhIz9pbR11cQe3ttloi0UdTKvznR5TP2kff7zZ3PGqOxpr4SUd1XdR1sCyAljzwG6d7D3k9g+ZUUeIOgqgEGwNsQYopIKkDgcVRNmivQc1paVQNYar4JAA+DsFv0UgAqh55aSOiD3SG/BsiHEehMkIIANMFyItpMiXNKdYGfD+nt96xHri5+36wAjbIiFAeKVk7QOUsI6zWdUu0h6mHuLNFofZOONgZR5Co5Kzl6PEYokDgkZRbkLGLi/GHOSiZRXNYwV+oyB3ikC5gNC5qpNj24h/VBF8HrAoQC2XqDVlL8cE4DoGCjIQ2yDWgtUtnDFxQC8XmUKOyBc5oEzDJaxQoLKshRzdTV558Rd/fvfiR++8eev6W7evvXXz2sVb1y7cvHbmxtWzt66evXXljZuXztx86/wHf3g99c/h8Nk3P979+odPv/3x7pc/3v3yh0+++P6T//7bh3e+vPT+n1+/9u5zF97+5Svnn37pjWdfeP3Z51975uXXf/PaGeenJycSZc0mpww+k7iZ0Fj0xCWNSZvCRGhkPHpRZ5Y4asYRpwJzyrdWbWWRxzO+Mt70xhvRcmgvW8JMYk5U7JlYWdXYWZGcqGjT3cpcO8yH2prOz4XaTGgvmGKGhSdYfNZSpit2NrYhR1y1+fmqPh0pC66wLLOzprgQChkKTBvsXE0r2OyKKWdiedJnFixiWUDmRGw8pMZ9cVZj11h8ii1N6Pywwkxq+BINZ1hs0mEmImHWwFYkMCMhow6e0tG0js0yxTRTGja5YY+fsJG8gi0IyLjJDKlERgDmOChNwhmunDHIGZNcU9BFAc+41JAFjZvQmkLOieVJl8U8c82WM4GQdfFVHZl06LRHT+nMqkwsitiETWYq/JxDFeUyIMHzCpbRqFENnzaRBQ6YkOHxGj9R51c9rGzgCwYyEpApl5l0yIIKzGvIZCgs1JRsrCA+CzjUokdN+MyMShZlKCeACxq8GpDZqoi4JKtj+ZhZirkZncppOKIiiwFb7LvbJ/f6xzeKPT0XsrLHFiNqJuFmHHrRIlATL9jYUpXN17m8i2EmhmjlWROZM6hFHVvXoLwKZhx8pc4VmgIU8pJFgF55NsZnLTLrYKCSLRrAaoSvt6V8lcVdhLbRdR/LuXROoTAJpjSwoIB5B8/WZcAnWbcMusRyiC9Y6KKFwyYMOhQQ0c5W4O76xoYRVcVGQzXrPBSxqwaO6LDqQkyAFWIGr/N8hfWrolulARNd0rF1GSyrAKIgOamc9XCszukxHcQE72GrOroiI+tyidVRzoSWTWA+oJc8BtNJ0UIQAyyq5RwLwBTMSGVYgRclcE6FVzWA18qUBC7LwJJYmuNzBbXIyMgqX1rgAdTBSl2KrVF+wJgelpNKSxq4xBVArkgKhTWluGBCC1oJNBDGRMsKmJWLq1JphSvAXLYkFWfYQsaApww4pxZJGcoL0AyXm+RWZoi1Era6QmVH6dy4Ds+rMCqjZQnNiuA6W1ojV1fJLMgWATy/iIGLUmFJWEd4EOLBZWZ9iSwsEcVlLLdGrs9TeSokH9yrvPrCMx+/++atd9669c5bN6+9+eG1ix9dv3j7yoWbVy/evHrmxpUzty+f++jy2fcvvZL67H/+cfev/6zD/btf37/75ff3vvzhPz///uP//u69u19e+uDPZ66++9z5Pzz7+wtPvvj6Uy++/vQLr//kuZcGz/4CeKg/shNObjrjPW+0YaVsLqUTKRVL+WIqMoZr6nAspav6RNMcMYUhnR/x5GFbHq5aw213ZDsZ3XIzbWek5Q/F6qivjDryUKik2tZwN57ejOZ6wVw/Get6w6E5GigjNj8aykNVa6jtzHTs+a4714/GNv2hSBsLlFFbHvXU0UiecfD5Cj3SFEYSaazipqv+aGyMhOqwyYy4bKoipBrScFUd8YQxTxq1+JQMpyxkWKaGLGXIF1MRPxKJQx43lAiphE6FTCrkhjx6JOBTkZyqCENVbtijRwMp5akpkxuSiJSIDKlkyiBTDjsUcWMBMxJwqQBNOVTKY4dNJuVRI4m0kjjzSTDWcUYa6lhVGWqqqYAbMukRkx3VmNFETLXU0bqcsfFxG5/wyVGXSrnksE+NmsRIwo/2tNSmMFZnxmN2tCGnOlKqLqdq0khAjIRcqiIPV6R0JE35fNonhmJyOKZGXHxCQSZVYjLkR+r8eEOaSbjpWBxrqqmET8XkiI2NW8RwlcttRjsndisnOosDb74tr9S52TY/2TGHK+qIT00YcDrCxpvCaJOdqGHzDr7k8VNVZbLCTFTpiRDLhORES0y3hamONFeTsjE7W2VHEnYkJMd8YtQERxJsssala9xEg52NyLmInqyTmZibsekJGRrTkEkXmwzpVFvOJPRMiKYr1FCNG46pkRAfsctjMTlV5ws6mwu5yRo262BZh1qucDM1bjLBp7XCspqbtaHZCp2pUNMWmFfgvA0seOiEg2UceF4tzKnAVIJkOni6RS26+IpNzfjkZEhmbDCt5KeZ/JwATJhAOiJHPXxegteV0owOzBnQjFiawPNzeHZazI9YUMorT1jAkggsKNC4UR5ToREpl2bX5jh43ELHidU0tjzcpdIRtmZAiyGWCYmxBB9ywHGpMGWDkw1qtE2MhfCkXJwRSxMGkjbgtImNmuVRPj9qwsMxlmrgqToybuRnDHQ8poareCrBRvXCpLQ+ZkFDHpKK0CG/PK5C8yo87pRHDCTDApPEyjy9NCXkxkUwYyLjKjBJ52cFcNKAR2x4WC2NsGsTXH7YJ5W+9ehu4/UXfnX73T/cunbx46sXP7p28dbVtz66evH25TdvXnnz5pUzN66cuXHp7K23X3v/7ZdSd//6491v7t/75v69b+7f/fqHu1//cO+r7z754vuP//v79+99+Ycbf37t6p9euHD52VfP/OuLrzz9wmtPvvjGQ7/9XfvhXvNUBXhgO3usv3SkO912JkIjXTHGE22qprMDF96JsgeN7EG9eKgBbDjLNXOuZk/HxnxVrQ4C/fQAOL1VPNaZP0gmuu5kxZ6KzNGaCXbtyokG9uBO/uT28tHe7I43XZNmavpE3Uw3LXLDDh6s5k+2cifby8fa6/vB4qY33ojGG/5oKxiOVLyrHjvtIiejxWPx0mZQ2o7nm+5QrI8m0nhFgXcs6IiZ2QsnB+Hcdm2xac9U+JmYS1fVkYqD9my0r4+2zfGOM1Y3hyN52GXGHGk0UMdjCdsU8j0l1TDSNWW6YY01zPFYSTvaWKCm6wo0kLJ9Zbgrpjvq5IaZ7oijVSVdUcYSebTBT9ZkbNf3H6pmD8Lp/XB+1x8fWMNVeTzSMomZSbSZui4fGOSBu7TlLnW86baerojpRErH4mgsjMUKuaGHp92VfXNp18oM3FRbScXCcF0frinjNTWT6DNVfW7DWdxw5tvyZMscqgkTVWE8lNJVZamrc0cdYNdZ27VWd9zMtjvaU8Y7UqYqjDXkkZYId4P+0a3+w+H2o754PEJOOsV9ZaVvTja0VMKNxuRYg53s8eQhlTqkl/et7IY2XhOGXW7Io1I+NuLRExEtHNKVIzZ04BT2rdVdc6SjDzXV8YaaqWvjDXWlr1oHHLAjrA/Mha481hNSLWWkyU/UxYmKPtMyuKMqd8RY2taWdszpLXlsQx5qS+N1Md3kxzpipqNiA5fd01YOlNmBs7RhLPa0ibYxVGXTFXIkoSdqcm5gMEf1/I60siXOdoWZjjwc0+MVdqJCjVao2bYIHJaZY/rCQJ/YcCbaaqYjjdWEyQo7GRETCbnY5YE9aWVLnO/x8x12qs2PN/iRmJyIickITSfyUkfDtrWFrjrbFSbr3HhDSkfMkI+OuuhISA5X6bW2Kmzr4oFe7ElLG/xEm830hJGuMNrjJrvMyIaY2ZRnB+zsJj/R5cY65EiLG6/zo1VutE2PdumhLjvaY8e6VKaOz1SJdJ0eqxCpLpnaEoa6zFibnqzRmRo928CHYzwVE6MBOlKlU3UmFVFpHxmLoMmEmKkw4xUu7RNpDx0L8MkEH2vhqQo6UkGHm2yqx5o74SP7vVdf+NXtd//w0bU3P75y4fbVM7eunb919eKtyxduXL5w+/K525feuHHp3Ptvv/7emy+m7v71x8++uX/v2/t3vv7hzjc/3Pn2/t2v/n7ni+8++fzvH9796uoHfzl75b0XLl79zStv/Or5V5557rWnXnjjsX/7jb3baAwamz85Sm51mX4fDBysUcF32rmNuLiRUAbb3Gs6x7aQRhhtNzd2IrLv5drBWtPNRrqkKkcePlx/8IBo++1tVezwM7E8H3CziZ0zhVYn3nvqIepIm+xZvYEMxdSUw4970mSooJbY3601f3aY3Ouye/Xujio15UzszMTyTFWZtQXA17qb/qmfbou7EVp3631VbYjZirwUCIuRzvpsb8eRH2ytdyK8G9W3+VKVzphk2iZGHaJs4OGGzRyu5JrmcmjMKvykTkzpzJRGzxi07lPRpsrtukDFhBK/uaNBdTJlkhMGM2rTSkQnA4M8CFe7FtzT6ocUus1P+eRMyE1F1JzL2B1jb0tNTtWoY1V4I5D6erRFTzvclEFOmdisQboB0z3Z8o42uaaHdYzGHpsNqVGTSntk2idJj9rZNDqna9JuuFa3gI60GDATNj/uizOBsG4KWtMxT7XxHRvt2kZHj7aEjIlOGUzGJnMOvrulDB5uBscSYSfidu2tAxZukfMhsxjTUzGONazWkV6yZ5w67v/06f3u8Sg+FCc7ev8QM18lFmJkKsRnEmx7Xz35WKt6NFR27FLDmNPpWZfKhGTGJactpN5iH30k2X6kZR/yvaOJu6u5e/xcyK360lTCL1TI47v04Ufj5GRMbqrElhIdVZe61HSNW4rYuYDyuuSJB73GIx17PxB2LHdbrBxiF2J6PqanYmIupum+/fBxee8J3/9Ji9vTwA2J3hbBLWEqwKc9fMJjkKbw0Cmr/khNPRWAWzLe1vVNtlAhpzxyxkMyYVltkSdPGOYjDXo3XKlz5b6IbytzNXEuIqdCYqGC7g6EyiFdOWYDG0K+LcKbGtZmZ0Ns3kfTAVkKqP09RT3mU/vuUlte7CrIhpJtMBm7POegkz613lC29s2nH6z2ftpRTrj5Bgu2GK1P56rotI9M+PhMQNg9Qu5yCz1xrk5NxVg2YfAOm6sik0E57ZUnHWTeAtc8qFjBVw1wTgMmq2y6K2ea/GJNKFUEqspv9LFinVmt8jMWPBeQWIfEW1jahidNMGPD607ZjvE5G5pxiIwKzFqlbAXPNcmMh6RtKh2SxZa0eaj2+kvP3HrnrY+uvPnR1Yu3rpy9ffXsjetnbl47e/PKhZuXzt1+++zNy+c+/MNr7198MXXvr//47Jsf737z492v79/56v6nX9+/89X3n3zx3Z+/+NuH975698anF6689+LFK7955ey/Pv/avz73+rPPv/HIv/2a365p3ah20MIMk00S3rc6/VrcqaGmRQ3akM1XW47VSRDHEhLfCMyt/SocKLDvgrENy3J/ayNsxKwj4RbnhILTNbMqU4isJVfWY3fnaJcPZTpWRYMMayISqysimQ3kOY33qn7vWB93DCbSKUWKq6batrIyAcfKoq2um5qS2FvHKnaoUJaNS0y9pthNrSDxcOQVbG6jY9X3QkTjrFiTZMTyZMZhl1hoxSAXBSSqq42BVxZYylMAFgUVfEUjFjksa5BLFN5qav2BhwqcYKmmWvYqFBSTi1x5wWKXJazekmvbDiwQdKRIJt2oMmZbzSo46glrHoeEgl2VHjoVOiGP24KRKIFNqBW1oDIFhVi3SETGDu9U+q2QETE2lCwdCKoM4DErCp4P6bxOBVX15NGKYrCsLWzUcMkCl3hgkUNnRGSdK3da+tFjAaGDtEaJGlm1UKXCrEl4USOKOiZ63M8f7dabPGURUlN2NaC7JQqxXFLQcizgDb920Lcazs52/MQTHd+iq1Vb9TnXKVd3xJKD5B0c9vF6m/v5ww3bIexQDls+J5NGW4UjuuBSaEXgbOrxB+Kj+55kYJW+74VUPcLdrgbrRD7icpFoVfln/qVeqzG8jvtVsROh/gaHJSxg4USVQ2zyxFHviRN1XaGStpIk9KAGV7ck0MPKIYnXGKZjBk3pyZ8kp08HXEQYkd6Py9UGVPbwrAYuu8SKg7T74q//ZbPeMNVQCivybgwFNQx28VWnvBrjoI0c2TF+/nBbdHEy5uIquV8nmZDOW+C6jeQcRLbxxx+ud/sG72BaXahUyK0KSMVEwYGyNlzQgaRJPP5goAUM7nJcyG/HpZqbXxZyq1JpRoaWTVisCceOJL99ZieoKYJHKxEziItRDYM9ImchZQ9njcJgT25t25iBkC7OaNggLKp2cVYqzkvFOSm/yq9HXdapkgW+gBq4VSGSRmmGz2UoYJIGZ7kiagO9Iybv82siwEZE0wO2bQDRgVUJyCpQTsibGhh1JERjigJImIhnQX0XKLHri3hhhi4uasVqX3/j5ac+un7+4yvnbl++ePvyhZtXLnxw/cyH187cvHT+o0tnbl9+48NLv//gzRffP/9S6t63P3729Y/3vr5/75v7d7/6/s6XP3765Y//+eX3H3/+txv3vnrn5icXrr73ytlLv3n1/LMvnfnlv7/+6+dff/C537C7FaSr2KcTzjXwxMEcRm7ybtdkea2+V5VrHN/V1O0q6JtobOEKa1Y1yjdIS93sSaLJ64fqxlaEGUJOp3CNkCIRFjk94KIWgVTk6HSVrzigZ+UkhlMZ1uAhGldigY8oPFHDow2p5pCBDsgsYVB8VcYl1mkoVEMrRgZW15NTNb3u4aaJqTxlUkKiEZri1myhQeEeEwx8xhRpgwfpsigTqkGRNCG4LGAh6zquNDRKYXGDyrFFmEAwkShTqGRRiIDjOu11TE4TSYUBGcDQCdlmAbpMeAxh46iJeh2bVXnU5YsaqZqEEaplmvI8ga+zpUiAPdrsKX7EUSoGqCTAoYEr4gJBcQzjM4hRtutGtePTmgBpDMhAtkdyBo5QkOjjkFomPaa642i6KOkiQkKGgpACVCSLkIIUeJRSy2FP5C2K1PGCRpI8nrgsxsGoQvIuSVpUsKklDZ2zWDpkUQYOfdayOFLAlKpId4zWoQ0v1pSGuXUkSHwpiFRSxikeqEQMwaOMhvE1hqpgW33ZCRg5FI1AVSVkpyXJCk7ymFKRcY/yu2p/wzI10qlKqIqqJtqrCRhTJC0STwTSIzp9tVFVNF3gLYGRka2OaCoYycBCRSiHhNtgtzckSyt7MUvoiGnBez1JFDDd4biGwLZUv6Jt7eqDHieqqGbxKJlvRthGlS0zecbByhFpNtjDu0Zsc7JGaz5HSuBOWzZdAmJBIeRRj7Lq/HZfk2SE9hhKhhOtfKQp0Eye0ADSY0gX726wlYSQuKIZUqgIVVzsoMqh1Cqhk5hOCC7U2hRtF1M0XNEpAssOYjR0SiV0rSgBOROWQsJsCkcPe6FJKRrBOmVWyB10ZdvCUR5gPAIxyo0W2U0IiswKBkyJEIovbUeUyIF5qlCUAJBf2Q3xmkkWy8u8UpaFQkVdjzV4Hcyv4egqBRTEUlLHJR5DqYLhISiR922oF5dhJI9J5VWlROuFQY1TKJAmQU4hEDxrcdmmAZeQ1TxZKHLF1ob7xstPf/TOmY+vvXHr8sXbVy98eOXsB9fO3bj6xq1LZz+6/Ptbl37//lsvv3/x+f84/2Lqs29/vPvtj/9Eh3tf/3Dvq/uffnn/4y+/u/3F327c++r6zU8uXv3g9+ev/tsrbzz74uv/+twbv3rulSd+9zvxyAZ+shL8rMtuRsxWA23q4msQ9wsRM529Y9V4UxSPx/KJFt4L0LZfdnj7uENXbdQRBz1Nbrr+k5vmyU2sG+V8OecT4iGtpMpmQh3aYZQjbv+5HWavj7SSZVkk6oTQEVdFLkq4VsI7J5Pus31+o453wnWNxTcZflcuKGzYEYJdpbxTMU/Vdp/q84MArNt5QybqpLRrYKoSVhS9zauHteqJCu4roKus8jjWAZmEhGiq4pBeUIYPVO2kXTD4gsotU4X1x7LwoFTE8WYA+j5IbQjWMRsKGMiiCgSI+CDfpEEObVbwU11E3aWDB0LYUQq+sCJDYAwwPa4o8H5M9japfNVCulryeMhXVMgl8mq5IANSB8EVghSo/W5ZCtDWY5Z/pAJHZsGlFtkCtYkzHl2moSNdsFErayfV6qMeaUuQQhfoorq3orbWIaLkGqAll8iHlqJ/I0mFx10GEMpZqcTVCFLEaBl5fKdg11D/QctruqwvkgGbZyCpX1IjoiyT0Qbjb2m1Ext2V+ucMg+d9sKqYnbEglhGE9gckARPWBa2ucfYu+T+47ZdEcRY4HS6xK3hnaLq0opCHmoQUoRUHpNbe7IbEGaNLXElJIGcBsZzmO1hO22S2yY3n1S9iiTZHKbRRaEkxohkUKyMHO1gQRXxTyvdw7LqYWJCISKEqpCXsKrG+i5/ZFsSB5YUstXTRnPLlA2CsRCQzxNW0XPLAl+q+ZAfl4W+uHEqDAJOccuUBhWZPOsghkUIErpZw9QAlY4xrcOSbJCYSeBCucznbacs82XDQfdqBBZCziHMi3BBKVMGCtIALhU0C8KofODC/Q5ItojKvmrZiGLCuADBaEnTip4OkBTQ8CCnTRAebexQGw9qdkDJDkHKJYhb552io5ZFAdtuIkoC4RuIl2CSAIsKhJOlPJoVtJLEARRb6kbruD0Lb67LFoYTOU4sQHABJHI1tUxDeYEGYyMLmVluAxcVjKFzhJArkWt5eUm3sgJVrJpAq7qetRe0GqIKEMeCKFMowisos2TJOQRZlyUwdMGtgf/Gq7/86PrFW1fO3rh64cbVczevnvvw2rkPrr5x89Lrty69euPt195/69X/OP/8n848l7r77T8+/ebHO9/c//SbH+5+ff/O1z/c+eL7//zy+7988ffb9765fvPTC1c+ePXCld+++tqzz7/y5POv/eKFl3/x239/4NfPVn72SHHQLLdsPDbXW+H8VrDaCADfKgbGUkVfbYfFtofGOhzpxbpZaNmlWC/7ypopLtWdwlaT3ajTDXcl0meraq5mAaZYkqhVTQIbMdXqCJ0mE3rrmljwmJLLritsViCXTBnaqqJ7baaXkBVj2VMWa8pyLBVsdsXmVwIFazpw1UV7IdUx0VjP20o+FHIRB9k8oMvLlr5aM5GKS8YqaIlLCr3sY4sWkeXRPA1mZHS5puWbWjmUAVOYk4HpU/lMDK0w8ApbmpfRfEXAG2q5zpd9psDjqINAPpbnQVBBAJ1EmhLaD8pVAwz4rI6Xuyja4QoamVOxrMWX6gHQDYi+z3QdqiqCJl0yCaRHFmQcEMisjq75ArWhixsW3VQLHrum49wGXbbxkgKXVQR2eHBDF/suG6mQQq/Q68H/mcc2lxagtSyRBQQIPYqoJ0Q2NkhXKgpwySpTVQwSYVAuojpIJrxxKHA7gdxQ8EQuuoy4VyZjFLaJgkEhntp6qN98sF475rcP+9W+4fS0NQuFaxhVo2CVIkycjjCjr7SOhZVN1a3LuMqVtorUq0XCJnGVtkJKaXDJCaOzrwcbqlYVinqZ2kekDoEpBGuhUsQIe0b3tBlt63ZbxywG8TFnjyVtBjHLeojKTan1gLNx1HL6otYRyiYttCijQ0AmidqEUKf044F1yOr9vLV1rB12VCWgQLHk7Je1BEG5gq4XzAS2Txj7P6lWtkynJWIyWrKL6h6M6VhRR9wQlBq0/5B59MHY2tDYmlLiQLaDuFskJJUxG6kkZXVAdR6W/Q4r1RkkQAC+wPVhKoaLLCTYBa+ZZwdi41CoNkUpoUocDCt590SOFgsgVrD1dWeLoXbc8BH7+JOtZNvVOxIuQphdtHdhWoAhU56cJgAAIABJREFUHtj0AbMB+U9gToMgdATX0TwFIV5O6RQhtohR+U1zGT26AJ3NIUYBposQm1+Hs0StwNrZEpyn6Gw3XOQ2itYpGXcIQIcBESyw685Da1y8ViALupZ3/TX+GBjsk7gAwmKpRGYhYkU/vcJaS1kkK4irh5rg4Z3o/Mu//Mv1izevnb1x/dzNKxduXDl749rZD66cu3X5zI23X/vwD69++OYr71147k/nf5u69+2Pn3xz/9Ovf/j06x8++fr+J199f+fL7z798u+ffv73j+59c/32p+evvffSxbd/88obv3z+98/8+8tPvfDqM8+9+tQLvx/8+unFfrJY1RZDbaJpD7e0oUCcUOlxmRqLlFSiTiTSrCNMu9JMYk0FxrTOZxg4o/BjNXeoFk0l7qwnToT6WNWbTIxpk5wlSzMaNekK4zKbFbgsRy9o+IxCzMjsnMzMMPikr040vUwrWg20eYPOJMZ4yx6vGTMWm9HIKd+a5clxEpmKjfVAW3To6UAeD/RRj5pVqRmRGHOYVMxP+MKSRk+pVNrmxhw+bdIzdDlNl1MWlgr4UVtYlvE5ARu2sZRKDylMhgMnqVJaoUcFapIqLxPlJRScpuBJApyiSrMsOEMA0wqadrmUwyyI1AqPTOlY2iAmNHJeBGcZYFynMwI1SaLjgbjq83kVmdWxUYtN6cSUjK7QyIRGDsXicCLN2nheRhZUfMplxnV6WS1neXBOwTIBM1KVJn2+qNIrCjZl4CmNGVGQGXR9nCyOW/iiSi6LBMyAMA6ucIV5Fl3gyjkJyoqFGQuar3GzDXbNRREVXbbpxZhfcOklD8np5Wkfz/WMwam9g4f3oU1rKWQYEy3a5HTEzHjMvIUBerlkEKsevVYX1xKStFBOxvM2verhqyYE6TikoSs2sVwllusYGBCyRYEuPh8gsxayIqNlsQCo5RUTz+owZKGcDgsGDqpYXgDWZBTQcVAD1h1svS4VWwISYpIGYQ66FuOrLramlQkNwgyk5BFCkxf7Bl5XjUhIYp62sKwGFzUQVxFCBmAZyNow3uHUGmkmpOIzsIEWTKhkwLCNsj4GGQgWMEyV0yLKiVnaYxYNeFnPlWSgLEMlubAqFdZNpGTBrIsYHg6opaxUWlOAVQHCebAoAjMaMG+jeQ1TbIIz4RVufYlbn+XXIaog0sUVfH2VhwCPXqqIeJXXHFJ00LxeXNeK6zKACiCiAMsKNGMiCyYAW6BigZAKzQvgsphfV7IFJgvQhRkmN60XV5VCUczCQmmNzs2T+TV9bYVaziPrq+W1mfLSnFDKCiCpFhENzgpQlivk5ALIA7AMr/PFWS67IKyvsAVMKoNccYFYz1L5LJNbw7MAmZ+ncpyDHd2PX3/5V3++fu6ja2/cvPb6jatnb1w5d/Pq+RtXzty8/PqHl1678dbLH1x48f0Lz/3p/O9Sd7/94Z9H9Z9+9f1/fv3DnS+/v/P5d3e++O7TL/5+67Nvrt3+5Ny7f3zx4uVfv3rhV8+99sxzLz353CtPPfdS76kn7Ef6pX1vpR/N9eszu9F0z5yoqamKMVQxMl17dSec3Y5nB8nsbm2imUwEVtqRJk0pE5kLHW9ttzG105o+qGZ2a6l6POyro5446nCZWCp2XWC/MrudLO3UZgfxWF0bc4URmx8P7bG2PbzhZQb12V51th+NbbqpWB5O1JFAHnXV4cBZbcX0fpAfJHMb4cyGMr7hpmr2aCINO8JooKSb2viGPLJppuracF1NNY1UIg5p1AhHDdvCcE1JN6TJWB+tMKNVeaRhpgIuZfPDBj5qUuM1daypjlbEsZAb96Wx2BxylFGJGBLREZXMxOzUljrVtyca2kSVT9X4VCQOWeSQiQxb1JDHTwf6StMY7evjdXWyzg23+VRTSvlMyqKGDGIoZIcSKVUVRiM2HZCTETsSCMMRP8pjIzw65LNDLWmoYY02jImKMFmX0lU1VVVSIT2s48MOl0qYkVDIxFrO53IeNxsRGZcZU7ERuZz2qZEOM9yTRrbl9IY81TLGO/x4jRqrsMMRO+RTqSq1uqnvPLBfeWB3Yc+b7WnzDTHTVSZ72khdGA6pMZNM+/RknUu1xVRbmI7w2QCb8Kkpl0zrpXGhMC6V0z433mAm2/R0nVtMhKmmNNQVhiM+reBTPDip4pmIzgTkpIdndSBn4vMmvmiUZ2R4QgLSJjiVcOmWMdxV55viWoWcrnPjbS5dpcY9clorZ3xyLhGLBr3m0FMRsm5DoI3Me/hYiI97yJwELHGFJQOejai5GpMN4HUTyQXUoo8vO1hWgxa59SW1sOyia1VyJcHmjdyiXpo28VEbHNMLGW59Cl+e5bIZAxiV4bRUmOOKBQ5eEKBpGZzigWmisMQCGQUcddGREBvXoVWxOGcAo0ZhWANScmGcXptjc2MKMA2uZ9D1sSY5EsHLWmEmQIcqxLCPDptQRsjP2uB4nZlosqMVJG2AywqQsdC0i6TN8qiwOk2vTqtQ2ieGYnTIg2b5wqICp014RIdTei5FZifR/CRfGGPXRom1SWJ5CVxawbLTzPoEtZYm1iawtWUyOynnMmZhzC6Mi7llqjCjlUYseExF0zw4iWXnGDBtoV5PO75fe+2VZz6+dvHPV87funr2xpWzty+fvXn53I1Lr92+/OqHb7/44R9efP/CC++df/69c8+l7n77472v7t/7+v7dr3749Mvv73z5w1+++P4vX3736ed/++izb69/dOfNd997/fyV37568Zcvvfbk868++dxrTz3/SvOJU+3Dtfajfe2RA2x/JzreqByLSoPaXL8y0XPpjtM5WpEe2imf2AN2asqRGOwni91gthvO1G0t0dpHm/yjx7GjW8BeDO/b04me8f9/It6zy2373N7+sQz79N447A0EARBgAYjG3kmwd05XmZE06n00fdSbu+xUW3Zky44t2Tk5sWQn58SSk2/1vMj5r+dLXGvd+9r3DsgjPmXUx2b9hSMFdL1lnC+YmtGZSkAZ8sgiRE+M1GXI4ELEdaRkXyzPtISRarA/7ZUFETmP90RJCec3ZJmVBTZzNOM8XtRVWW3D72iQyqi/J+xVhD0zSSxVI7TNYF8l1JvyDKc96ohbTmEKCpZw8HQUEZr+mTKlKZOqjFeTR5QZZ08El0dQSQybyHmSDd9YiVAWAooC11eO9hcCmpBbEcQUEaw/5Y408OA8b2jzo01SVqOVAqOIeiRhjzTikYSRsbC31KVCx4LGVmiiFpAJuKpISGKEmHWDMCaNYGOcdzRJDJW8fXnvcDrQG/Mrk1gvD/cyqDSC2op4pBkYrtLDVaq/4JVG3YBGpZxTyjiVYcJcIbA2PdZgp+vsSJVR53FZ3CsPEQoGk8eJfsHjX+EMy6HpheBEh9e0fNIcrEwisrhPmfT2pOHREp1faMaXYrU11rZMzy3w/SVSmvGCCCQKwYBHpVHXYNZDzNPjVf9EGR8tuzWCV5r0yoOQOuBUMu7BNOOu07llv7lNzzVoTdYNMh5JzKOKEJqgpy/imS4QzLLf2PDMVXyTAtGX9fckfNKQXc7DsjCsTLhsTZpfCZqblLHp0+QIZRKXhlwiDpbysCQEy+OYrkTCTd903TlYdvcLiKKAggwGYpA4aJfyFiXvGkhTUzn/cMY9VMD7crg8gYAIIiWtPT69mDOrouh0yTdacSuzVkXCpY7hqhQsDtsUPCTjHb08OpD1TlQ8QxnfUBLrT6CaGNEbcysYm4oyK2msL4IMFZGJikuacvaEIUncKUvAkohLHLfJeLMs7JDF7CMRp1FwTDRdfSWnpoCqBFwu+GQ5jyiNgBQsSjukeVe/gKozzp6YXRaxiRMWdRaWRmEpM9cTNitjUH8akWccooRZzltlvE0agcUpF8hZJXFIytsUIUt/1KWK2uVBs9pvUntMvZRJFbZLSK2UNosZhyRoViUcyqStN2js5azSkF2asPfEIRlvk3OWnqBDkkKYEr9az9y/deHb3z368yfvfP3x4y8/efz1J4+ff/zoqyf3vnxy+/MPDj5/f//pu/tPH+1+/mgX/PD3/9Dh3y9//vXlT29fvH777es337365cWP//zmv/7+h69/+OC3zx6+8/HNu+9cOnx0Zv/uhf1bl3duJ9eWXHm+e7LK1NK2YIhJhzI5PrVYMQsxezlhTHOBTKB9smJLxeAYm8i5qXLIWgyOpam5PDWN4+lcsni87eCDTNKfTjuMvHuAJoYC6BDvm8U9nU6lsFgxhQJU3p2IOeeiWF8Y6edds6QzGCc7G22imkfz8WyRpGOOIc6lCjh7WExO4lMsTiYCx06UEgsJU5hkct5EzDab8PSHkMkwoeVQmnbWlxKuPGsMBYSCzxfHR1h0mHIMcugoZucYZ3YpYcn5p2LeSBGjk/ZeBu2lkd4QNMpCXgoSunE4F9JGqGjBE8xBfaytN+BS0+hI0In5bYsLkdx81BwjuIonUkbVIZeKw1WsSxGApgJINI6tLPLt0wVL1o+m0HzBNs47+gKwhnX28qjOg4baMe9KUp/jnAIbq8L2pF1DWvtJWBmwGElDI+9LryYgITCb9dtKHl3crWJhJeMcCOO+qHu+SuXWkliLc1QZd9EdzOMan11J2mUBaNhvzSfdheNpZjnuLNPmCsnVvJNhq8xvUdN2FWcZTwWy8+VIkVvoBpqXC9xSzC6w/oI3VHJqWKeGgeWsdZSx1wUkezxKthlPg3WWqEiNsCddmoClj4L6WdhGO5dbodXT5VCVdqTcXAn25zFFwD5E2xWcdYazrNaI+WNcbJ5HarQ5j7F1wh539nKQOmjr5a14zHZime6ez4faQUMSn6atQ4RRxjg0rFlDGvtJkyWDrc5TzeMMtx5Bm7S55HGWMEiAlEF7H2dXh5yDUdyT8SeOxUNHEzNp30TOTdTcU1FEFbT38k5NEIoW0eaSj1xhrR1mpuDW5lC0icxGiV4O7wuiA2EkVUXjDYroBsZzrsEEMpfFZlKOAc40TDuGGLsubSnXnOYaoS9TfWGXLuHES9B0zKqiLH20RcXYBmNwroRUWy5nM2Bs8P1pbCCKDHNIP2XT0LZeytRDzlkielfKNpxz9EdsipBtKg27BMcIZ+4njX2UaYA1sVmzNjqnitoVlL4vYBlPomM5V2/UOcA7B1jbeNjKZiyTtH6Q1mu82l63fioMGRL2Adqk8To0XvMQZ7UmHdqYZTKGqUnTAKufSVqmeKOSNKgpg4qz6mNErZF4cO/a1799/NXH7zx/8vj5J+89/807X39876snt599uP+nD25+8f7h0/f2P3u89+nDHfDy/xUlX/z91x/+HyBevvrlu1e/PP/L3//4/If3fvfF/Xc/uXnv4bWDu2f3714+uHlt53ZmbdEeo9hanBbiDpKyBv0B1i8UYy6aJMIRSzluidPBZhzmGAfPOgNYshAgYh4jDjuTnJb2kkEmWkq6Ah4LhzsIRyYTMlGIzuue4blJLxJMBiO5iDXgmWNcpBfK5zxat0NPYVMhxBXyCB0BCQawoMfhd1J+F5fxTrgskwFPH42N+lBHlE030pECb6dxWwD3klA059MTdhPlng767DScLQdwnoBID4y7bF6njfXMOh1GxtdPOJyELSuECApCAjjsh3i/ORQnJl2O2QA0RsEOEimWwgSLOkkC8tm8PjOTxsbc1gmPeyrgMvqcQikYzXjncMjmhzjazld9WsI2RSGDDDZNYd6wu1qmO60Q5Hc4SAjF5hJ5v4WBpxHzDOed89mrZX9O4O0o5EtSOGmiQ3ZXGJ2CzBN+y4DXFA4T8w0WIsx20pWK2CjKNOq2aGCTGrX0Oo2RKLp+JIJRdjcJ06wr5rGRYWwc048Spmmfw0k6ji5Go0mfnnD4gljBqyc587TPOIwaxn1WPedJt3PeJJkvU8eXU14f5klwoSie8DtcPDbtdUwFnBN+mydkuXgizEQgN4cEskTMr03EHBbeMeaxzNJ2fQASyuTGYoj0mrEwyjJzUc7iikATbv04a5pmrGzUeWU9lIygRAgNpj1CSBeKW/WsZYQya0OokbU3mr4Lq0mfD3KzbgS3UAGbN4PPePVzjF3H2g1h2B/FNo6FFxc5MoREU3QhbMnGbOaIY4Y0T7G2Oc4RTMGbZ9KFEm0i7f6kr5M0h5N2E2+fYSFjArFQ5vmV0NrxJB5BkCxGxlytuMXDO8ZIax+pG6IMEG85vh6sFClLwIFEiUrYlInoZ2jduH9ugjaM+LV8Alk6ksAjiJV2sDGoEJ2NBC1TlHnUp58g9bqIw8U7GjXPxnqGTOJozOWPolbMrHcb5wjLqFs/6p+bxKfiRSRW9o17zFrG5Qm72mE9EjDO4vpRQj9KaFHPbL6EIRF4EtMa/MYgry9EZgeR6SGnfgCZG0En/eRcJAFZSMuEe1bnNrgDc4XQhNY1MWSfHrBPqqEJF2vMV/2OADzh1tkDliRr4H3afmi23zHbj87qKGu5Gnxwb/Ob37z3/JPHzz9+9PWT959/8uirJ3e++ujulx8e/un9gy/ePXz6eO/pw71PH+6AH/7x77/8/Ov3P//64qe33//09vvXb1++evPi1S/fvn7z9V//8ek3//XhH5/d/+C3u3ffuXbz7pX9uzd2713fvZ0+dWwuE0xdSIaaSWcsbIkzRh5luyEkwoUy0fljYbTAhU9k7DHaEOaMJGFJomjSb0XclRaVE5xY1hddShrDXi2Hz7hNaBhx8rjVj2eLuI2FwivhUDdu5Xz6ADKD6lwRh410E7Q7XcH1CV9gMUMkWSPnNfics4gF4RCnF/VwOJexGSIee5QMLcf4ctxM4wbS5QlMlyomHwkRNJoTYD3r8FQYnHcbcEiL2sYxAxzBbbibjeLJnH4Ct3nLFM65LV7EgNsN6BzGOGwQjARgf8ypJx1sM+AP4lY/pnPbzZDBSTlNmAOhnGzKofdZmTbDpkmDB5kkzGaPNRBEEdyOkigZd+pDiCOI+Qu+SjvsYWEdCWlhE0k6CcJmh+x4FDfTZmfUGha8KOGCOb8etcGEycNAVsiIBmwOzq6lYSbvxWiXI0DM2g2Iy+QPOHU2o5WAZz0WIwkxWdLPEpjfafU4jJieZp0uWO9wWV08pGMcRNrNxAgnATt8sBaeYTgb4bVY7LMobXGF0EQrh8YJJIqkGryfwlHaZ8CdBouZ9qB2p9lOO6CgQ0sb4gIe4iHCb8eisN45m+StXMCmdRggxmHx25CYM133U6QN8ru0Lp2XNMUSTr1N66QgB+uEAta84EkEPQEK8gcws0OXiEF+xqqHjHYeN/MQFUMFgaJwqxO3OhBjNmAthTGnbdrltxl5pzHsdIaRbNlXymGE28BwLqvLEOId+Thssk1BJGxiICdtaRS8mTDk9FoQFnVg+kYeYymTBTXZo7iRdUZz7lIeJxC9h7WjAYcbmWvmMJd7WoeaZmlEz9hyGSRGu6ywEWdhu2M2HbMlEw69cxaiTdO00R6y5wSCJAw4bnGzDoNTV097IgHznH3GGjCaGKuLccbTaDnnxhAdQRj8FGSzzWE+2OMzz9lnTJR1xmMJxqxxDjZadTbCbkaMCDJdTEI255TBOT1L6IyIrhh3sbjVYJlGvCarfYb3GcKsec40PeU0TCJ6m0+XS1ic0KzBMudCrDrLhAsbSgQMc7rRKev4sHPSTmizIQvsnNC75tw+m9k4lqRMmNs0qJ+ehKctpKlRC79zd/Pb3777/JMHX338+Jsn7zz/5N6zJ/eefXD/Tx/c/OL9g8/e2fvs4c7TBzufPdoBL//x75d///WHv//6w0//evn67cvXb797/ct3r3558eMvf/7vf3z2578++ePzex/+bufhh9dvPbq2f+/63v3L+3dLF0+aF8rYyQq5VPS3BWcpCzdDzIZgykbxbIKvJl2NOHW0Yq/GLfmQlqNcDb+zFJwLEJ6sH0n4kW6cPZ53VeK6CDXhN9FLdnMUHafcgSTqSODBtVJoqYgUIzrOp2dhchGfpl0GEuHjbkeJjV4qEc3EXIbVeWADr/O0EaMHdnit4aTDVo6g89nsUSHUyVsLES0NH1zQvPx0FGJMVtaVTJmgOMHOh+F0QMdjM27H0JpJe92gxR12FvIHbaaEhz0eh2KBGZ6YdsPaoMFZc8ygEMbYM3nIGYfi62E8wxkjyAwOGXg70kZnMAiirKW6AUpjqdNxqsgYw+iEzzRJzXlqsMUHw164koEsBQ8kMMnj8dLxJJmjTDw64tS7siYXZza4rIm0CQ7rzbdd7pMeOwkbg8QEbDQyc3DYPovaWNbeTljggiuyxMEx/yyNjzj0BnLGHTHpbUafDyqmLUjalThJepMkHCK0bts0qkUFM0TYLJijmTd7klDoLEeVAhCLmgLQGKy1xnVeymaG9KW4tlrBEoslQqD5Zbq0EfPGCDiMTbvME6kZuGOGEcgbsAlFoytrKa/7+QjuCblgzjIDTdt4PUYa9LCpkTbWBGPsiKe0wrh4l5WGJp16Y1BLJCw2yMrT9iN5vTsDV4+zXNztYW0YYdLbtM6wweezOWBrK2NJZQzBVaK8GvBxkI206iHdXHzSl7VhkJklzcmyzZZGTDF7cA3nBRdGWt2s3uiYNJOzFG22QYZoCIpH9bb2MLVl5XiXlTSaAjY9anSxRjJgdrv1C3l7ImXylJC4QHj8ZoxxWF1mAzKJMyYUMXhwcyNlgCMGqoqwPAx5zVa/Tm+ftRJakjLZHbpI2MBEjdMJM1+CqYAV8VpsuHnWOesMzAQ9BgQ2xnM2IuWwem1QBgoXUR/lcJN22GPRmXQQqmdIPWrXcyGHnpozR/UB1okiBgthmHMatI4Zgta6nFrcrU1HdEZyEktaKcxsgaatbr3RNm2yz9Beo9025obnKK9e55mEw5OoS+t06myQQacfn3WOEPiM1TjpRcbC3PgMPUFH51DXnAnWmaCZKcOkDZnGXFNG41ggMJlJ2puN2Dv3Ln/72/tfffzo2ZNHzz9+8NXHd599dP/Zk9tffHD4+bv7Tx8ffPpw79MHO394sA1++Pu/X/79X9///de//PSvH3568/L125ev//Xixzff/fjLn//6P0+/+e8nn3754KPf7T9478bth9cOHlzdu3Nx/+bJ3Z1jN67Aq/XRTGg2Qg9HuGEhOpyPTSVoLUuNRGlNllOn2MkYM8N6J8PkaJzrS3ITjHuccA6GA2PF1HQ2aYxSUxQ2xPmGIv7xKDFGor0etD/NjJcy5jxvifhGafdgxD8Y9g8zuJZwjHqgqRyjr0YtWdZMwRMB12gQHQwSEz54ym3q97vHQwFDyKeP0+YEBfH+EQYyJEyzUeMU59IFkCGvdTiITfGkiSWNAdcIaVXzSC9tG/eZx2F9P+oYCuLDEWqKIbR+ZNTjGmGsY7x53GubddvHcMtUGJ4J+4whr4mxjnodozQ8xkGjhHPSY+7HbANBfDROmGIIxDimSGQ65LAmkKkAMhNwjvqhyRgO5zk4x6ICT2UZM0eMeGyTPDRNOw2kZYwwjAThmZLHlvbbo/gc7xz1mac5s5a2zKEmPWKe8ENzKdRYwBxxzBJwDsGGmahJGzGOQYYZyDCLG80JH1bxYykfHPeP+yBtQGcWDNNe+5zbosUtM1EP1Ai4KrwjgZhJ6wxqseVMOso6gxr0LoORxJOLQmw5421FmFaIKZNUzq/1mCYXZ7WLFpPLYcKMJtZiEdzBJsUVvZ4s7qAdsx6ds2CzBRxazAwzencSoqv+ZJUJlEhnAhtzG+Gk3h01G9wOi8+Kcnq04I62A9ES4k867ZTV5DcSDYszYNYRZn/Q6c3B4VWytspFqqQn6Zl26+fOaJFVs8llsnvMaMSO1/1YnUifZGMN1luk3XF4GtYSDZ03YZlGDR5OF04bPOeMlVt0TGDtKXiOdpgDpkDTbqdsJlRficxFC67oGpPocmgSd4Zgg8tkTRnxkkmP6iB8phWfceetkRVfII3ZY5CNMk07tZ6q0cubZpyzJK8PxS3OKhxvEUgUtYadetRoIqfp9jTkMcziOg+vQ9KwPY75O1Sk4XPHXHAINrh0k6lJZH8Uwaet1rlMyuTKzHnn0UDKoyMtWtIwbp9FijpaMOpscw50JhvUEvmZyDEb7DcYiDkDOjtnGYarkw52VmcdYzwTS8kpWJjkGjojMjuLzkw5ZvWOaaI14fBOzBimKHy8lBqHi2a25DR6rLO4ccI6Peub8DUnLLZRrWEiEx8/WYea9cT9B5e/+d3j508efvnJ/ecf3//qyf0vP3rw5Ud3P3/v4IvH+1882v/jw71PH27/8eE2+Ot/lh1+fvvy5399/9Obl6/ffPvq1/+fDn/+r48/ffb4o9/vPXjv+q1HWwd3bhweXt6/eXX/zubt2/6NpYFmeqKaHKukNY1YbyU2UUsNF7MDtayinupr5vWtoiYd1qQTqmJcVggrMqwmz2pKSXkp2VuM9xbCqnxEXc6pa9neWrxP4FSFqKKRVraE3kZmqBhWFqOqalxdDauLwf6Ev1dgVeWwOh/pzwZH42R/jhkqpdT5cF8i0BsilALXH6YmIIsm4h/IkINhjzJJytKUOB1QR30jNKaOYNK0V5lgJsO+vgDUQ7t6eL88iCtpuM9nl3IICLtB2C2jbWqPTcYi4jAuDnt6WZfGC/WwqCiOi+NeJY2p/A4Rj4EgLg4iStKl8ttktBOE3SBByMLwOO7opbC+oFtDY70kPEiY5Rw8EMAcGDQc8siCxCxrHwhi6oinJ0Kog+io394fwNQRXB7H+sPIDAkNBRyKECoJ4SoaG8WtQx6DPIjIIy4Qt/QypnGfuTcEyYK4lMcGfOYBr1kRRGRpb0/CMcyYRimrLAwpQoiMhXtp55Tb0EshqpR7IIMNh+AxxjzIWKc4ZJC2qRnbjFc/yUBDcaI0Xz67seIusv2s1RywzNC2voi1j7X0e21TqH7GrR3grZoUPBSGZmiTyW8aY+2DYaiPgiYIi9EY+UjTAAAgAElEQVSjn/SbxnloMurUcVaCcehZaChk7acswwGTmbIaKNtA1DaZQaajkI01QpR+jLUMBKEBv3nKN2ckTFN+x2jSNpt2mWN2P++AeHgmAg0HLON+g8VrMFC2sZANT6L+NGKMIETYxYXc1oB9kjJN+3Va0uDw6/XemXHaoo+5YM7JcHYkYptkbVOUUeufs/rNbp9F59VNRxymNASFzQhj05OmMc/skGdunJjDKaPPb+xD9QO0fcZvdDAGN2OZ9ZhGCPMkZTDgc6TPYMX0g7hhlLUYKKM7YIUoywSmG8O1A9i4EdU6ce2wSz9LmR0J+3jMORu0Yxxko83j+NxAeG4kOT2N6XWYbgqdGSSNg6TZQDlsjH3Ka5jADZOUTkto7eisHpkegWf6PHPjPp3Na7T5TJOodtg5qQ1MzSDTs7bJSdvkADQ9jM9OIdMGdHrKNdNrnx6xzUzZxyet4zr7xJhpWgHP9BG6OY8Bo+xGwjTimB1Fp2fwKYNNa4GmJ62TbMg234g+vHvjz79796tP7n/1yb3nHz368qO7X31076sP7n7x7v7ThztPH+7+8eHOHx5d/+z+FvhPHvnyp7cvX/364qe3L35+8+dXv7x49cuLV2+++dv/fvHtf3382bNHT367/+iDa3ce7xzcvXF4eGXv1vW925uHB+zZo5p5YXA+NzJfVLXzinZ+oFvULJR75yvKVnlqoW5armsqmZlaxdAojTZSikZK1spomoXJbs3QLg83BUU9I2tm5Z2ccl5QLRWUC0XVfEXdLckWyvJ5QdEWlJ2cup3s6eQk80XlfE7RzqlqaVk1Lakl1dW0oVOeahfV1WRPLdbTig4LUUuYGi1GVPVob5HX1GKKalha43vL4SEhpKnEZJXYQDMzVY2p0/6+FN2b4eUZSpRgRGlWlA0ocow6z/RmKHnWL8pSojwNcrxE4EQCC4QQKHGgHALZIMhzQOBBlhRlfeIMJUl5RTlalGFA1g+ylCjtlaR8QylmKEGJU/6etA/kyMEYjZLe8QzdX46M5tmRUkRdjYgqtLISGBCYASHSXw711jhDKz5WDCiyHlWOURUCyjwpyVAgQ0jypEKgZQWfrOBVCpS0TPZUOXmJUxa8PQVSWuNFFUZU9isKuKzgF1UC4gonrTDSvFeV8yqqlKJKa0qsSiB78lRPidJW6ZmqX1PyKkt+dT3QVw10VppbZ46QjcSYQBvyhLZEjVQoZYkYLPmm04gl75lseIdapK3B2Ere4RSmLHhlBV9vnhlMuoei8EAWHxU8g3l8NI2Op3xDgr+vRPSVsN6yuy+P9hXdfTXvUNU7UCSGUuhAxqUUUHWR0GSx4bB1PO4cTWEDeVd/Ce/LYTNJ50ganaqQEwLSm3EOpbDBvG+whLtoF+y3GSOwI2BzchZD1DkVh2bitjne4KBnDVHTTAKaTNtNaYc5aJgJagdDuv6QeZAxjnlndaR2LGgc5swjjHHIOz7pMfTTFg2jUzOGflI3QYwNkHoJ55BwFplX24/NDGBaqUcvJi1Sr77XNatF9MP4lMw320NbZT7DIDw7gGk1lL2PNPZ4JjWuqQFcr/SZdW6d2a+TZ2wSfm7SpxtkrbKIVcI7laR1yK0f95k0QZMsatWEbCO4cQLVqimjmrYo/Do5Pj0GTw0QOsCapEGLzGPohWaHEJ3CYxBRBrF7TuWcGHNM9boNItrQQ9vk7tl+eEzjNkgoY49fr3Dr1dBUPzyj8OhlfkNPwKBCJ8fsk0pMr/IbFbhOCs0O2LVj2OxIYC6Rc883w4/uXP3z7957/smjr5/c/+qje19+eOfZB7e/fO/mF+/sP328++nj3c8e7fzx4danD7bBX/7+rx/+8Z+x2bff//T2u5/e/MdofvPqn9/89//+6cXffvP0y0cff3L46P0bd+5vHd65sXf76t6t67t3tw4O6bOroJ0TzefE7by4LYCWAObzooW8uFuSdAR5O9PfzKgr2cFqaaSS762npLWUuCkoGsWJljDRyfaWoz3ZiKyVky6kFfNFxUJJMi/0dEqKdl7RzkraeWkzJ27n5O2MrJUXdQuydlbRyErrCUk9K27mFbX8XLcy3hHk9ShoJESNxGwzX1lu6Oo50IiI61FRLSKu8qAUkpSjklJEUUooCklFOaUREuoMP5Jhx1Ncb4YH+SDIh8TZ4GA2OFqIjCTYHp4AKUaU54DAggIrKjAgFwSlECjyQGCAQIE8A3K0KMuIckGQIUE+KMoHQZ4G+ZAkx/ZkQ/pqeqYcAYWQqMCKCqypkmktN2yNqLTC9VTC0mpMXOVAmZPUeHklKC1xkhorr0bGG0lNkR4sBHQCb8gzA2VGVgqBCisvB7XlmLEWGk+TsoRPWqZEdV5aZ6V1SlzlxSVOVOFEVU5coyU1GtQ50GJELRo0aHmNlbUoaZuT14PSBi1tssoGZ25HbW2+v05KahFZjR1r8EdOLW2eXya78d4KP9zghpqhgUZUUfcP1pmJKj9RZ4eb1EibxReTjnZwuEjbqixeY7Qtrq/KKqqsusYYmkFfg3NW/SPFQH+FUtZ9mqa/vxFQN33KJqGss8oGr2mwfTWqr071V6mBGq2pBvrL/t6av7dC9lap3grTV2Z766SySeIrsehKYqwWUNQZRZsebNJsOUTnvGaBMAuEpUQYqoHJqkdfQgxFt72EGZtubQOzt4noIm0uuGYEh0NATIJvNI/2Ze2DOWhUQIxFwpLDpjPQSBrtS6LKtFOZRtUZJ0jYQNYpSSPiJCJKQdK4QxRziuM2cQKWJGFJFBKHHLKwTRq1SWN2cdIpizqUUXgi5TOniMEQJAu7pDFMFnVaeRiOe/oaeG8RHcjDAxW/tO4RNT2ain80jY4IqLqKyyu+qQIxlcCUaUSWxZRplzJpE8ft4phdlIRFWUSWhvuSkCrhkiQgSRoWpV3SjFMcM0ujkDSJSFKQOIWIUg5xwixKOUESFiVdojgq4Wwg4gRJVBxxiiOQgrdLOIso7OiLQsoELI84lKxNGrIp44644F3uph7ev/z8t+9++eTx1x/fe/7kzpcf3v7Th3f/9O7h54/3Pnu8/+nDg88f7T19uPt/ucNffv7XX3769YfXb394/fbl67ffvP7l21dvX/z49ru//e+zF3/7/dPn7378u9uPP9y7+2jr9t3N/XvX9u5e3b174/BO9MIp0ClI5vPSttC7WB5aaYkWSpJOQdIu9Mzn+hcLqq4gaQuiZl7Uyqm7+YH5ini+JGnnFY2cqpsbXaypFio98xXZgqBYKPYs1FTLNcVyWbwoKOaLsoWSpCso50vSeUHSKYg6pZ5OSdFOy1pxUM9IazlpLSOuZOSNlKQTA9086Ai6dnnh6LKhI4B6FNSSoJEB9URPPSaqx0EtJqnGxKUYKIRBMSbOR6R5VpplQTYChBDIcaIsK8qwojwvyXKiFCvO80AIggIvKvGgGAa5MBA4UOBBgQXZAMizQAiJchzIcSDPgnwQ5FiRQINiUCSEJPmoNB8EhSCoRUE1CipRZ6tw9swK3E2DGi+u86AZAm0O1DlQC4FaCNSDogYPKjyo0JIirSpwvfmARmBFVVZa4cWVoKzIqoq8tMz05DySjE9eonvqQUk9IKlzkmJIWmRFdUZU50Q1XlxjQJUDDUZUZ8SNoKwektVoUYMR13hRnZG2aFmDV9XCimpA0QzIWkFpgx9rB09sLG9fXA8sxEUVUtTgQYPvqbE9TVJVC2oqYUWN1dSpoRo3WueHaoHhMjWXZ43FwEiNlFcoaSugaNCDddrQZPRl30Ac0QiEsuXXNAKqBqNoUvK6V15l5PWQusqpKrymzmsqbF+VVtfJ3hqlrtOKuk9R9yub7ECN7qtSmprf3g5D3exAPahscIpOYKwdvHRhsbsQHi1gg2XvYNE3UPGOVoiJonu0iA9VPCMV92QFMdZxrOXT51BTEfaWCaTMTZa9/XlXfx4ez+O2kh8r+gwZV2/EpsoQqizak8fkWawn4xJlYWkakSRdohwqzjrFaVicdkkzTlEKEWdxUdYpSUCiJCROWnvSsDQFS5KIqRLAS/RgCu9J4j1xRJp0tdbLK0tFdcPb0yJ76h5J1SuqE6DpldZpec0vr7h7Kl5p3T9axodSuCaFTaZxbQIbybpFGQzkXCCPqLLoVMo1mbJrQjYQt4myLlEWBwIiKsAgh4CcS5TGQBoFWRdIu0AOFqUQUcotymAg7QRxVJRARXEXSCGSqAtEEHkK0SZRg+DvTaHiiE0agzQxZ04g17q5xw+uff3bd75+8uDrjx88++jenz649ezD21+8e/Pzx3tPH+x89mDvswc7/9EW4Ief//WXn//1w8+/vnz95vvXb79/9ebPr3757tXbl397891f//HsxY+//+LrD37z+3vv/+bg/uPdW/c3b969dvPO1YObO4e3s5dPSdtCTzcv7qSnV5vYxrJ0IdvTKUpaZWW3Rp05Mb5UETXS4mYStNPQsSXk1JK4mxHPZyXt7NyRTvTiGfVyQz5flC0U5AtCz3ydO3PCfLIL5rPypUzPQnFupe0+uSpeyIN2HrRLim7Df3xxbKkAmhlJIw3qidnlBry+IGokRG0BNAraZmVhfcUyL4BqHNRioBozzFeQlSqopUT1JKhGeqrx2YWSvJkExTAQoiAfHq9mZupZIIRAgQfFoLgQ1jXjvbWwqMSJhLBIiIJiSFVLjFfTonIYlMOgEAFCbKyZ660nQSkMSmFQ4mXV+EwzLS0GQTkMqmFQjEx0y9NLOVDmReUUKEfMHeH8mVWknQE1TtSgQSvUu5ByrBYlzbioHhE3g6AWmmwnJpsRUKKlFU5S5cT1qL6bUrbCoByRlIOgxijrodn5qKTJipusuBmR1ELiOjfciE22Y6ImL6oHQSMqbobGO9Hedgi0guImL2kE1fWwthtXNMOialDWZMRNfnQhp1/OSeqcvM3LWqGxTvzkxtL+hXVmMQlqAXEzLG5HVd3w9EpK3YrLG2F5h5e3AoMtfrLDaxp+dY1SlcKKKjfSpEfrAWWLVDZC8lpQ0aTm2sxoK9zTZmVtStWm5R1e3mH75pm+Dq1o0rImK2+Epe2YphXSNILyekjV4ORNXt1mhzpBRYeTdajeJj3QoGU1Tl7nlC1O3uI1HWZyIXT14nJ3Pjqec/cX/ZqKr7fmGax4B0vEWIEYLnv6K/hwBRtooMNVfKLinig6Byt4b9HXJ2CDAq4uYwN5dKCA9JfQvoJLnnPK85gqj8kETJbH5AICci5J2iPOoCAPi3IIyDlBGgJppyjjkmRRUR4GKQeI2yUplySJSpJYTxoBGSdIOkUZlySDiFOwJA8fPVM6u5BR1n2g4xW1cFGTAA0vaPlAkwJNP6i7QZ0AdY+s7JbmCHmO0OTdmoy7J+8GeRQUYJBDJBmXMoOqk4giaAFxJ8i5RAIuEjBR3gUyOMjgkqxbnIZFaYc46RJlEHHaJU47RRlIlIbEKRdIOEDUIYpjIIGIYqgo5ZLFEXUMFyVdoqRTlsQGsm6hQB9vZt55cP2b3z767pMHXz958OyD288+uPmn929/8e6tL97Zf/po59PHe398tPvHB7uf3j8AL3/+v8WXlz+9efH6zYtXv3z34z+/+/GfL37857d//Z9nL17//tmfn/z29/ff/2T/wbvbt+9v3rpz7ebd6/u3dg9uF69syKtpUT0NWklQz0jqWdDNgU4etAVQK8jqBVDNgloaNHOgllO0SrJmStRMg04OtFPyblG1UBF1BEk7I+pmRN2MpFvqW2zIu2XQKYgX8+KOoGkLivki6AqglQbNDGgJA92KqJMBrSSox0E1o24UlHUBNJLidgJUU+ON4uLJ4/ZuGZQioBIF9VBfJ9XXyoNqClTjoBwB5XhfowDKUVAIg3wE5EP9hWh/IQkKUVAIAyEGivHhclQi8EAIg1xIlI8BIawsxQZqGVCMgnIIFHhQio9W86pKDJR4kOdBjpeXY5OtNCiGQTkKykFQjI81s1OtJCgxonIYlPm5VubyhXWykwFVFrTDoBkdmM9CizlJPSJuREGDAzXO1M3NNBOgzIIaC0qsvBnzLqQ09TCohcWNCGjyk624ayELWjxosZJmQlyPgSZrmI9bu2lQj4FGFDTDoBmFlkuj3RhosqDJgAY71Ih6F/LKdgI0Q6ImDxpB23KZXi1IWpykHZU34wOdxJHTS4cXT9ALaVAmxa0QaIWGV7Kpk42+JidtBqWtEGgxyGpWOJaRNShxnVdVGEWd5o+nuaPJnoZP3eTlzUhvh28eF1wLWVGbk84H5B1K2mZ6u8H8Wl6/FBF1A/JWUNziB5ajlROF6RYvatHyVkBS56wL6eKJWm8rIu0GZF1W2mLZtWT1ZFrZ9Ks7YXUnOLwQvnR5tb6S6hUwTdmtrKHqMpZYyeJdfrCID5VxTcU7WPOSR7O2DjdYc49UCHXZP96gqkeStoZXXsUUZbeyjI3VfbFFfriCS0uoWsBkRVRUwjQl3Frn+vKEKIeI8ijIuvsqPleT6snBIOcEOViUdw01Kf98qieDi7KoOI1IUvCo4NWXKZC1g7RblHBJs9a1jfz6ckRRJ0HXJ+rgopZ/dimqXw6Blh80GVGdAi1fX9s3UvGISh5xyS0ue0DJoy5iqgIGijAoEKDglgjogOBR53GQw4GAigoeUCBAAVNn8f6MV5p3iws2Ud4pTqP9GXws45blnKIsJkkj0qRrskhOFihRDBclCVEaBSmoL0b0Jb0gjogymCSLapLufNF7rJV4dPfG898//ObJw68+vPvlBzeffXjzT+/e/Pzdw8/f2f/s0cHTR4efPdx7en/38wcH4OU//v39fy6Ln9589/qXb1+/efnqlxc//vO7H3/59r/ffPnip98/++6jT37/4L2P9h98sH3vwfadu1u372wd3tq+eevE9lZ0Y53bWAttLPHHF6njC74TXf/JBebUMru25DnW9h7pkKst/5EGvlJ1r1SRxbJ3sY6uduDVOrLach9poqstaKVhX2ljqxV4tWZdqTmWGs6Vjm25bl2q2ObLhm7FsFQxLBRnOrnpbn6qKUy0K+MdYaSTHG3np2rCaD0/2Mn2N+PDzZilW1hbWw6tlIdrmeFyUpShQYYR58LqaqKvnhyoRforUU05qiyH1PWoqhJUlnllMdyTTypL8b5yRFPiFMVwTyHYkw/LswllIawohBWFsKzIgWoYlMPSUlBU5kGJB0IU5DiQZ8RCUJwNglwACAEghIAQAQUeFKMgz4I8KyqzoBAEhfBcNXb+1CLfzYIiC2ohUS0OamFQ4cQ1HtQ5UKVAhQWFIMhzoBQCVQ5UGVClQT0AGlHQioJGBNTDoloI1IKgyYIGD5pR0I6BFg8anKjCgxoPqjyohEE1LKqEQSMImhyoMeIKA6p+UKVBOQLKIVDhQYPvqYZEFQ40Q6ATAbWIvB5fPbt869ppejEFij5Q50AzCNohUZsXNWjQDInrvKgVULc4ZYMBDVZSZ2VVsqfpV8yT8m4ItDnQ5iUtVtHk+xbDynZE0mFF82RP1y9usT3t4HA3pGxGxS1a0gyIW6Rsnh3vhHraAdAOSJpeac2vqQcGmpy0xvTU/T0NuqfJzS4GtYthRYtWd8PyTnCgE7xwbbm6lFEUMHUJV1ZxTQm31viZqr+v4tVUiIEyPlYi6EbC1Aj2Vr0DVY+6gk3WfNH52HiVUFQJWdUrq6BjFS/ZYIaKhKqIqwVMWnaDCtonEFw1Opz3gaxHlPeCPN5X9DnrjDzrEudQIGBAQPrKPnOVl+RgUR4WZ10g7ZgSPK5SEGScIIWAJCrOQicu1E8dy0gbJOgGQMsHupRuOaSbj4I2JWnR4iYJWtREg56t+EVlQlRxgTIBSsRYER8sY6CEgZJPnCckOfdUztef84A8CoqIqOCW5L3iHDGWw8YzflDERQVEksdBFhvPoLNpXJpBRRm0J4NI0rCtypnyPIhhkjgqSjhAAhqPu0cSuDiBg5QbpFB1Es0WfOu1yHv3Nr/+7aOvnzx+/uH9rz68+ey9m1+9e/vzd/eevrP76cP9pw8PPr+/+/T+9tOH//dn8etffvr1h9dvXr5+8+fXv3776u2LH//58m+/fPvf/3z+8tUfnr386DdPH37w5PDh+7t37+/dvr916+724e3Nm7e2D27dunl///advVs39/Zv7e7u7W1eubyxttBsHltZPnf2+NXzJ25cPbd36dz+9Ys7W5d3rl/Zu3Fld/v63ta1G9vXtraubt64cn3r6taNK9s3zu9cP3fj+oWtzUu71y7cuHLhytWLm9cubV49d+3amc0r5y5dPX/lyrnLl89euHDu/OVzZy9vbFxYO31u/dTpo0dWu7V27cT6ytnzGxfPnjx/+tiZcydTuahiQCNTqyaMc/OrnfXTq6fOLK+fPXry4tqxjZWjp5bX1pfW1laOnT52ZGP52JmVtVMrx88srJ1aWj+9euT06pGNpfWNoyunjhzdWD6ysbR0ZmV+Y3l5Y2nx9NLCxlJzY6FzstM+2VzcWOmc6DTWK/X1RnO901ifb5+cb68vNdcWWuvd2sn2/MaxI+fWTpw/unl1/fS5lcp6u77eqay1S8damcVyZa1RXCtXjpaLx2q5443Cai17tJxbr2SOF9LHhMSRcnS9njxSzh4tZ45WE0fKiWPlzJFi+kgxerQYPlqKHStGj+QTK0JstcisCqGlQmQpH1pNh1YLwRUhspJJLOfDSwlqNRlZTAUXCsxyMbKciyyWwwslZikbXKmwx8r5jfqNayd2rp3unKjBizHHchJZSjkXko5uAuqmHPMZpBtB5iOWhbCjG4Xm49ZuxDEfti2ws11G142YF3jLfMQ+HzTNx2cWQ4bFmGUhrF/kjAucoRszzkd1Hc7QSczNR3XdsKnBaNvB6U5I22Fnu6x2njF0mPE2PdJipuvMRI2aavMzbXqgTQ7PB7RterrNT3SC+gVucSUXLbOKIiwve1Ulr7pE9JQIRcmtKeG9Rc9AyTNa9vnqKX2N1ZQJdc3XVycGyj55wSsto4oqqqi41SVUWcCkAqIqIeo8oRbcPUWXqOzS5FBvLTqY84ryLkkeEeVRkEdBHgZ5VJpxi3OoKAeDFATSTnEGEuUgUQYGKftAljDngqKkC2RcIO0GWbizElvohOQ1H2hSoOEDbT9oeUGLBF0StD2g4QF1CpQDoISDEgYqCCi4gICAvBsUXEBAQYEAeQzkECC4QQ4FGRQIkDjvAjkcZAlp3ivNkkDAQB4BWRTk3CDtBmlElHaAjBNkMZDFQBIGCQQkMBB1gbgdxF0g5QZxCMQQEMdA3KlOuHJF+ng99t79za9/8+ibjx4///Dxs/fvPnv31lfv3v7i3d3P3tn+9PHep4/2nz7c+ez+1qf398D3P/36l5//9cPrX//y6u0Pf3vz4tXbb1/98vJv/6HD/3z9w+tPn7988rvPH3708a1HHx7efXhw+8HWrYebN29v3ry9fXhn9+Du1sHtzYPb1w/vXd+7efnGNhOiVbJ+GuealcJSo3Xu5KlrFy9uX7+2vb25s7ezf7C7v7t7sL93sL93sLuzu7e1v7d1sHtjd297b3dvf2d/d2d3d2dnb3d/a+dwa3dre3dra3tre2tr+8aN3e3rOzubN7av7m5fPdi5dnhwfXfn+s6NC/lcBra7E1x06/rlpValmk0XYkESR0ZGBtWqPtLPnDq5trZ+ZO3U2rkz5zv1FmyyIVan14odaa2uHzl5ZHk+TJOY1UHYnbgRwmx2wm7zOmyEA/I4XKQLCsAIY0cZCPIiLhJGeCfKwhgHoyGU4F0+CnHxGBJECQ518x5PxOOLevCY35f0ETE/HqP8WYZK04Go1zefy1w/vXb57PrB1rlzq41SmKkmIlfPHNu7dmbz9PHz68unl9rnVxsXV1tXjnUvrXcvn1i4urG4eWpxa2N589TR66eP3Dh7fOfM8e0z6zcuHNs5d3T33PHtC2tbl0/sXjyxd+HE3qUTO5fW9q4c27uytn/h+MHF43uXTxxcXr915fjty8dvXjlxeGX94PLawaVTty6dunV5/fDq6XtbZz/Yu3Bn+9zWtY29a6cOr27sXF07vHx0/9L61pW1nUvHty+u7ZxfOzx/avvy2s6ltZ2Lx7curm5fOLZ58dj1C8dvXFzZvrhw48KRzQtHrp89du3ckc1zK9fPLl49d+TauaPXTi9c31i6fGbp8pmV6xvdq2eWLp9evHy6e/Xs/JUz81dPdy9vtM9tzJ/Z6Jw/2T53sr1xonnuZPP0yfrGRu3S2faF040TG83zF1a2Li9fO1qK1sOqZU5zNDi4FOjt0uoFVrNA9rfJwTY92GGHWqyvlZrpBlVdStWmFR2qr0mramRP3aNqepUtn7LlU7VJdYtSdTzKFqmuk311r7KJ95UwvB4aKQckdbe8iqlKHmXFK6l6QImQFomeCi4voT0lDyj7e8peSZUQVQlRiRjL+6xFVlzGQNErKgV6SgQvuFeLTLwapKss0wwznRDTDbFN3t/miC6BNEhPnffUObxJe6qUp0TjZb+v7MOLJFqikEoAKVFQ2QeXfViRwAUfIfhQwYNmSZfgcQseZ5G0C35HlrDnCFcWd6f87ozfKaBoBnOmCSjrtac8UMpjS3usKcKYwp0JFIoRlhhlT2GWFG5JeZxVkq6H2uXokWbmw0fXvvnk8fOPHnz54b0/vX/n2XsHXz6+9fk7h08f73z2aPezxwefPt757P7W0we74Pu///uH/+jMV29e/vjm+x/fvPzxlxd/++XF395897f/ff6Xnz57/vKTPzx958lvbr/7weH9Rwd3Hu7cun/j5v2tg/s7B3d2Dm/fOLy1vX/r+v6dzf3b57evwxQyMDguCLVOq7LYbFw4dfLalUs3rl/b2dne293d29/f3z84ONjbO9zd398/2Nvb29vd293e3tm9sbu3u7e3s7u9tb+7s7u3s7N/Y2d3a3d3d9ZYkSQAACAASURBVGd3e2t798bW3ubV7Rubm3tbZ8+f4jg+4PWHKS5MB+b005qBQe2MLhqKuVDIZLFMjYxbDGaPn6k351fXzy6tn5g/dmzxxMnuYtcwq5+z2kdHtQwfm19crXWWGvW2waDVyNV9yoHpaR1KBzAfMTk2plGp+nrVak2vWt07qFIMqHtUvep+tWpIrdSo+zTqPo2qT63S9KvUgyrNgKK3t1etVms0mt4+jWJIpRhWy/vVMpVaoVKphuTq3h454UByQe7UyZUH9/eW24JWN2Uzma9fOn3r8MqJ9aWl+Vo1l6wUko1qarlZPjpfWV8unlqtbxxrnznaPnusc+Z4+9zx5UsnVi6fWLlwZuXKuaNXz564ev7E5vlTWxdPbF1e27y8vnn51PalMzsX13cun9y5cmr7yqmdK6cPrm/sXNvYvXZub/Pc3o1zh1fPH1w/e7h59uDamf3rZw6unT7c3Di4fvrW1XN7m2f3t07e3Dx9a/P84da5g62ze9vnbt24fPv6xds3Lt7ZvHBr88LhjYs3Ny8cbJ0/3Dp/c/vs4eb5g+vn92+cO7x+/vbVSwfXz25vnt69dmb/6pm9a2d2rp7duX529+qp3csnty+d2r58fOvS+vbFjc3LG5vnT26eX792fm3zzNHLp1cvnj5y5fSxqxurNzdPb24sVsLBEOdfO1a/eel4lcFCPodPYEbXYqpTvOYYp1xhB49yQ0c5zUqobynUvxjsW+Dc7cjkclCyyilWWPlyQL7IDB/h+pY5zWJEsRyVrATlR/iRldDQcki9yiqXwqpFTrEU0NR91irXu8iJlxjZQkDd5frmWdk8Le6w4v+PhrdsjvPgunSVxHFMUvcN3ZJRzBYz2JKZmWRLFtiWbWGrmW5mhiaxbIvRTDEkTwyBed8zNWdO1fye8yE1f2B/2VWrau21rt3R8mPnwS1dDds6D/zYfeCnnoM/9Rz4sbv5p56D9mt1uTcaNnU2/NTR9EPXkc23Dzedb7xxuOH2xSOOnksjHVc7TrW2nWke7Lrg7b3he3jN2d/mfdge7OsI97cH+m/5+zr9/d2+vi7vQJt7sN0z2O4ZvO0duO3vbw/2X/E/bPf23wr2dXgfdo88vOl6eM3x4Lrn/nVn7w3ngy7Xg3Z37w3Xw2vOvkvDD28M3WtzP2hz3mtz9d5w9F4Zvntp8N7loTuXXHcvee7e9Ny55r5zzfPwJul5iPR3918/03PzTExHVycjy2PycoJfjvNLMXbJ5BYi3KJBLWn4nEnORog5jVw0yKR3v/3z+re/Xn/+69XHby8/fX/58dvLD1+ff/jz+a/fnv36Ze3V57m1Z2Ozc+b4tBSdFLQYLxuspDCiTgsaKSiYIGOChLECRqsYrTrCvtz9+XvS8tvvDnXcvtFzq83jcISCXgJHSYKiKJqjOY6VWJanOZpiGIahSZamSJYiWYKmaIYgKZygSYJGSRojKRojaJzECAqncYzCQwSBEDTzYLC/rKGxuLyisKSkqHR/YXlxbnlpfmlpQVFRzv4CMG1nms1WkJVTV9fa1+d4MDBwt3/gYd/Q3YcPi3LzMnZn5RbvL9tf39H74FpH97Wu220dN3PyslO2AUAKVFGacbCxoqqkdNeu3RYrCAI2EEi1WK0wmGIDUkBrCghYICAZAqxWAAABKwhaYGuKHUiBLYAVtIKgDQQtILgdBnYAgBUEANAKAFYAAizJyVvq6+s8HheGeOMRaWioKz83vbS4gCNDMZ0ecT68c7er7crFa1fPt7Wdv3frRv+dmwO9bSO9bZ677a4H7c7Bm66BTs/AXd/gvcBQr3/kfsDTF/YOEZ4hwjNM+IfIYD8ZHMCDQ0TQQflHqKCTCDvokIMNjfDICIM46bCLCjtZxMmjHg73sJiHC7sZxMWiLgF1c6ibQz0s5mTxYRZzs5iXw10M5SYoD014ONzDYz4B8zG4m8N9AuHnCB+H+TnEwyEeHvcIpJfF3TzqYREvHXaxyAiDjJBhJ4G4CMRJBkeI0DDpHyb8I4R/hPCOIL5B1DuIuAfC7oGwa8DrvD/ieOByPnSP3J8w8dDDmzttyeBOm9PVM8F6T5RmFmSm7m4ttQ8cSx5qTe5r3d7b0tJ3qvThiZ/vtGzrPrKl+1Dy3YOn+s7u7z3y890DP99t2dzTmnyn5YrnVnrPsU1dh36+e+THuwfg+62nh86kdR9KvnNw250jP945/MOdJqC9qeVWC9xdt6m7Ycvtpk23m1PvNB+4dyDldn1S98FN3Qd+7KrN6G5tvXvoh57GpDutST0Nm3rqMzsaK9ubf+ls/rmj6ceu1q3trbtqczL37mpqrpDwBx3HGlNBy96MnUMPbxJeh2PooWvkYcAzGHAPBdyDAe+w3z8SDLhDfm8o5EYRP4oECAIhiDBJIgyDcTTO8oTIkTLHyjzL85TI05JIiwqjyqKs8KrC6RqvqbKiyIYuTkbl6agyHVEmIsKkqSSiymhUepQQ5sfF+YQyOybNj8sTLBnuvT145eSdjtOmgqxOGquj0kpCWo4JCzFuLsLNR+j5CL1g0HMmM2eQcyo5pxNJbz/98/L3v1/+9vebz3+//vjt5cevzz983fjw/fm7b8/ef1l99dv8xqvJ2cXY2BMzOq2acUGNMGqEk3RGVEhJwwSNEDSCVXBaDbP6fd/wnuzMgpz6PqfvdseNzrZrnqHhYCiI4wSJ0xTBsLTAMgrJ8TTPUiTD0DRJkzTB0zTD0DRD0STNEARFUhhJYRRFYySNkyhBojiJogSC4TiCY45h99jUwts/vr76/Y/1X39dePV69f2nl7/98eK3P5682Kg7Up2zf1/Z/vxDh4/fH3S63N6+waG+voHairLkn7fm5RSk78m5ea3jVnfP5Y7Oqx1dFzvbc0vyk3dYIaulYE9KUbp1t80OgPZk2GYFbTAEQhAEATAEwjBgtYMWCEyGoWQbCICgFQAsNhCwgVbIAoGAFYIgGARAKBkAUgAQBgEYsgKgBQBBICV5S1N1jdvhCQV9kwkdCQ6VleaUFxVQGD4e0/yeofv3u29eO3fj2sWO69d62m/03m3v7+0cvtPpvN8x0nfb09/pGuzxDN7xD9/zO+8HXYMh5yDi7ic8w7h/CA8OUv5hKuAgg0Okf5gIOKigE0dGyPAIG3KKYTeHumnURWNuFvPwqJsjXAzhYcIuFnGzuIdHvALm5XAPh7tZzEcTHhZ3C7iHJ7wc7hVIr0B4OczHkB6WdAm4jyWCLOETsYCA+3jcwxNunvByuJvFPRzu5TG3GPKwiBdHRgjESYVdVHAECzvw0DAWHCH8TsI7jPn6scAA5hlAPP1Bz4DP/cAz8tDteOAcefBoVOBG7tnSbNBOWyDQPy34jldllRTu3NlaBvSfAgZPWfuOJPe17Ow9sq275cfbB37pOLSp+8jPd1vsd08BXcd/vHNg050DWzqbfuluADtatrUf+Kmz6YfuAz/fad56pzn13uGtnQd/uXNoU0/LT51NP3Y0buqoh7sObO5s2NzR8HN744+3mrbfakzraNjcVvNDR8Omjvqk9uodnY1F3c2WrgM7uprg7ma4qzWzuzm9s/nnm4c23WxJunloc1tzel1+7t7dR47XTxuue6caYXD7vqzdRPieQfgcQ/c9jkG/y+lxjwQ9wyG/O+D3hAJeJOAhQgE8HMTQEIWFSSJMUgjNkixDCwwr8qzE8zIvKAKriLwscZLCabKkKZKuKqYuG4Ya0YyEYczEY0/isUfxyExCexzXZ2LmTFybG9eWp/X1ydjapLk8Y0zxVPBe5+DVk71tp00htD4hr4wKy3FpIcYvRNjFCDcfYeZMes7g5012XmfmNeKJTiS9+e1/vP79n9e//fXm89+vP3x9+fHb84/fn//67cXbr8/efd148/vCs3fTc2vxidlIfMqIxSXDZPUoq0YYRadEgxJ0llNZTiVZCeXkO8MPbbv3VlUddgeCXR03um+2eYaHw0iYwAmKZBiKZRmRpRWGE1iOY2mRYXiGoSiKIVmKpkiKojGWQWmapliaoGiKogiCJFGSwEkSR3ECw0gUQ12u4Nzcyy/f/9fXv/7X609fnr769OH3f/745//7z9//79qvbw47y22Z24pyS0uLKptqG1obj9xq72k5dhiwpKSmpYFWe0Pj0c47fW3tPZc7utrau06cO7tn7y6LZQcEWjL37Nm3Zxdk22Ox7bLa7AAMgkAKCKSAEATBdhAC7ZA11QKmgRY7BIJWK2i1wBAEQhAIQhCYYgeBVBC0gxY7YAHhVAi2waDVBqTA0I4Uy7b6quobFy74RpyTE+M8i9RUlVQVlXOUNDEWDXpG+vq62m6eb792ufvG9e7b13t7bgzduzX4oGe477Z7oMPd1+3u6/EO9wRGen2u+wH3w7B7APU9xLx9uH8QDw0RIQcZchChISLgoMIjVMhJoE4McdGon0O8LOqmcRdBuhnCK+I+FnVzhJfD3BzqFv/1C7iHx9w85uZRP497GdLD414R83GYlye9AuVnCB9LeHnCK2ABDg+xhE8iAgLh5QkPj3l51MtjHg53C4SXQ9006mUQL4GOkKiHRD10yEUhLjLowELDRHCI8g8TXifqGwr7BoK+waBvwOfu8zoHXCP33Y4Hs6Oq5BtOT0/fnbULCzsmxeChxtzKEyWF15t3dh6GOg5ZOw+kdNZtaqtNuladdL0h6XJj0uWmn28e+Knj+Pabh7ffbNre1vjLjcaka1VJl6uSrlYlXS9Lulq3+Ub9z+21P7ZXbW+r23yjKamt4YdrlUlXS5KuVCRdrk+61PDj5ZpNVyp/uVix+VJV0pXKpMvVSRfrkq7UJ12tS7paDVyvst1o3nujoaited+NRqCtdvPl2qQL9UmXapKu1P5wvTazqSQ/a9+JUy2PoqGu441bt/4A7YYovC9GeZ0DvW5Xv9ftdLuHEM9AyOcM+T2o34sGvUQ4QKIhCg2SaJAkEJZEOQYXWJZjOE6kRZFVOEbjaEmgZYlTZU6TeFOWdUk3NNHQZVNV47o2FYs8ikemE8Z0XJuJyTNR9VFcnxs3lqaM5YnI6oS5OhmZZDHvnfb+Kyfv3zhtyqHVcWkxIS7F+IUYt2jyCwY/Z7LzBjOvcYs6tWAwCxo5qxNJr3/7583nf958+uv1x79ef/r26sP3l79+e/n+68u3X569/7L2+vPC03ePZp/Fpmb1sSkjntCicVmPikaCUyKMGGFEkxUMhjdJXkUF8dbdTgDeeejwhRBG3um81dN2yz3iIhCUpgiaZhmaZ1mOZUWOkwRO4lmZY3iWZRiGoViWpBmSYkiGQWmaJRmRZJl/9YFCGRKnSBzHUAIlSILyegIzUy++/PW///P9n6fvf1t69vbVmz8+f/mfn7799+dv3zrCp7fbNhfl5wOpackpYNrOvUcPHzl94dyhixegtLRdtowbHT3tPQ+vd9y/0nG7pqYeAGEQAkEwBQKB3fsyoF37toC7tyfbASsEwjAIpQCABQStMAzZQMAOWtKsUBoIgbAFBgAYAmAQhEE7DIMQZEkFQTsE2EAoFQBgCE4FbHbAaoOTQWj79pTtDRU1fq+Dxonx8TFN4RoaqytLqiVefjQdQwPeocH7be3Xb9280tnR1tvdNtjTNtLbPtLf5Rzo8Ax2uvruefseBIfvBdz3/e6+sOch6u3D/ENEcJgKOcngCB1ysEE3jYzQiINB3SzipTEPifoYLMQibh5zcqSbJt006ePJEIf7eTwg4kER88mIV8B9LBUUcD+He1nCI2AeAfeKREAiwjwV5MiASAc52i9QQZEIC1iIJ8Ms7eNIP0f6eNLHEz6B8PGEl8e9POphUQ9NeFjMRWMuBvFQmJvG3CTqoQJuKuiggkN0YJjyOhHvcMDnCHodQfdA0DnoGxlwjTzwDg88jsnrj83ROBs38eUZNUF7W+sLms7V33twuO1+c9ntQ3uuVyef27/5dHnShepNVxs2n63Ycq6q9Hr9lXtNeW312dcbd52v/eVERdKpih8uVG++VP/zxcrt52qa2suu3C3LulqWcal824nipJOFSaeLfjhR+MOJoqQj5faTFee6qwovF2ae328/kw+cLbBcqt9xsWn7+ZpfTlZvP1ez90pd+a2q3ZdL0y7vt5wu3Hq65uez1dsuVG+5ULr5UumOy/WZzWU5OXuPHz84E8GQoY5Tx+suXTkS1/wx0ucZfOh09bldfT73cNg9EvQNB4MOJOBBA3407CORAIOGSCxEEghL4ixFcBzFsBTHUzLPKhwjcwwvsrIsRWTRVHhTERRFUzRV12VNk6OGOhU1ZhL6dFyfTmjTCWUqpszEtcWxyMq4vjhhro5HNiYiE1zQfefGg8vH71w7HVPQlXF1Pi4uRYXl6L9fJLk5k5032EWdXdDIJzo5p1P/l7P4/Pfrj3+9/PTXq0/fX374/uLDtxe/fn3+7svGuy+rb35bePZ+euFZYnrRHJ0x4+NmdFQ3RxVjVFCjnBTjpBgtRUnBxAQ1KMnHrp1JttrPn+8KMfy97tu9be1ep5fESJL5Vx0kjuNYjuc4SRQUnpM4VuA4lmFZhuYYhmMYnmd4hmYZEucpnqYYkqJImqBJnCQwHEcoEiUIwuPxT4yv//79f3784/vGy/cLG682Xn56//tfn77+P+9//+4a6rxxLPN4y/7MwsKGg8cOnTx56063B8EHgkhmbnFt3ZHu3r6bnb1X2rrzsvMhC1BUVbs3I8NqTQEttorykvrm2u1Q+i/JGQCYBkEQBAMgaAVBqw3evhtIsQEWEIIhEEqBLCBsBSEABGEbBMKgBYIgGIYh0GoHbHbYCoJW2ArZISsEp4CgNTl5e3VZ6Z3uNp/HPzk5pqrCkeOHikrKKIyafzKOIV6XY6D99o329qudne13e2477ne5B7pc/V3uwR7v0D3vwH3f4EDA2Rd0PQz5+onAMOF3YIFhMuhggiP/egQZ84uYk0UcLOpmMS+HelgswOABkfYplFcivDzh5SkfRwU4MixQAYEMy3hQIvwcHeJpVCJDHBXkGL+EeyXMK1NBhUEkOijQIZFBRTYksYhI4QKJSlRIpAP/juIpH0f5eMov4QGBCHC4jyEDLO4VMDeLeQTMy2FuFnNSqIcMe+iwkwyNkEEHFXTg/hEkMIx6h0KevqBrMOAa9rgGnK7BqZj0em3i1drkq8XRl0+iCWy4pa6g+kj5pXPVAc+ZEeelupPl+89VV5yrKD+zf2tduqU+Z8eB/H1NWZ0XKvv6Txy+2lR6uib/VGXJ+bLME6U7GgtTDuwHWkqzmgtvXKzsvn+8+kTZrkP5JRfy6k/nbq1K31K995e6TFtt1sUjWfdu17SeLy87lltxqubAqYoLlwuAxrzkuuwdDdmpjTkXrpeeu9tQfaEs51Be7tGyIxdL0w9k76hJ31abvv1AUVZTYWH2vrMnDs3E8LUp7vmM/OyRtDRFG7jXPTTodQ57Xf0Btyvg9QR9rrDfjfi9WCCAhQMk4qewEItiDIEyJE7SGMNjPE+LPCtyjMCxEseKAi/LgiHxuiTokqDIsqLJuiFpuhQ1lemoOZMwpmLaVFSfjunTUW06ri6NG8vjxvKEvjYR2RiPTHJB353r964e7r5xypTDK2PKXIJbiNELUXYhwsyb7LzJzBrMnEHPa+SsRs1q9BMNS3r7n7/e/PbX6//8+fLTny8/fXv16dvzD1+fv//y7P3Xp+++r735z8KLt4+Xnk7OLMXHH5mJqVh00oiMSZExTo/zcoJT47QSoSST4LQgx9eeaE2x7uq4PYLw4oN7Xfeut/tGnBRFUwzFMRzPiizHCYIoirIkCYLAcxzHcBTD0jTLcRwjMBxPCwzN0jRFMzxNC//mGCRBkBROkDhJ4SSJez3BWGTu89f/fvflz1e//ufZ299e/vrHr7//+fnLf737/Y+h3ivVqVtLMvbVNzTe7u27O+R0hxA/wYZF9ea93vPXurrvPrx2syM9PSc1Na26sjR1586UZCsEQSBgO1zXeOXiBdveyq2pNZA9EwZgO2QHQSsMWWxwcipksUEABNohEATAFNCWAoEgCNpgm9UGWSDIBoI2CIJssD0VBu2gNRWw2oAUELTAMJSSvKO8rCLkdRMEMjURVxT+2LETOXl5aCi4PD+DYSGXa6iz62ZH143uro7e3rvDA3c9gz2evnveoV7/SF/A1R9yDgbdQ2HPEOnrp0NOIuDGg24c8TKIm0VdHOoWcZ+Ae3nUyyJuHvdzmIfD/RwdFDi/xgRk0ieSQYVGZDos0YhIBQQWkaiwxAR5FpGZsEQHOSbIs0GFCkp0UGZQmUNkFpEZRGZRmQvJTFBhMInFNDqs0mGFDosUIlIBiQ7KZFDFgwoZ4ukASwYE3C9iAQ7z86iXw70c4WNRL4O5aNxNol4i7KRCTjLoJoNO3DuEeAeC3sGAa9jvGPG4B6YS0suV6WfLY89moy8eR/TwQHNDQfnhkqNnartutt4411hbkVHVUnK4PqOtPj2vYrc1b5d1f4a1Ys+x1qL7l+trqnPK6vLqDxWdbdxzuiZjT0EalLMTKkwH9ucePVZx83xVcUlGbl1hQ0Pm5caMiobs3QUZe0uzU6uyy5syH5yraarOKqvKrD9UX12Rdb4x/WBr6a7SPfuqc/bV5pw+U9xzpba8ZF9hTU5Vc8Gl+qyjB/IyijOhkvSM+ty6przawoxL5w49juGr49TyOL06zq5NcTrpdzj63c4Rr9vh9bkCfnco4Eb9PjTkxYI+IhTAwwESC3MEwVI4R5EMjfM8znMMzwsizwg8I3OsJvKaxGkSr8mKokiaLGqapJuyoStxQ5mOGNMxfTouz8Si01FjKqJMx435CXVxXF2aUFbHjfXx6CSF+u+037t2tOvWcVMOrYwqCwlmPk7NRZg5k56PMIsGPauTT3Ry1qDmNGpeoWc1Munt73+//vTnm49/vfr4/cXH768+fnvx69dn7749+/X7xq/f1978vvLs3ZOlZ1NPFhNTjyNjU9HYpBEdU6NjojEmKKOskmCVBCnHcMHwk0RxQxlkz3wwEMZZ4eGDOz3tt7wuL0UTFMvwnCSysijKkqhIoiyIosgLHC+wnMBzDMPTLE9xDEszPMlwJCswLEczHE2TPE2zFEXSBEXiJEESJOX1oZOT6//81//59O1/vv/81+f//Pf37//7v/77//z1z//67cvf4+KNkt1JabadN9s6xycejc88eTI/N7+8srKxrkbM2/f6b7V3ZqTvs+/JKKqosKZYNm/5JcVihSAAgKCDdXW3Ll/etaf8F7DIattnB1PtkB0CrXYw2QYDqRCcCkJ2MBUGITtkscMWGwhCAAxDIASBEATAIARCNshms0PWVABMBYFU0GIDgFQQAneAZUWVnW1dbod3fGx0ZiqBE6jX55ycGJ2fnaFJ3Ocd6enp6uq6ff9O58P79wYGej2D933DDwOOgdDIYNDVH3b2YR4HGnDi/hEy4MHDPhx1E7iHwXwc4uNRL094OSrME4iA+QU8yJN+hgnwLCJxIYUNS1RIplCVIxSGUJiwxqAqi8ksKnG4wiIaE5I4RORxiUM0GtU5ROdxjSd0DlcZXGMxlQ8rLKrwiMwjCosqHKGwmMSGJA6RaUxlwioVVMmwyIREIizhYZEMCWSQx3wCERRwRMCCDO6lCS+D+BjESyIeKuAhfA4s4ET9jqC3z+0d8DsHfZ7B6Un11fLMs4XRF3OR548MPTzc2rC/8XR545mKlgdVZzqr6xuKiuuLMgt2Vxfuai7LyMzcWVCRnVeVVXAk48D13KaW4tr6vPK6rPScXfXFubVlWdlZu0r2p+8q3VNwIaflXH5VZU5eZU520b7S4uzWqrz92RmVFTkltRl7mvZVX8w71JhXX5Vd01CQXZJVWJLR3JC3v2hvSV1W8cGCvEMZTacKairzyspziiuzi0qyz9QX1RVmFBSmV9UWtDTmnavN7rh2+FGMWh0nVybo5Unu6aQQZYLOkQGX2+H1Dnl9wwG/Oxzw4H4vEfQRiIfAghiK4gTK0hhL4TzFCgwjc5TMMRLHKzwj87TAs4rEabKgSbwmyYqqGKqu67qhqxFNjxnqTEx/FNdn4tpUzJyIqxMx+dGoOTdpzE3qi+PG6ri6Nh6bpNBQ97X7lw51th0xlcBKQliMsAsxbsFkFkx6waSXNHpOp+Z1etagZ3VsXsXnVTzpze//vPn819sP319//P7vR8mX77++ePv92dtvG2+/rL/5ffn5x8erL6fnlsamnkTHp6KjE2Z8PGKOGsaEoo+yapxVE5RsULLuQELZhVmZe4rcXg5nxf4Hdzs7b3o9bpZhSF5gOUVgFVFQJUkTJUUQZV5UGF7iOYnnOVageIHmWJ5iOIoRaEakKI5iSIqmGYqmaYKgGIakGJKmSBLDKZrXBdpkcYPBFDooUUFJJGSNMjleuXn7wpnLR86cPeEfDq4tri4tLS0uLi/ML60szSuacKvzVnZWJpy2q6iqevsO6y9bt1tsVvtuGIYAEARqinJO1pTuBODt2ywWAIRBEIYgCLLCcEqqHUqz2WwwaIdhCLKnQjYbBICQBQQgGLSBIAzDVjsEwJDNDltt8A4YhkAItANAmsVqt1qh7SlluWW3brW7POHRsYm1taXnL569fPn8+frK7ONJjsKDPtedez13u3v673QPP+x1Dg4EhgeDI32hkSHE5Qi7hzD3EOFzoiEPEvKQYQ+FhmjUx+AeHg0JSFjAfRwZYGlMoFGJDIqEXyJCPBUSaFRhEZkNiRwq8bgqEApPaQKuc6TKIQqPyQKm8ZjOEiqHKzyhC7jB4jqHazyq86TBE7pAqwJpCKjKE6qMqhKmCqjC4zKPKTyiiJjOEBqNqSyqMpjAhkUWVSlUogMSHRKwoEj4RDzI434a93Kkj8f9NOrDUScWduGBESTgRP3DqGfQ7RnyuPv93oGpCe3t6vTLxcTzudj6pKGGvn1YQQAAIABJREFUhg817G89X1/bXX57o/a2s6L+aFVeXW5aLrynB84/vTs7fVdV9d66+owieteFaGbVgbKyxoLs4ow9DWkNHrCkYXdmzr5TNXvrjqTlmLktfSUldfnZddm7i/aWP9hZ17k7NyejvnzPpZpd2fd31eu5da151XV5hTW5uxr2NZFg86U9+4uyTjVnnDoDn5q2nvFnVFQVltbk5+9PLz6b1nQ/u7Iyu6I44/a53Ksncy8053VfPfooiq+Pc2tj/MqEsDElRynU43B4vU6/zxH2OUJ+TzDoCYW8aNjHIB4CDxAERhIYRxAijfMcJXCkzNEqx6oCq4i0yHOiyIsSI0mirkiaJCuqoKqyqiq6JpmqNmoaj+PGo5g+E9OnouZUXJuIy49HteVxc2HcWJyIrI5p6xPGFEv4u673nT949/rxqORfSbCLEXYhwi0Y7EKEmY8y8yYzb9ALOjNrcE90fF7D51Q86cVvf738/Nfrz99ef/z26sP3lx++vn7/9eW7L8/ffVl//XX99R8rLz7Orr2efrI4Nv0kOvUoMjFtJqYisbFINCGaUUGLckqUUgxK1nqdQ9Ce3cWZdVhIQnnpXv/9zs5bHu8Iy3Asx/M8z/OyKKiSqIqSJkoKJ8qsIPKcxPMCKzACx3OsRHMCw4o0LdAUy1IkTTIkxdIUSZE0Q9E0SeEkTuBEIBR0uh1Ol3fY4bj/8Hbvvdu9D+48uHv/7t0ev8/tcfZdPn817CdXFxeXFhcWFlfm5xaWV5YlmcnLzrDvtFc0NCQDth3boF27M4sqS207d4IAZAOAolRr+a7NaSmbLNu2WCxWG2izgxAMQjYY2gWlpgIgBCfDMAhDUBoI2WxWCAZACLRBAGiDQBsEwxAMwnbQkgYl220AZAPsVtCeDMKgxZKyJT+v0OPzMywZS8RXV5fW11ZWV5bWVhcX5mdEhkACnof9vQ/u9Tju3/UM9PkcwwHnYMjdh7gdiNcV9jpQ/wgZcGMhF4G4acxD4SEaD/BEUCLDIhEQyZBIhwUmKDBBmQ7JTEiiQzIZkmhc4QmVR1UB00XS4HCVJxSB0DhaEShdoHSJ0GVCEylDxA0BN0VSlwiTpzSR1GUqKlGmzGoSY0qkLlGqRCkSZYpkhCc0kdJExhBxjcdVltRYQuNwlcMlPqSwYZnBeCYskKhIBSQqKJJelvBIhJ/H/SzqJhE3GvbiARcScCEBZ8gz6PUM+lyOgHdkakx5uzyzMRNZntA3Zkw1OHiwpvDg2Yb6G1Xlt2pOttUfP1daUp+xo3gncGknXGPblZFqK0gFa/ZmnS0uOV9Wd6ioorVo5/4M4FBqjhPaXZqamr0TLrTvPrAn/WxhxanSytai7NqsHWWpRQ6o8JZtX+HefUW77ZWZO0/lF54rrD1aVt+6f19dru1wRq1n5/6ju9OL92ZXpec17ynuTK+7UlRxMK+wqSizJLPSkXaWziyuyS4ty2hoyjp5MP9Cc07HtdbHcXx9jN+Y4NenuKcTSpxEvE5HwOsJ+b1hvzsc8iCIBw37MTRIIX4KD9IUwuIYS9EcSwocKXGEKFCyxMsCo0qMJoq6ICoSL8uipsiqIisqryqCrgq6JpqaPK4Zj6LGTFyZiavTMWMqasxEtNmovjxqLI0bi+Pm0rixOm5MsKi3q+3B+Zbe60fiknc1wS9FhYXov1EFOx9h5kx2XmcXdXpWp59oxLxKzKlE0pvPf7/69Nfrz99ff/j+6tdvLz788eL912fvvjx7/2Xj3Ze117+tPfs4t/J6am5pbGY2Nvk4OjETScyY8XE5PioacUWLi6pJqiYuGzd7uy2p+6oKTxK4jAni3aGBzq5bHo+LZnmGFVlB4oR/nYUkSIog6bwg84LE8jIvyBzLs4zEsjLF8jQj0DTHUBxHkgxJkRRFERRJkCRFkAROEASB4xhJoiSBEiTJcqLKyzIrqbyi8pLCqzrPsMTw4BCG8isrq6urK0vLawsLS+vra4JE7rTbyquq03bu3b7NkrwD3r0r3ZqS8ssvW0AQsgFABrgtP/XHdNtm2JoCWCEbkGqHYBtkg0DYDgM2yAJDVhiCYNiaagNsdiDVlmqD4J2QBbYDNhv4b/oBQVYbDKSCFjuYYgOsMABBkCXFsqMgr6inpz3gdyUS8dXVhfWVlY3V5Y31leWlGVEgEcQ32N/7oPeO8+F972C/1zkScg0GvY6wz4kGXEjAgwY8VMBLhLxk2EfjAQYP02SIoRGRDkl0SKYwiUFFDpFYVKbDMocrHKFxmC7gGk+aPGMItCGSJkdoAqFJbETiDJk3JcGUGE2mDIWOSLTJsxGJMxQ6IjERhYkoVFzhIrKoy5wp01GF0RVOlTlDZqMy969q6DKpS4QhErpIaAKqcYTKITKPqhwpsaREYwKNihQqkyGODol0UMC9DOZhEA8dduMhBxp0owF3yO/0e4cCrsGAe2RyQnu7+uRJQn0Ul148iaiIo6WmvPFgRdbhIsupIqg5M+9A+u5DeZtPlf3YWrilYq+lZJe1OXP7seLkw/utrQV7avak1+Ymt+Rua8zeXJu9pWT39tLdv7TkbD2Vu/VMMdiQk16bCddnb27cl1S796eKvXDJbrBmz5ZjBVtOFVmPZu2r3pNZn72jpeCX5rwtlRnWQjuQD22r2rnjQI6lpQiq37e3OtVen2U5kJPSlJ1cm55atHtXaXrGgcKWAyUHKrKuXz80N8o8HRcTrO9RlNyYkhJs0OMeDno8oaA3GPBgITcW8uChEIYiKBYi8TBLICxNsgzFspTAMiLPiCIrSZwqsKrIySKvCYIqKIokqYqoaoKmibqqRFTZ0FRT0xO6PpnQZhLKdNSYiUQmTWPa0Gdi+vyEsTShL44bi+Pm8oQxxobcXVfvXzh8/+bRqOBZivNLMWE+Ks5H2DmDmTfZ+QizYLKLBj2rU08Mak4lZjUi6e1vf7/5/OerT3+++vDnqw9fX7z/8uLd12fvv2y8/WP93R/rbz6vPfswt/p2Zn59cnpudPJRZOJRZPSRnphWI2O6Edf0uKjFGC2Bysrpy5f3puUcqL1KsBGCl3qHBzs6OnwjfpoVGF7iBFXkFZFXOEnlZU2SdUFUWVGkRZ7jeJbhWVpiWJZiWZzmCJIiKJIicQqjCIwmUAIncBQjCZwiUBJDMAwnEAwLYQjPC+Px2NhoZHQ0PjExlhiLRkejnEjd7ujAMG5l7dnK6tPlladLSyvr62uqyadn7rPCO7dtA7ZvSdm+w7pt67btycl7MjNsMAyDwE47ULA3OWdvCmSzw7a0VMgG2UAABm0QCMJWyAbYYBsMwjYI2A3BqTYgFbKlAbZUELRDsA22wjYrDAEQAIAwlAoAadaUNCDFBlkhOMUCJOdnFgadfoZgojFzbXX+2ery87WVZ2vrK0uzqsyiqH9ooHfwwT1nf9+IY8DjdoQ8jrDPhXndiN+Lhrxo2E0jPhoJ0kiQIcIsgXAUxtGYQCMyi0ssLnK4xJIKS+gMprCkyjEGz5gSpYm0KXGmxOkSa0qMLlGazJkyF5E5QxFNhY0ofFThIwoTlbi4wkVUxlS4qCLEND6m8lFVNFUxonNRlTdV1lQZXWVNlTdVVldIQ6J1hdVl3BAwTcINgdY4UhFwjScUjpAZUqIRiQ6LTFikMIkKcYSbwd0s4qYQDxZ2kiE3ERgJ+11B70jQO+D3jEyMG29Wp14uJp7NxTeeJMTw4MHG6nO3jtfcrsm8VWG7VAydK95+svTHk/uTThf9cLzgh8O5m48VWk5VwefLoJNF0LEi6HjRljMlW06Ubj5S/MPx4h+PF24+VZx8rmLbmZqtx0uST5RtP1P949nSpDNFSSeLko7kbjpV9MvFqu0XylPPFwNnioDTFdtOV/50suSnI3mbWvf91Lx306Gcn04UJZ0q+vlEzi9H8jcdLf7hSH7S4fwfDub/UJeZ1JK/7Ux5/YHyioLM81cOzSXwjQnhSYxdHBfWpsUIh3rcbr/PGwx5Q2EfFnLjiA9FQxiGYiRGEihNogxDCizJcaTAM5LAySInSawqcarIyZIgy7wiSZqiaqqkaYKmi5quGqqqa4qh6Qldm0poMwltOqpPm8YjU5uOKI9i6vyYvjBhLo6ZixPG8qQ+yYQ8PZfuXWztvXYsIvoXE+xiRFiMcIsmM2/+W4Vi5nRx3mBmTWrWpOZVYk7Gk179/vebz3++/vj9xa/fXn74+vLXr8/ffX3x7tvGu68bb/5Yf/Xb6vMPc+tvZhaejT9aHp2cj43PGmNP9MRjMzqqRhOKGZP0mKTEKIk9dPRIXm7F0cM3GD6GC+rDkeGOji6/IyQyIsdLvKiKoiILsijpkqxLosyLEikJpCAwrEgKPMMIDMXRFENQLELSYYJEMRxDKCxMhcMIihBhBENRFEXRcBhBERxDkHAoJHLyzNSjaGxUkbXZJ0+mZ8ZHx+OqynR39JCUuLbxYm316drq05WVjbW1p9HJSFZ++lZLagqQti3Zts2yK3nHzpKahv0NDZAVAAHLzlQ4PxveuxuG0/ampdnsUAoMw6DNngqDqZAdgmEQhu0gbIfsadY0GIQhCEoF4TTQlgrZbDYgFbamAgBktYKQBQJhGwDawRQbZIVAwGKxZmdkdV676x0MxEYTa8uLT1eXNhYXnq2urC/PR1QBx/zDw/0D/Q+HBwddIw6/dzjoHwn63bjPiwf9aNhLoD4GCXFomMFCDIlwNMrTBM/gIkcoPC3xuCTgEk+rPKVzuCqQqsjoAm8InCZRpsxGFc6QhYjMxiTSkPmILMYVwdREXRXjihRReV1nYxoXl7m4ykV1KabJUUOIGGxUF2O6nDD4qC5FVCGm8lFVimiirjGmSkclxpQ5XaE0mdJEUhUZVaJliVIEQuNxhSNUFlFYRGRDMhkSSYQjAhzhYVEPjXoJxEOFXURwJOAdCfhcfv+QzzM8GTffrEw+n48/nY2vPk5o2PDBpspTbSfu9tQ+6K062ddQ31m781xpypnK5Eu1KRdqtx4tSTlWUXGl5npnRcPF/QUXa3afKYSOl+w6X2U7Wry1tTiltWjrocKysyXHLlWnni9PO1NhOVqacqp869nyLSdLNh3L236kcM/JihM3K/dfyt97tsx2uGDbsYJtp8u3nCnbcbLYerhwe2txyaXSlsul0JlS+OR+4Eip5Ujp9pNlm04U/3Qsd8ux/TuOl5Q1l5Ttz7x449jcGLU6IW5MiRvT7PqMpLGI1+0K+H3BoDeEeAjES6JBDA/hKI7hJE7iNI2JNC4xFMeSAscoHKtIjCgxisDpEm/KnK4IuiQZsqSrsqFIhirpqmZoqm5Iqq4kNHUmaszE1Mm4MhNTZiLKdFR+FFcXR7XVMXN5zFwc01cmzHEacfVcuHvp4J1rRxKSZ2WMWYwKSya3aPwbW7DzOrOgs/M6Pa+Rcwa1oNGzKpH0+ve/Xn/6/urj95e/fn/+4duzX788e/ftxdtvG++/PH37x9rL35aefZpffzu98Hzs0eroxGJ8YsGYmI0mHkVjE3J0TDJHFT0qq7Ewidc1N5VXN588fp2RYqikDYw4Ozt6AkNBjhVZXhF4nZMUUZYFSRNETRQljhcpXmR4iWFlkuUplqMpHsGpMEkhNINyHEFzBCUgFIMSFIFRCEoHw2gYDwawcDCEhgPBQCDMMsr047np6UdTUzPzC0uPHs9MTE5EE9FgKMyz0vrGxtrGxsrS2tL82tONF1pCS91j32GBQXumxZafDGWlWDKg1CwrDANWGAKtdjh5px3ck5aWlrYXsoEwlGKDbDBks9lsdjj130a1HbalpqbBtlTQBtlssB20pYGQHQbsNmuaDbDbQBAGQMAKAnYQBG1gst1qtVkgYDu4b192W3uP2xWMx8ZXl5aXlp+MJWLP1lY3VuYNVcDx0PDwcF//Q4djxO1y+rzOoN8dCnnRQIAMhgjEx2A+Gg2zeJgjUY7CBJoQaEJkSYmnJI6ReEblaVVkFJFWeUoRaE2kVJE1RM5Q6LgixFXOVART4aIKa8pSXJZHFTGmiaYixVTJNPiILsR0KaaJcU1K6NKYLo8aYsLkooYcM5UxnYsbfEIXEroYN+S4LpoaZ2piRGMjCmXKrKGwukwbMqUphCIRmoAZPKbyqMqFVQ4VubDMhHmaYOmQQPhZzEdjHhLxkiEPHnSGfCN+v9PnH/L5RqZGlZfLExtzo2uz0bUnkQjiaa0ra7ly8Ojpigf3mwZGTjSfLMs7UlRzsvTo2bztVVk7avMttQVwXda5s+UP77Q2Hi0tay3a31J8/Wx+86FsW2m6rSLbUpOVXbvr1o2qS+1HSltL8g6XlR4tvXa+tKA+Z3vlvpTKfSlVe2qPZ968XX3kZE1eY37BkeJT5/PzWzO2luWmFmenlGfmN6TfvFhxsqO58kRJ8dGSgtaSS+eLKlvSk2v3ptRm7ajLzK/JrNqfe+PGyflRenVcXJ+Qnk5LG1OKQaEBjysc9CAhHxbyk+EwgYZwLEiiCIHjJEHSFCExhMSSHEcLPCcLtCxRksTKIq9KvKawuiDooqAqgqpKuioZiqQrqq4puq4amhox5KmoOhOXphLydFydjqpTpjod1+bHtLUxfWncWBoz1saMOBVydVy7e66152brqORbG5UWo/xClF2M0HMmNReh501q3iTndXJeJ5/8W3nQyaQ3n7+/+/jt9cdvLz58f/H+2/N3fzx9/+X52y9P3/1n4+3vq69/W3r+8fHTd5NLT8cfr45PLScmFqJjj6OJ6Uh8QolNKPqorEU5PdofcFc3HDh05NSpo7dJKY5Kep/Tc+tWt2cwwHAyKyqioAmiJkkqL+m0rHOiwgoyw0k0xzOsQNIsSbEIwWGshDK8w+3t6Oy5dKnt9MmLp05dPHvqyrULN2+29Xd19/f3DQ+5PE5fwB0K+PwoRamPniwuzM0vLCzML63Mzi/MTD+Ojo0NDQ4KlPx04/nswpOLpy8/7HGurqxro1raLvumzb9sB9OT7YXbwIxtll2QPS3VDgMgAEKAHbLAIJgKwzbQDoCQDQZhCIQgC2wDIRsEwSBgg0CbHbbBMGy32aA0EEoF7HYAhCHQbgNTbTabLRWw2UAQAKywFYBBC2i3gDYraE1J2ZO2t79/AMfIWGR8dXF5fX1pdX1pfW1pZXVJNzSKQl0uR/9g/7DD6fI4fT53KOhDQr5wyE8GwwwaorAARSI0hTEUyjO4xJISS8g8pQqMInCyKBg8F1UYQ6Y1kdMVLiLTmsLpihBR+QlDHjVkQ5VNVYqqUlSTE7o4aggJQ4xrYsQQTJOP61LMUCOmHDOVuCGPGuq4KY1HhJgpJUx5LCLHTXnUkEcNcdTgRnU+qosRXYzqTEzjoopgqJwhs6ZMGTJhiLQpkIZAGhyhCojMIQoTVhlEZEieCfFEkMX9FO6mUDcV9pFBNxZ0hIKOoM8R9I9Mj8kvliefz008fRx7+siIBB3HmiqPXzl4+HT5pUt1Vy82VpfllNQXVtdkX2xKrzqYby/at6s8K7U2p/ZQxbWzdfVVOeXV2cV1OUWlu88fL2mqysrM3ZVdl5tZm3HyeOWZwxVFRbsrGwrKavNaSvcdby3LKt6TWrw7rWpfUW1626n9dfVZhSU5tY3FLaWpFw9m51Zk2At2pldm7KxMP3Gi+NKJivzijOLavJLGguryvVePFlbU5e0sychqLCirya0vzu24fn5xnFqb4FfH5Y0p9emkGmGwoM+NBD1I2I8hfiKMYiiKIgiBoRSJUjRK04REkQJL8SIjCIws07LEyDIny6wic6oqqLKgy7ymCYoq6bJsKLIqK6qu6rppKmrMUCbjynRcnEkoM1F9OmJMRbWZuLo0pi+N6UsJc3HMXBqXxyi/r/1677nm7luH42poNS4uRcX5KDsfoeYi9FyEmoswczo9b5ALJv1EJ2ZVfEHCk15//v7u45+vPn5//vHbi/ffXr/98uztf569/ePpm/9svPl95fXvy08/PFp/N7X8YurJxtj0UnxiITE2H0nMKPFxOTqumaOSGuUMo73/3oGDJ8+ev3qk5TYuRcOi3Of2XO/oHHH4OF5hBJkTVEmO6uaoYsRFfVJSxwXFZBQT50WUZcI0Q9I8Rgudnb01VXVFBSUVVZWNBw8ePHz48NETLa1HmxvqK8obiktqSosqKwqryktrmhqPnzl+0zVMPJ5fnl9aWlhcmV9Zm1uYn5mZmXw8jVGozBrray/MqP5wcDAyPjW7uKyPmXt2p27eaoF2ZyXbc36x7tu6HUhJ2WFNTgaA7RAIploBGIBB0AICAAgANtu/qBUAw1Y7aAVhKwSBMASDkAWCQBtkTwVtaaAtDYD/PV6mgTtt4E4IgkEQtAIQYIWsFhhMgWALaE3Ztse2807bTTTgjUXGlpaXNtaXnq6tbKwtr64tGVGdJBG3y9k/1D/scLidXsTvQ0M+LBjEkQCFhFgsTJEIRSIMjTEswfO4KlIyT8oiqyq8IrGqxJmSEFM4UyENmTMUNqLxUU0xNTmiSRMRaSyiRjQ1qmsxTY2batyU46aUMOWEIRqGEDekUVONm0bC0MdMdSyijMe08ZgyHlXHTGXckEdNbdTQEhF50hDGdD5higlDietiQudGVTmqyYbGx1UuolBRkYpKtC6TukDEWcwQMFnAVQ5R2JDIIjIV4okwRwZozE2jfhrxE2E3FnKE/IOIzxX0jUzE1ZfLU89mx57OJJ7OGCbaf7Kl8vTVQzWncvcP5Z/qLKuvyd9fm5ddnlFSnt1Qn11YuLe0IruwcW/G9ewjvYUHGwsqanLzqjKyivaUVmc0VOaUFe2raSjMbcotupXTdCG/siKruj4rf/+ejNw9tdW5JUV7C4r27q/N3NWSUXQ5p+FAdmVFblllTlb+nqaKvfVlu/LydtY35BTUZaUf3Ft/JK+mPK+qKqe4Oi+9ePeh5rzW6tyCwj01zbk1tbmNxXm3rpxfGKU3ptkXj5UXj5SNSdlksKDPGw76wogPRX0E6iewEI5h5P9VB5IlBJYSOZoXaEGg/12lInGKzOmyqMqiogiKKqgar+mioaqmqpiqbOiKpqmmKscMZTJhzsT16Zg6E9MexdXpmPI4riyP6wuj+sKotpiQl8bFcSrk6bh490LTvfYzCRVbSfBLMWExws5H6PkoPWcycyYzr9NzJjVrUHMauagS8zKe9ObjX68+/fni05/PP3x7/v7r87dfnr394+nbP56//rrx+o/ll5+Xnn6YffpuZvn19OyzsZnl2NRCYmI2OvZIjk3JsTHVGBW0KG0oZ69fPXX0+oVrV4+3tJGSERLFQa+3ve2mY9DF8QonapoZJ2nhdvvdo62nWuqOHm++cu5UR2dHn9uDB0khzAhOT6C+pqUov/zS5WtDTncwHEZRFEUJDEFQJBhA/D63e3jEcb//YVdnx7lLp5sPtezPLbt4tn1+aW1+dW1+eX1u9enjxcXHTx6Pz4z1D90XeHV54+noeMzZ51168uzdp09qTNu9a+cOIDUtIxPelZEC2X/eumNrssUKABCUDACADQBTYRgAd1j+ZbRhAACAfzkLm9ViA0AYtMMWuwW0WuEUGwTCoA0EYAi0wiAMgjYYguwAZAdACAABAIJSADAFsFpgyGJNSdluB9PudN9FQ2FDjy8sL2ysrzxfXX26trq2thyLGhSFBzyeoWGH2+HyubxI0IeH/Xg4SKIhCgtTBMKQKEuhAv3/M/FewXElypkmbzc9YQreF2zBFLz3hgQBkDAEARAAYQjvXQHlq1BVKO/PqXNOee+9g6e/JPuy1ddIupJCMTM7uxqNHnZm1sTObsRu3NmR1NyHvg8bkZGRD/n8xZ/5ZyRLJOCKJBxQxgVEPLFECMgksEyskImUcqlGLoNAAQSKYFCMKMRKUKpUyGBYplUBepVCDckRGFQisAZRqGFQB8m1CKhB5EqlXK1U6FQKnVKhUYE6JaSHIZ1KoVOCOhWkUwIGGNArIa0SVCOgDpLqEalGKdMicj0kUUMyrUKuBsQqUKQDBCpAqJSLYJkAkPEhCU8p4ikkHLmUA4q5gJAhEdBlXIaMQxdzaDw2lcek8pkk9jGRScMzqIcM8tEx+cCoVbj1IJt2SCfgFFwSSN8Z7G8ZXnrc9qriobxifOdxx0BLaWdpZh266TilaSUttzi/rjZv+GFyAxszKqhu6S6tbsNmVeQVPE7thNNKOtHF2IKq2mLMYOErd/nT7bLKZmx1WxG6KD1xIaVwJQdblF9akVdak4feKmgSVbZ2YCtbMIXY3OzO5GZRQlV3emFR9kRbQU9/Zqo0u26lqLappLy1KK8qp6AhtW6ssLa2oLQcvfokd7gT01RTPPtyxKXlu1UnJvGxRXLiN0gQIYtGIdHpZAaDwmLSOQwah0XjsJlcNpPLYXI5HB6PJxZxRSKeSCSQSgRysUAhEYJSESiXgFIxJJEhUjEASOSgGADFEChXgCAIShWgDAKksFyiguUmzS831KBFBdoRuQ2RWtRyt17h1UEevdyjF/sNUj2PdDQ/ujbavbY4ooFYfo3Uh4h8iMCN8F0I3w3xXDDPCXOcENeh4NlBrgdgO6SsG5fvf3fx4aezX35Jvvkh+uZL5M3n6NXn04sfohdfIucf/ZH37vAbm+/c6AhrbAGV2YMYbQq9RaYyy1RGCaSVAIgAlPcODY+PL4/NTPZ2D3NFIEss3SeTF2Zm97YPBVJQJAYnxuby8ktKi0se9vQ8GRx8+GSwqaunsrq+vqxn6vnK/NxqWUXtw4FRHINFYfEIJAaJyKBQjilkOpVCo5EpVBqZQadTj5lU1jGTwWAy6XQ6FX90SCXQ7Q5fJHp+ev46FL2w+Tw2u0NvNeKJJJFQHo5GtXqks7l7Y+7wLHKm0oJZGal37j6ITYzJys4uqaorq2uuamjGVpenpaHi4mNR8fEJqHgUKj4ehUKhEpJQSQmoxMTEhIQEFCoWlRiXmJiQgEq9svD1AAAgAElEQVRIjk1IjkfFpaBiE1HxcSgUKiEuMQGVnJCQgopNiU9IiE9IjI1NjEMlxMSj4uITYhMSYhPiYuISUekjo2Ora+sQpHF7PaGQPxzyR0K+UNivU8NiHodGJu/hiAQ8hUykUmhUGoPBYNDYJ3Q265jLZfG5LIGAIxCwRQKBRCQAJQJQLJTKhYBcDMvEECBRSSVqQKpQiBEQUIMyJSiBFFIlJFMjoF4FGVSAViXTqCBEBasQhRZR6FSQTqnQKxVqNaxRwToVpFMr9GpQr0K0akSngnQqhVYNazWQSaU0qRCdGtKoIK1SoVfJtUqFDoF0sBSBZYhCroLESlCgVoiUgASRS2A5H5KLFDIxIBXKJRxAypZLuYCIKROypDy2lHcs4x4LORQ+m8hjEdgM/Mkx/oSGP6YQjik4m15hVUv39jbWVpdOyLsQBz820DE83dU9194wXNP4tKG5p664BYNqys1ZzMx8kpuKzc7A5qQ25qX2lhc9Km3pKmhtKc6oLUzszk9/js6uy8+qzE2uys1oL8ztx5Z2Y+s7S6ubClIqc2IGcjO6s/NLMlMqctIqspI7CwofljR2ltW0lGSVo5N7k7HkhKzmdDQGnV2Wk9Wamz9UiO0vrWovKW0rzG3ML3tc0DiKqWjClDUXlLXkt7YUd9RhXi2Mu3RCKe2oo6qms73BpuaqxSwalcRgUo4ZFBbjmMNgsllMDofF5TC5HDafyxHxuEIRTyQSSMSCX1xMQCxQSEWgTKKQihUyESwXA3KZQi5TyKWQXK4A5ApAAQIKCJQjIKCCpSa1wqyErCrQqgIcEGiDZBaN3K2HvXrIpwE9WtCrAzVs8sHs+PJQ987csBliedUSn1LghQQeROJCRB6Y54I4TojrVHBdIMeu4DoUbKf85MbF+7+4ePfj2bsfT99/PX3z5fTNl8jV5+jFp+jl5+jF59Pop0D0vSN4ZfWdG5wRrS2gNnkQo11hNIFqA6g0SmGDWKGhSiQdD/tW13DjM7Nd7cN8LngikBxQaDOz83s7+OMTTlN9aw66bHx6nspk8kVitlBKPObuU6lLW7vdjwYwOdisdHRr88Plpa2FxY2VbfwejnmIZxDJdCqVQaMfH9NoDAadyWTRj09odCaNxqJQj2lUOplAYVBPLA4nACDkI6aMB9s9AavdbbTbeVwxBGtPL66sNoNUJjo7v3DY7TJQkpufl4FGp+dnpKah61t6mzp66usaS8uwSSmouNiYmNj4+Jg4VDwqPj4OFRebHBePQj2IQyXGxyWj4hLi4hISEv7Mj6SY5KS4RBTqASohLiEhPj4uFhUbkxyPQqES4+LjUXEx8bFxcbEP4uLi4mPiULExsQ9i4x6kTj8fx5OOEFjjdDrOToNvz6IXp9FAwK/RwUI+j0KhHhwQfvG/iDQ6jcFgMuisEzqbfcLjcITcE4GQxxNxhUKeRCyQi4WARATIhKBcDMllECBHADkMyBBApgRlGkCmAkEEBpSwXI0odEpQrwY0KlCnVKgRhUYFmRDoz3RQAQYNbFDCeiWiVSE6NWzQKPUaWK+BtBpYq4X1SsSIqIxKxKiCdUpIqwT1KoVGCWlhWK0EYQRQwaAKkqsgiVIhRQCJChQgCgECSGCZEJHzFTKBQspXiPkKIUsuPJEIWBI+U8JlCjk04QldyKJwmAQ2jcCi4OkUIo1yaNHKHYjs8OBge3OVTcMpOMSn3Q1Dw51dLx7GjFbH9BamdZTG91Tce1xyqw17s6HwfmXK/brCe4+wt/sr7nWV5rbn53YXPugpudGD+VUrJrYKHV+beb+94F5H4a2+kvsd+XktBajukptdhbdaMfeb8lKrUuMbcuI68u49KrjXmZ9en5NVk3e/Kf9OPfpGLfpOdUZcRdb9jsLbj0pu95bGtOZm1WYnteSiWgrvtxTercnNqswuaM5/0FHW0lH9sL50dumZ0yAUUUgNmMqGJqxJzVGJOTQamcGgMJhUFovOPmFxTph8DovLPeFx2QL+iUTAE4n4AiFf+otqkAhkEiEgE8lkIlAmAeVChUwEyqSIXArJAEgmhwEJAigQEIIgAAIVCCQ1amRWFWRTKcxKmRUC7JDcqZZ59KBHD3o1oEcj92sBDYOKfzm68uTx9sKYBWYH1GKfUuhDBC5Y5IDFHljoBfluBd8N8L0g1wlyXADHDjBvXLz/8eLt19M3X0/ffj19+yX6+nP48lP48lPo8tfB80/B04++6Htr6NrqvzC5wlprQG32KY0eyGBTaM0KpVEGm8SIjsw/6Wp9jN+jv3w111U7yGLKj3liHIW8OD8z//JVZVldU30HgUI9wlNnZ1ZHBl60tvXXVvVWl7aWVzeVV9ZkpGclxCUmJ2Ym3IlLR2WX5jWODy3jCCw8iUqh0ClUJoXOpB7Tj+lMOpVFo7Ao1GMyiUol0vFHFCqFZXW7ppdfJsdmPut44XGEHM6AzmEjkCgyqVIl0YoYHMrmkUoEWfXq9c2Nup7epkf92PqajIz0/HxsaVkNBluVW1KRmJwaExcfG5+cEJuQEBeLio9NiHuQGPsgPv5+THx8AiopARUXGxsbHx+PSoiLRcUlxSQlxCXGxcfFxcXHxsbFxcXGxceg4mPjUAmo2Nj4mNgH9+/eu3Pn9u07d27fvn37+1u37t25jZqZnmcc0xWgwu11ik7Yq0OvDpfxfpfXYNQJhSIqjbZ/RCDgSWQyhUw/PmbQmSw6m0Xjck747F/owBYI2QIhXyIVyaUiQCKSy4QQIIFBCQLIIAUAK2QquVwFyrUQoIEUKkShQkC1EtKqQK1GoVJDWhWsVkEaFWCAFToVrFVDWjVoVIEGJaRTKtVKRK2C9RqVTgsbtHKtGtJoYL1WqVcrdWrEoIEMGkCrhrVqSK0EtQiiQmAtAuoQuRYC1Aq5CpTCoARWiJRyCSwTQnIuIuMqZAJQKoDEfEh4AgjYUuGJmHcs4NH5bLqAReezKHwmnksjMqjEY/IRjYKzGEGXUko62NvZWOXQ8fAJabCv7cn8cPny47vzLffGq2NHK+Of1SY8q4ntr7nZX/59b+ntx5XxI5XJExVJI7VxQ9iY4fKY4arbQ7Uxw/Ux/aV3+kvvDVY9GCm78azk+4Hi7weKbzypuPEE+6vuol91Y+70lSQOYO8NV9wZq4kfqYrrK70zUPHdQMV3A5U3nmJv9Jf+qq/43kj9vbGWX43Vxz+pRPWX3X1SgeopvdtTeqOz8LvG3BudxTf7a9t66x81Vc68GnVphXIKpbmkurGp0qjhKEU8Fo1+QqczT+isExqXdcxnMwQcNp/D4XJPeDy2iMcXi/gikVgmEskkAkAqBmQShVQolwrkUjEIiEG5VCGTQoBEAcogUA6DMhhQKAEAAqWwHFCBgEEN2tWATSU3qwELrLDBoEMj9eikPh3g0QFujSyolutPCAezTxaGurZXx6xKrl8j8aqEXljggoVOROCBBT6F0AvzPQquS8FxgGwbyLSDtBvn73+8eP/j2dsfz15/PX3zOfLmc/jqc/jyc/DyY/Dsk/fig+f0rS10ZfGfm10RnTWgNnuVRg+id8IaC6gySxCDGFEfHVPa258Q6cKFrZXmqkcEgoDCk+BJxIWZsfLy8pqq9o3N/c7u3vKyqtyCorj7qLKS+o3Nwz08cZtCaOpoycnObetpy0Kj03My0/KyUpLSc5KLp6a3D0kMAplGJDPIVCaFRqfTGVQag0I9JlMoVBKZgqfgCUQGmWGyOVf3NnKzC54+eu50+txun83n4UnF61s7xTmlcd89+O7G9xU5lcSDvfL6KnRpZVZJbXYB5m783cTk1JKS6uLKenRZ5YP4+Fs3v7v1/c2b33138/tbN7+/e/Pm7Ts3b96+eePm7ZuoeNSDew9u3fzuzq3bd25/f/PWdw9u3b1/9+6dO/dv37l35/b3d2/dvHv71u2b33136+a9+/dQCai0nLRcDLqoDFOCxWDLK0vKShJQCYPPnh/TaSCs8Hida1tL6enpbTVdXqfHYtFLRGI6nXaEPyJRSBQa+ZjJODk55p7QhRymgHsi5rFlfI5YyJMLuaCYD8jESrkEkktAUKpUSFUKqQaWaxGFDga1CrkWkuphQIsAegQyKmGDBjJpIb0O0WkQnVqp1Sr1WsCggnQaRKuB9BpYrwX1GsiiVurVCq0GMmoRvU5l0MMmrdKsUZm0sEGLmLRKk15p1kF6LaTTgDo1oNcgejVgVIMGtdyAgFpEpoZleliqUYjVoFAJcJUKnkrGQ2QCWMqFZBxYxIIFbIWAJeXRhHyKmEMVsSncE4qAgefQ8AwqnkUhUik4s07hUAHk/b3d9TUu7VDLpQz39fRO9S2tNfXONZXMNhdMNuQ9r8sdbSidqEf1lcU8wiY8KkvvK3syVVk7WZ8/WZ85UJbfV1U/Xl84WBXbUxzfVXqvu7x6tKp5tDxjqDL1aXlsfznqaU3WSCVqoCKutxzVU3bvcXnji4aWZ9XooerE/pJ7fWVxz+pinlXG9lfe762431tbPNLQNF6fO1ibM1CR0FOUN1RZONmUNFaT2F8WM1yVOlLV1l/V3YR9tTjm0cmkZHJ7aW1de5VWw1SLOEwajcVkMVnHLBadzWLwTph8DlvA5fB5HD6fKxDyxSKBRCSWisViMU8qFYBSiVIihiRCUCoC5GK5XKqQiwFADEBSGJRC8l/2kXJIIUfkUi0ImBHQpgJMSoVFBdkRyKQEzWqxRyfx62Q+jdSjlvnUgOr4aG/m6dxI8+7amA1he7VCj1rgVQq9SqFbyXMjAhckcMNcL8R1KDh2kGMBT2wg/cb5+x/P3/14+vrr6fUPp9dfItefw1efQ5efghe/Dlx89EXfeyNvHcHXFv+lwX1qtAb1Zp/a6FbqnYjGBiEWKaSXIJptAq6jc4ByItnCH9TUtq+uEKknwgMiYWR4IDsHXVVcV5Ff1t39eGd/d+zVRC62pLyycbhvikI96e8fzENjpubWNg/3qxuaep+Ojs9Plzdh78XcbWvsP8Qxj4g0IplGodCoVBqNdkw+phPpxxQqlUwgEYkUIom8NLmp0lj3iLjCwtLHD5+ZrC632+10OrliEUfCUxk0dBF7fGlueXOLzmfOEdYX8btrFMIumTS7szq5tfRybWl5bXVqdaFvfLhruL9l+HHT0KPGh+31DzsbutoaupvrOhtq2xpbOjqbO1obWxvrWuurWuqxLXUlbbXYltrSamx+CSavJDe/DIOtrng2NoKnkaVKhVqvRlSQRCwSs9nHFAJufXPu5dj27oYMkIn5XBCQ+r2Onf2VktL8jvoWu9nsshohmYTPoXOOCVwmkc+hAXwGxD+BeGxEyEGkfJWMq5PxtaBIrxCbIZEVllphhREBzCrQrgIcKoVNC9m1sFutdGgVTg3g0II2g8KpVzr1KocRdpqVDpPKaUKcRqXHrHabVB6zymlWuqwql0XtsiAeqypg1vosSp9FFbCofDaNx6bx27Qhuy5g1fqs6oBFE7TpgzZtyKryWxGPXeW1Il6rwmtCfGbIb0I8ZoXHBPr1Co8WtGikZo3IphXa1EIbInLAQh0oUMt4KglXJWbDIoZCSIN4FDmPLDwh8RiEY/rhMe2QTSYck4hGLWxXg6SDw+3NlRP6vpJDGut9+PhZz8NHJRur3S/m2mo6ytqG6zv6sLMDZYXtxSmN+Qn1BajG/Mbuoo3V7q4n1di24pbH9c97ML0PC9JaClANhYkNBYW12ROT1aNj9RWthdj+moa+qvmR4pKOguSmgtimwgdNhVWteVNTdb0j9YUdxZju0t7+wrHH6KSarPj6gpuNBSlN2SNDlQOTrbWPyiselTUNVu/MNA4/r0Y/KkvrLckbKK3trextq1xaGnfpRDIqsaW0vLG90qA5UUuYLBaFw2Gw2YyTEwaHyxJyToQcloB3IhBwBUKeUMyTCAUSsUAsFUplQrlcDMiFMMCHAJECkChkYkguhkAhopBCCgkIikBQBCpkkAJUQFIIlKoVUotaZtXIrUqFVQnaEKkJkVpUYq9W4tVKPRqRRy32qcVKMv5g6un8cNv+yrhTeeLTiDxqvhsRumCBGxF6lAInzHVDHJ+C6wI5LvDEoWDb5KwbFx9+PH/309nbvzh9/UP0+kv06ofw5efQ1S90eO85feeKvHX63zp8V0ZPVG8LGk1+nd6NGJwKrQ1UmmQKnQzSrB9stXc+obNkBCa96eHDwYE5Co25crhb016blJSELatdXtg4YfI4bA6Bgm/tGngyMtna2YUtLE9FZT3qHSfQeOsHhJqmzvHJhUMybZN0VN3XXl7UsL/PpDL5VBaHyuEds3jHTA6Vw6FyeHTWCY3BJNMZPQ/7ijLrtIiJxCAWYLA97WM6o8vpddksJn/QF4oE/D7X2dXV59/+GH194Yn6o28uLt9dXb05v76+vnj79vzdxeX11fnVWeQ6fHodDb+OhK8i0eto6CIavI6Gr8Ohq2DoMhK9CEUuIpHLcPgyHLoOha4jwauI7zIYOA+6Qz73WSj67vzi9dXVafjzu6sfPn/8/PHj64uLgNdpNFs0eq1CrwD0sPs0fHV14bAbEUSqUIjdHsfxyVF9XXV3e6fVbHI6DIhCCIrYci5NzqMBAo5azNJITnRinl7KNYFCMyA0K4Q2WGJRi2waiUspc6kVTi3k1gEeLeDTQS4j5DEqfHrYa1R6TbDfrAiYYb9Z6bUo/RZVyKIJWdUhqypiRc6tqjObLmrThe3qiFMdcWhP7bqoXXfq0J65tBcO3YVDe+bUnrl0p07NuUNz5tCeunSXbsOVS3/m0ly69Fcu3blLfeFQXjjV53blhR2+dCovHMiFHTq3QhGLwq2XOXVSl17s1ol8GolbJTYqhDo5Xyvnq6UclYitFbDVQoZcQBWekLlMPPP4iEbHsyhEBplk0ME2jZyI29/eWWXQD6UnlKHHPd2DrVWPi5+O1T95VFVTmd/chS1pLGhqKnw5UltYk5NbX1jQUlbeWfRitLaro7yyuqC6obgMmzPSX9HRjk0vQxc1FqNr858+qRjtxVZh0c3t2Kq2orrKjLGhyrKavLyqwoK2isKmwsH+ys7mkuKK3PqOirJydEd7VkcXBl2cn9ZSnNRS0NNVNvSoorw8q7alqO0h9nF7we5Uc9fDmqLm0vqhup7h6sFHNctLoy4dV8+m9VZXtbTW6JVsq4qnlbE1Mq5aztEAPI2cZwSERrlQD4rUkFiDiIyQ1AADJqXMqJQY1HK9BjRppFaNxKIBTGqFRQlalYBJDdiUgFklM6plJo3MpAONGoVRC5rUoE2n8Bggt0HhMcAuHezSAU6tzK2TBXSAVwN4NGKPWhjQilUk0v7kyNJI+9HmpFPJ8WvFPpXYo+S7EY4L5noRngviuiGeF+J4QK5TwfGALI+UeePyw4/n7/58JXn2+kvk6odftEP44teBiw/us3eu8Btn4K3Td212R/X2oNbiVxs9kN4BaM1SlVkM6SWwbmF3p7V5mM6QEdisofmpitrunV3y4sEWuiA7PSWrs+fpyPDM6MjMxPOFufm11u6nldU9rR2PEhOT01MK+/onFxc3x6ani0vqJsYXVrd3Vzb2e54+TUnKGh6e31gnbu2S9g9JhwQGjsjCEZl4CoNEZu4ektraumPvxmamlAIy7YmAXIIt6Wke0OicDp/XbtJ7PW6f3+twWfVao8/le/fmyhsJ2J0Ov88V8jtDIX8oGAkGguGAP+h1+v3ucMgXDjrDXmfQ5/IHvOGgLxTwhYKekN8bDfhPQ77TYOAs7I9EvJGw/zTsjwQ8F5HIl0+fP318d+p3O406j0Uf9FrDflfI54kEPGchXzTiC4YcZxeh3/3263nIbzfp/B6Lx6WXgSKH0+4PuwZHeru6u6wWo8tjQmAxIhMjgFCpkKoBmQGSmhCpCQbMSoVDCTs1iEMPO/WQywx5TUq/Se2zqjwWVcCiDlnUEYs6aNUErcqgTRWwa0M27alNE7Hrwg7lqUNz5jBc2A2nDn3Ebog6NGcOzbldf+Y0nDkNZy5d1KU9dxouXcZLl/7Srb90ay9c+gu38dKjv/BqLz2GS5fhwmO88hhee/XXXs2VR3/lNr12669d6iuX9sqluXKrr5zIlQu5cCAXduTUpvAaZV6d3KeXefRSj1bmVItNkNAACHQAXy3nq6UClZiHiDkAny05Oeax8Ewm4ZhOYNCIdBrepAXtBoBCOsQd7jKoOBkbN9jf2T3UWtCRUzuJ7XtaVd9cWtdZWVCFzq3KbOsurq4pbOgo7e4tLuzObx4vb+sqL2svKqovwJSjix/mNzaVlpQXDD0sau3JL+op6uiraGzANLWUYCuzMeVpHV2Y+ur8qpqCrnYM+lF+6auC7h5sfW0xthqTW5aJrct41FZUVoiubSvN78nLfprbO4htaShqbMFWNhTXtua/GK7qayyrqcl9PFIzOdo4P9K8sTHl0gmtfOqzppqHnY1aNcejEXoQkQsRuRGuVy10q6QetdSnFnvVYo9G6tGK/Vp5yACEjLKQGQia5X4zHDTDITMSNiNhMxKxqMMmJGiGIxYoaoHCViRqRaIWJGRRhWzqsEV1ZlWdWZGwFYpYFBGzMmJWRcxAyCQLGoCAHvTppF6NOKSTqqnEnRdDi0PN5K0pj1oQUIl8SpFXJXSruC4l1wOxvQquV8H2whwPxHMreB6A6ZUzb5y//Xr2/mv0zW9O3/wQuf4SuvoUvv4UvPoUvvwYOvvgjbx3/zJZ+C7NrojZ5tdYfUqzB9bbFDqjVG0UQwYRpFnY3WmufUKgCAlM1gYOX9XePfJ0emRsHBUXn5mam5tTlJaKTkzOSknLzM3OLywtzy4qTc3ISstIQ2eXYCvqq2vqsGVFeWmY1trO7s7OnvaOPHTWnQcP0nNyy7F1rTWdna3dXZ2PH3YP9XQMPu4cbG96mJNdGHcfFReLyk4vAURqnohWWlnS09inU9vsXo/Vava5XV6fy+2x2+wWo87gcbpef3h7dnnm8jjcTpvD4bSanR5vOOD3u91Oh9WqU6kdZovP7nA7HXar3aKxuBxer90RcLl8dqfTbvF5/EG31+tx+/y+YMj/7vXFbz5+OPMHzRajxYT4ncaQ1xby2yM+V8TnDvntIa/D6zIHg+6vP3wMOU02I+xzWAIui8ehh+Riq8X0+fMHGczv6mmzmixet0MFg9wT+v7qCmFrh7S9Q8PhmHgCj0QQUWli+rGMxQY4HETIU0v5GqlUB0iNEGCAAQsMmZWQRQs7NVqXVuMwapxmrceo9ZuNfqsxYNWFbcao1Ry2W8JOa8jhiLhsZy7bucsc9VhCPnvEY73wWi585muf5dpnv/BZr/3m1z7zudd66Tdf+S1XAdtVwPY6YH/nt7/xW14HDNdB0y891z79G6/htdt07TVcu7WvvdpLj/rSpb9wqEIWyG9GfGbQY5J7jHKfUW7RSLRKvgYWGECRXs5TydiQnAcKOfITFp9FYrOIJ3Qyi05hHJPMesiOSNbGnj/r7zvaX5ed7A31t7SNdWEHKx8v1w28aK3or63sKUeXZ5X1ousGMQXleVVNBUNP82sHsQPL9fWD1Zh+LLq5NK81v3GusKi+OKOqoLcnr6svt2kS2zVcg+nElLaXFVTklPflNg4XFpbml1bmDrWj0bv5NdKy2q5ybFNpfm1hakV6zUhOaWNeblnucEfhwFAGWprevlJY2VpU2lacW5lf1V30bK6mpRXT0plH3qnanWlYeta2uzXj1EsMXNpQQ3l/V51Bc+LTiN2IxKMSelUCj1roVYt9OrFPK/ZrJQGdOKCXevWKwC90MIFRqzxqUZxakYhVGbVAYavi1KY8tSERqzJiV57ZoDMbfG5Tn1rUpw5V1KE6tanP7apTGxy2QhEbHLEgp2blmRmM6qUhozxgkPk1Er9OHNFKESpuf+rJytNW2v6sWyPyaYRelcCHCH1KgVvF9SBsD8zzK7heBc8Dc70Ktg9guUDajfN3P569/xp58zVy/ZvQ9Q/h6y+hq0+Bq0+hy4+Bsw/eyHtP+IMzfG3zXpgdUYPNp7W6tQaXWmeHtSaZRi+BdRIQXj86qK3v2dilkhhsApH6Yn2xuKIiL7cwNS0jO7sgLROdlJqVkpqekpqSnJyUmJycmJmRkpqanpWZnplbVFxeVl2Vm59VnF/cXN/e1NjcUFuTk5WZmJSalZ2Tm5uXm1+Yk1eQnYnOzswvyCvILyxNTc9AxcXHxiXEJ6VmJGZzjyU8OR9bU9Fa34kABo/Pr9Vp5XJYo9a6PXaX2+6wW80mndfpef/+4+t3b2wWKwSp337+6cc//m00cm6zOkQsJo1IpBMpRsjgMNp4dAaTSDqh8l16l1mlkTAYLpvFaXM6DG6vN/LjT7//y7/66y8fPgScDhuV6hkYO9MZL4LBc1/wKhi8CofOQv6Q1+V2Wn0+14+fP4bcDqdB6Xfqgg5T2G10mNUKmchsNmpARdTrodCO1ErYYzOIRbz93dWnna0j3d0jjx+PDfdNjfYtjT5dGxtcnn62MTO5NTt+8GoSt/gCtzKLX5unrC9TNpcY28u0vTXq3joDt8U+2D7B7TGIOxz8jpBwIKAQ+GQCn0zmUvAiGkXMOBYxaFLWsYLNgdgMiMuGhXyViGeQCQxSkREQmkGpWSG3KEAHIrdqZDYN4FBBHp3KrVV6dSqfURUwaYJ6ddCs9tu0frM2YFZHLfqQRRu0qaN2TcSmilg0EZs2YtUFzGqPAXEbYZ8R9loQlwmyahGDCjCpQQsCGWGpXinWIDINKAIlIrGAK+Cd8HhcNpd7wmGYDSqLhPe4vgJTmLOxvgBzSRNPO/rnn9a96MroK8t+WFHVUVzQVhDbmI+qy0+py86ryMyozrnXlJ/QXZbTUVLSjilrLU5tKIxtKLpfm5tRgc6vzYutz4vvLMrpLilqweQ152a1YhIaClMb0VkNuUXV+cVVOXFVObG9xZtydcAAACAASURBVDk9WGxbGba9KLkBHV+bl1Ofh67OKmlA51blZDTmZz3EFHaWlXUUljXnoxsKMX0VD5/XdTwubesv7RtomHrevjjStbc57dJKyBNjHcX5fX2NRjUvqBMHVEK/RuzVSvxaaUgnCemlYb0sZJSHTfKwGQiagIgZiJqhqBk+tykuHPC5XXXmUJ3boTMHfOlQXjmVl3b1mVN57lRf2XVXTu2FS3PpUl641RcO9blTc+HSXDqV50743AZfWuELK3JuUkTNYMgEho3SkFF2rgcQyv7ey/7lkRYSbtKj4fs1Ao9S4FcK/YjQp+T5VFy3kuuFhX5I4IO5XvjEC7E9CtaN87c/nr39Ifrma+TN1+DrP48VoctPwfMPvrOP7ug7T/iDI/TG7r+wuKIGR0BrcesMHrXeAWvMcsQggfR8GbJHxTd0dE9ObpE4AjyVOr32ClNekp6FzsjMTUrPTs7OzczOy8pGp2emp2WmpmakJqakJiSlJmVkp2dm5udiMMXYHHR+YQGmAIPNLyjJRmempaSmJKWnZ6Lz83Izc3ISElOTU5KzMjPTExPi4uLjUChUHAqVmJSYnJKegGZTxXINVNlYW1/XDkm1fn8QViIkEkUmkrn9XrfH4XLZrXaL1WL12T3v3r17/frNxw8//sM//q//9h/+KRAIKuUKjUQC8HhiPlcmBrUKNSISSEUcEU8ASxCNDH59fvGXf/07q8Wk1xo+/PrLb3/7h9/99g9fv/wmZAv+g+jpt+iDvzVzzmyRc2fgwhO88ISiwYjXaQr6bZ8+vY+6nU6TJuA0BZyGqNukBiUU3BGXzbA7nAwaaXNmWYcgeoPGadXzBcz9g9W+7paB3s6Rwf6x0d7p8UdLE0+XxwcXp0eWZsc2Z0b358f3Fsd2licOll4cLb08WpnGr08dbcyS1uZJa69IG/OkzVnc1gx+a5a0Nn+0OrO7OLv3anZ/9RVudfFgZQ63OXu0NXe0uYDfXqDtrTNxq0zcGv9wTXi4y8fvcInbQvKBkHwgouyJaXsSOk5Iw4noe5LjIzmDLGMdQicEmIEHWXiATQHZZAWDiDAp0AkFYB9BPCLCIauYFCWXqOSQ4BMSxCZCLLyKRVCekBQsAnBClB0TZUyijEWUHhPlDKKYQRRRjjhEPIOEox3tUwn7NNwe6eDAqEFMMu7j1prqMgxue1XFP372pGNo8knH9KMH45W3BkqSu4vvP6648Rh7o734RlPOg+q0e015N3qwN3orbrWUoqrRqQ1597qKbnVivuvB3GnMedCYe7O3/PunlbcHSu92FCY15sd0l9x6XHazu/hWIxpVnf2gNf9WZ+G9Xuy9TgyqPiOxNftmZ+F3nUX3qnKTMClZFVl3azPvN2bfayuKrcvPqs5ANefea8fcacHE1efnlWdl1xamd9c8G+1cHO7Gbc551MKlx921RTldj1sMKsGZXXnl1p97jRde02uP+bXHcOHTX/l1b72mK6/lKmC9Dpjf+A3vg473Iff7oOND2PE+5PwQcr4L2d9HHO/Djnchx4eI+13E/e7U/f7U8yHifh/1vI863kdt786c76Kuj1HXh4jrddj2PuT8ELC+Ddiv/eZLt+7CZbpyGM7dhjO7WU443Bp/OP+kkXgw6dfzg2qRT8n3qoRumOeB2G6I7UROXAjHC3PcIMcOMWwKuhNg3jh79/Xs7dfo2x8jb76Erj6HLz+HLj+Fzj8Gzz76zz54I29cwbeOwFtb4MLiPTW6QjqrT/sLHbRmudIgATUcmZLAYnaNDD/snqKeCF8tz1VVYnOyc1LS0hOTU1ApyanZOeiCgvyioqLiAnRxbnZ2ZnZGHjo3P7MwD52Tk5WVh87Oz0cXFeQVF5VXl2CrE5ISH9yNjU9MzcrLyc3OzEjLys7FFORjsjMykpMTY+Pux6PiUpJTU9LSUlOTU1Bowj4H1sP1HS0VNe1yIeLzB/UGrcVm8PlcHp/b43W4vQ6ny+60W1xWi9NmDvs8Ro0p4j3/9O4Ti3psUpt8ZqdFp9dpELFE4rY67TqzRWNQQSqxSGpUm3/49JvPnz/67I6z0Omnj59++Pjpd7/96a/+8g/nvsg/cse/4W7/jVz4xuy9cLpOPYFTT8BntTud5t98eRv2Oe0Wnc9l9rutAZct6rXACgHuaJ8v4jitFh73GIvBPn/0TG8wuOwGAYvCPMEfUdampoaf9HaMPWmfHuuZnehfmBienx6dm3+2NDu6OTuxvTC+uTiFm5s5eDWzvzS1v/LyYH3maPUlbml2f3X2YOXl3vL0wdLLnbnJ3YUXFOIe4XBr49Xk6sLk9trL3bWX+6uzB2uzR9tzxL1lysHa8dE6G7/BOdzhEbf45C0+eV9I2RPQdsXUAyl1X0TdF9J3xAycjEmUsvZBJg5gHkmPj2QMoox5JGPugcdHUsahmLErpu9K6ftS+oGUviunbouoO1zyDp+0LiRu8AnrfPwyG79M31ui4RaouHnyzjxla464NYdfe3GwOL29OLU5/3xzdmxjcmR1ZlSlAkwSVmd1MSY3a2ttTiNhdj5qbBhp6V5srn5Vn/miOmuk9k5/5a96im90ldzoLb3RW/B9X9mD0frU8dbY4fq4wer4p9V3+uu/ay/7vqf0+37sd70V9/urE8dr459V3O4vvf+47M5j7O0ntb96Uvddb+Wt7uq7/XUxQ7UPhurv9ZXf6sfceYy91Vf5XX/59z1V37UV3ejA3HmEvfOk+NYjTGx70YPOou8elt7oKb3RWXyjvfRGY96NVsx3TyuHxlrWBtuONl54tJzFga6qvKyenkaTmu9DxCZAbFWIHZDAAUpsgNgiF1hAkUMhdYBiByj3IGKHQuiEARcM25SQV4kEIMANQy6F3AlCHljpRRAnoPBAkFsLuQ0qj0brUWqcGrVDq/SolE4V5FBDdhi2yGUWRGGVy81iqUkkUZ2cQCdMkMYEjkkgmUxcWMQvPaNtjwkFB1G78tSiitiUb/y6L29Mf/HW8ft39t9/tP3ho/UvP9j/8MH2u4/WP35w/P0H542zt1/PXv/m9M3XyNsfIn8WDp+DF5+CF7/2n33wn75zR986Q9e24IXJd2Z0hbVWr9LoRowOud4oVekkoPoEhI447Bc7q/WN3RPPXzY01GRmpaempSSlpSSlJqGSU9KzcvKL8gsKMSWYMkxRaV5eQU5WQUFOdn5hTlp6ekJ6Rlp6dkZGbk5+UWl5aVp65r27MfEP4lNT0lMz0jKyMjJzCzIyC5ISM1KTM1LT0hMSk5KTU1NTM1OSUpLjk+Jup22vkDVmdUNPc3lFA+9E7g9ErFaLx2vzex1+n8fnc3s8Tq/X4XFZ7XajyaSVivkSkchqMMr5YplAaNZbQp6Q3x+yWB1Gg8FhtgV8UZ87bDBYYBiRi0A1gqggUMJjy3iS99fvf/rpx9//9NMf//iH16d+KxFn7BtwA0jU6fTZrD6Ly6U1uszG928uoj6n3awPuKw+j83nsQVc5rDTGHAbXW4DAottRpNIxC6uKC4vr5ECoMdrEXBpdOLu4cYyn0XHH268GOufGu6af96//GJoeerZwuzwwvzIzszE3tzEwavJ/Vezewsz+4vTe0sTuwsTu6+ebcwPbs6Ork9PLr98sf7i2cHavAqRuL02n8vKPj5cXZicGOofG+6dGOyfGxnamRvDr0+Td5fouGXG4SrraIdN3OIT1wSEbT5pj0/ZEVP3xJRdEeVATD8QH+9KGDgJ40jMwIsYeCmDIGESxEycmLkrY+DkjCOAsSelb8mOtyTHO2L6joy+K6Lu8ii7XNLmCWGTS1zn4Vc4h2vM/RXawTIVt0LdW6Zuv6Jszh2tT++sTO4uj+8sTGzOTK29HF+ZG0NgkUMjmZnoezjQRKZsGcWMh+319SPNMy8bVjZaBjZ6mqea80bqMgcr0gext7oq7rRjbreWZPRVjExVl4xWZj+vSe6vTO6vz+6vz+ipSGwredBVfr+tdHAIOzxekzdal/20POFhadKTypzh6sSu8ti2KlRbZWp/dd14JXqoImewMrmvMuFRRfIAFjVQde9h8b3u4nu9ZbnDJbkDRamPy1MflcZ2lcQ/rIjtrY55XJncX5E2Wp05UTc92bw82Li/Me5BeNM9zUUZ8V3dlSY1X4bf2Jt7frg4RlweIsw/P1x8frQwfDg/frAwfbQ8gV9+QVp6Rlp+hl+eOlyYxS+/JC1NUeZf4Jcnj1Yn8EsT+MXxw4Ux3Kvxw6XRw8Ux/Ktx3OL00cIkfuEFbnHsYGkMt/AM9+r5/vzYwdzI/vTI/tTY3tTIztTw5vTQxuTA+sTA9lj/7vMny2N9VNxMyMq7DJmvI+7rSOj69PT3n1//9//rj9/+5X/49t///bd//h+//fP/9O2f/8O3f/mP3/71l/inG2fvvp6+/c3p6x8i11+CV58Crz8Frz4Fzz4Fzj96zj54T997om8coStb4MLsPTO6wnp7QG32wgaHXGcClEaRQsMEADJfsEUjVrfWZmfm5eXnZ2Rlpmamp+dmZ+ZmZmTn5GWj0ZnZWRk5menoghxMYWFpBjovKz2nMB+Tnp2TlJmdmJwYn5r4ICUlISU+NiYmDpWQnJyanpSSmpadkZ6VlJqSkJCamJqZmp6ZnJKWmJyKQiXGxSfE3ouJvRcffz9lb+lQb9XVdDUUYMpoVL4/dGax2l1ue8Dr9vu9/oDL63d7vR6Px+50WSx2vUarUEJSHaQwGtRuh9li0btddo/H7XH7nHab1WTwehxOl9PucKjVSplULJcLZHKeBOQzmVS9SvsXv/np7/7q7/7+b//uy4dzgwbQO80Oi95p1VssOotW5/e6r99c+J1mp0XrdZn8bqPfZfW7bD6POeS2hj02v8ushKQmo14sZWOqioorK8Vi0O91SIQcCnH7aWfrxJMh1v6+nMsk7a4svRieH330anxgYXpwZXZ4e3ZsZ3YcNz+x9Wpqc25ia3ZsZ+kFYWuehluiU7Z4NLyAxRAz6SzCHvsYZ9EAAbteRiOeEPeXJp8nP4hNT0xJT0itKiieH+knrk7TthbpuCXW4TKHsM0ibvAI6yLChoCwxyPticg7AtqmiL4nOt4VMLZFxzuS40Mx41DEPJIcH0mYh2LWvoS1J2Ucymg4+fEewNwGjg8kx/vC4x0JbU9M2+VTtzjkLQ5xm0tc5eM3uIfrzP1Vyt4ydX+ZvLtE3Z4+XnuJX53fXp7aXRjbezm+8XJ6ZXp06eWoQs45DZrP/dqoGwnaYQ2P3tva2PCkvqGvav1V59ZiT3VzUWV/1cP+8qmB/Iy63PgKdFxVflxtbmtP0dJsU01PcWFncduj6tknmMqmrKTy7IQqdHxtfl5F2ux47eRYM6a2IL+lrOMpZvJpdkZNZlxlbmx1XmxdTld/8bPZtppObHlXeWVHxcST0q6unLgadFwd+l5TNroxc3is/tGzFkxrcV5bcV0v9tkIJrklE91VUjFUU/Ws4cVE09xQw9bWhEslPDlYXFt8SiAtug1iCWEbv/icsjpGXpsgLk/gVyfIa6Ok9Uni2jx+bRq/8pKwNElcnSStviSuzRI3pqnrE5S1SdL6FGlzmrz2grQyRl59QV6fJq1OEJYnCcvT+JUpwsoUYWWMuDxyuDJyuDZ8tPxsf+k5bmkE/3Ls6OXE4dzQwczg9mzfxvTTjenh3anBnamn6y+HJ8f79g9Hf/pt4N/9m6//5m9+8+/++svf//H9//1//qdv3/7fbz//87ef/+Xbz//65/ztX799+/nbt59vnL77Gn37m8jrXwyLz4HrT4GrT8GLT4Hzj97zj57T967IG1v4yhq4sHrOTI6IwRbQGH2w3gHqzFKlWQTp+bCGJuSPTU0XFOcnpWdk5uSkZ2SlZaWlZGSkpGWgkpJjYuJiY+Lj41FJKSkZGegcdGlmbmFqSmZ2BjozE52QnpmYjEpMTohLSIxDJSYmpSekpCYmp6elZiYmZcSjEhMS4xNTkhJSU+OSk+NQcTEx9+/fj713P+7Bg9gEVGJCfMrawp7F7ZhaeTk4MsYTgv5gxGixOFzuYDAQCvgi4UA0HDgNhs7C4fOwPxTyhPy2kN9yFnBFI+6zqPsi4r+KBq7OgudnodfnkTfnkdfnwYvTwHkkEAp5PR6b223x+ixel9lsQgBAaDcazzzBN8HzP/72D7/+cO3z2O1Ok9tjOz8Lf/n48cP7tx6P3eM0hnzWcNASCVjDAcep3xUOuiNBR8TvCLmtagQwmHRyOa+guCA1P4/NEYWDTlDCIx1t9Xe393a3DXZ3bk5M86kUQMjmHB/gdhZXl55vzY5uzYxtvnp5uP6KdLjBoh3JWAy1WKASsmEWnU8kn+zhKBuL2+MvNqaneByiywhaEcEJ+VDEoGLQOQ9i7+ekp3e3Ny/NjG3OT2zPjpPWX1F2F4/3V1iHm2z8Jhe/K8JvCgkbPNIun7QtpmyIKFtCyo6Qvic63pMy96XMPTHzQMLASVkHEuYRwMQBzEM540DOOAAYOIBxIGbuChm7smOchHYgou6KqBsi8hafuMYlbbLwG3TcCu1gjbz/irS/SNmdoa5PEVZndldmtl9N7cy82Hg5uTL9bGlmTA7yL/yWc5fuzK4MW2GET3/U2dQ22FTbW9nWj30+Wt3aUNjYiS2vLuqqRI/1FuWVZuRW5GXWYLBNBaMDlbV1uaU1hXWN5Y0lmTOPq2pr8tGl2cX1xehqdHNPweCjkvLi7Nqm4vra3J6G/LHe6lxMdlZ1bnp1bnUbZmykpqIqv6Imv7kVW4nNGn5c2tZRmlGKRjcWZtZljT8pf9qFLSjNwjYW1FbnDddnjwyUltYV1HdWtw83jY02zj9t2tuc9hhEEas86kCidmVYLxfgtg4XxojLL4jLE4Tl8aOVCcLqOGFtmrD4Er86hVudPlqeIqzOkFfmiSvThPUXpNUJ/OoEZfkFYXkCvzxOWJ0grj4nr0yQVqYIy5PE5VnC0jRhZYK4Mk5cGSesTB6ujB8tP8ctjh68enYwP7o3P4h7ObT7cmRzZmBramhz+tnGy4Ht2b61iSeLk89PQ5Jvf/rDt//6N9/+699++z/+8tv//odvf/qff/727du3b7/k/3/x7du3G2fvvp6++Rp9/TV8/eWXlWTk8lPo4teB81/7zz56Ih884XeO0JUjdGnznplcYZ09oDZ5EaML1NmkGotCbRNB2pcry5gCTGZ2SmpWempmenxS3K37d+/GxCSlpKGSkh/ExN67/+De/fsxsah4VFJCYlpyUhoKlZSQkJqYnIZKTU5MSk5MSE5LTE1JSU9MzUhITU9Py8rILEzLyU3NTE1NQqHi42NiE+7GoO7Hxt6/f//OnQexMUlJySmJCfGxt2Imny/7o1HPaTAYPQ2EIy6fz2ZzqvV61gmDjiesTC4sjM+vjC3PDL2YG5+am5h6NTG3/Wp969XO7qu9/cX1w4Vt/OYhYWOXsr5PXjsgLuPIK0f4jW3iDo6yR6TjiKxD4vEBibGPZ+7gCGt7u4uLRyuL1LVNkMIJGfxf33z84cOHzxeXUYvPJAQgJlsllBgByA5DDhVkVSpdal1Aqw/ojCGb9czpCFmtakCm0akNJu3i1ur0xqJKow74bDIBg4Rb7+1t7e5uftLZMdTTPdbfvTE1zT48UnE5iEiglPCVYr5SKkRkAljEUzCYwoMj0uL8+ovna6Mjs0MDk329k487Xjx5vDw9SVhdZuL2jnf2GQd7vS31lbUVj/q6n48NLM2NbS+Nr82NTo8+nZsY2Jp5vrf48mhtlrI8T9tcYO7MnxwuMfHrHPw292iDg9/iEraF5B0xdVdC2xNT98S0HQntQEzfkxzvy2n7cto+QN+XU3FyKk5M3xNTcRLqroy2K6bsCim7POoWl7wlIK5zyKs0wgrtcJF+sEjaWSTvLpO354ibk4T1ib2VFxtLU+tzL1ZfTi1PP19++RyU8c+C5rDbGLRrQlYI4ZEed9Q1jrRie8u7F6v7ZmtrOzDYluLs0qyChtSOR7kVJTmtDXmjA3kFj9FN09jy+hJMdXEhtqgAk1bfnN9UW1SOzRt6lFvZklk+iWkbrqyoLqiozS0qzsRg07obiyux6Lq63KGe3KLWjLYnmMaGgqqGwsq6wlxMdn1jXltjYXFxRntHUXl7ZtHDzLYuTEVVTkldblFJTmV51rNHhY0V6JZG7PB448yzlsW+ur31cY9BEtJJ/UZpwCgL6uXC/fXDuef4xTHC4hhpYZy4NH60Mnq09PxoaexwaRy3Mk5YHiMsTRIXXxwtjeGXpvBLE0fLz48Wx/ZWnu8vPcMtjR4ujZCWnuNXJo5WxvBLU0cL0/hfQLM0drj0/HBpDLcwjns1tDs7vDv/bH/2ye7k083pka2Zp5vPe6Z7W9cmn2xN9y1P9K1MDks4e//b34e//S8/fvvPv/v2X3777T///uf/8tPP/8+///lf/tPP/+0ffv7Tf/j2p3/6+b/9089/+sdvf/qP3/70Tzcu3n49u/56dvU1evUlfPU5dPUpcvnr8PmnwMUn/9kHb/S9O/zWEb62By6s3jOzM2qwhzQWH6J3gxqH2uABVIbFtU0MtiI9G52dm5GZk5aZkRyXGHPrzt3/j4a7/m40sdNE72Jb9Eq2LFnMjK+YpVfMLJntcpmhXORiZujCLupisMVoKmqormqYZJIJTOjO3rtzZu/sbic96WTCs5OkdH/I3D/i+Z7zPed5PkgUBtvWjm3Dw1pbm2Gw5k0tLc1IOALZgkQ1w1EwOIBAoJFINIBtx+BImHYCHkcmEGkkCpXCoFCoJAKeisXiASQSgMNhcGQzEo1CoVBIFLIFiYRj2tpwmDZ0KwoLbEQlAv2V8kqhVC0Ua8VSNVMozi9kH84/PnnpdO9Qj1qrpZCpaABoaW7BAhgErAULtFHwtA48FY8j4duJra04NAqDhrUSkQRsCxqzHgVsaEVuQqE2AshNaOQmDNACYJoBTDMS2wxgN+HbEZgOAENGtRFRWBpAN/GMXoXLxJEzURQyqoPaRmS0UxgEBh/HEOEZAiJdSmELSQIJkSelCgM6+0Tv5n3b5u7d+aBWLq2s1J89q63USrmFh+dOHti9fdzr1FnNKi9k9bksYZ8l4Xf0+uzDXtd4LDnV0z3d3z3WnR5IRgbj/qFQYDDk7444u0KObp897DRCWpVJobZrVDaFzCgFrWpQL5VopOyQSR11WVKR4FhvarQ/MtYbmNjcderonpNHts1N9W8f7d050Xd4emz/9PDWLamJ/tBET2SyJ7W1t2t2c9eOka65yf790yNHt44c3jF+bNfkyV1Tx+bGTsyNHN85enJu/Mzc2KldE8d3TJ6Ymzi9a+Ls3NjZ3aOndo0c27Xl6K4tR+bGjuwYObJjy/7Z/n0zPXume3ZP9O0Z69872jM3lt4xkpzeHB8dDA13B4fT0aF0uC8ZuXr+9FLpfnXhTvHRB4XH126e2ufUqVQBtabLYOlXe1I6o18pMks6uBRmkCrwMFh8jkxG1lrauBGmbbNa7ZYKzEK6mMZREjQJGkNCZfJpBiOVb6EoesRav0pokPBUHAKLKg6QVX4qk0cSSimQiSaJcczdYrGBzTWxSVISQUqUxKh8OYXBJtmMVIuTbhmXGrxCvoLDVTCJDLLYStCEKTwJxWwRjvWDAwH1IKTcNprM3z9fuXOhdv+98oOL5buXzmwbmeoJzvQHZvtC2/ois/3RmcHAtoHA9s2h2YHwbH9we693R19k+0Bopj+4rSe2czC6fTA20x+aGghsHQhND4SmB13bNwe2Dka2bw7vHIjuGEhs6w9tG4jM9kVnBkNTfZHpXv9Ur2+8yzeVDs+mQrNJ51jKPZryDodtW0KWrT3BiZR3MO4dTAVnxvof3jzyf/7lReOrz9999XeNr7/V+Orb737+RePnn/z1X7J//R+P3v3PzF//3+y7fy01vlp899Vq0/LLz2vPP68//7z27G1l9dPys08rK6/LS6+LS5/kF1/lai+z5RdPy6tPCsuPcosPF6p3n5RvPizcvJ+79SR/5fbDwYkhkYhPpFEIVBqZQu7oaGtvReE6MNi21tY2HAbTikZjkdh2JIBBoFBIFAaBbIUBaGQburUd14Yn4vFkXAcdS6B3kGlUKotG41KpNByhvbUVjUIBKAQaicCgECgkCgVHoJBwBBIJYFpbsVg8EgDg8BYUsg22CQi5u4qF1Xy5UigVC6VSJl9ayOXvP3m8//DxaDpttluFcn7zpjWtrQgsBkDC4QC8GYAh4AgEHN4Ch8MR8BY4DAlDYdAYDBqNxmCQaDQSg8Zg0K0IOBoBA+AIOBzZgkTBkSgYCoVAo9AAAGBQSBSARAEoWAuipRkFQ8CQKAQKBSAAAIVCYuAIDAKJhKOQcAwcgWiBoxAtyA0bNlLojD379p86efzeBzcqpXylVKiV80vlQj7z+MTRQ7Mz41aLVqmSmgxayKLx2Qw+iz5i1QZsJq/ZGLRq/ZDe47D5HKaw05FwuWMum8+ps0Maq0GrlIhYFDqlncQg051O8+RIX2fQYzPJwm5VzKgNGFVRu3Eo7h3v8U92R4c6w0NB35ntO6+dPHBox/hMX2K8K7pjoG/v+MSuyb6905t3btu8e/vwtpmBrdN9k6Ppqc3dU72x0Z7o5r7gSH9iciAxMRAbG4zNDqd3DffsGu/eNd6zZ2Jwz1jXvrHOvROde8Z6dk10757u3j81cHDr0L6tw3smB+bGu3dMdM+Nd82Npndu6dwx1LN9qGumLzXaGxjqgjYnPL0xXzocvHzh+Iv6w4cXT5+e21V/evPW6X2QQSEx8UWQtNUjxdt5WhOXoePCdOwWDRspp5NlNIKEsklDgJmY7Qa2zMyUG9hYJbVNzWwDqTgJmS4ho6UMmJ4D03NwKo5YwyYrmO1SVpuc3ibuoApwOAkJLiLhQCpZyeSp2SIFCyvowImJRJDGFpL5IjJBnpwY4AAAIABJREFUSEQqGXgDm23kgTomW0bF8ogMLYllpgpUZL1RpLArogFlL6TaPtGZu3e2fPt85vLJ4t3z5TtXTm4dHUv5p3qCU13B6S7vdJdrvNc30euf6fVPdQWmuvzT3b7JTt90Z2Cmyz/b7Z7t8U31hKZ7QzPdvqmewNRAeGrAM9Xn39oXnukNb+0Lbu0LzXQHprvC092Rmb7wRHdksts7kfaPJQKjieBE0juZcG1JOLfEPGNR53TCNRp3j8TcvX5XZ8K7bXZ4z87p+sOzf/3XV42vPnv39ZeNX3yr8fMvG7/4vPGnHzUa37x796t3775pNH7ZaPzmXeN3TfWXn9dfvq29eFt79qa2/Law8raw+rq49Emp/lG+/upvK6yF8rMnxZVHmaXH87V7Tyt3HpYezlffv/tgYGSAL2LRGXQig9pBpbS249FoFAbAtGGweDweRyDg8AQcjozFUQgEGp5AwneQOsgsIodGoBFweAKeQiVT6RQqn8lk0+lUApGIxRGAVjQChUIjURg0uhXdjgGwKDjQ0tLS0oxAodqAdgLQjkMDbWhsWyuR0E6i4fA0j61nfqFaLJdL5UqxVMnlSk8yhceZhes3bkS6gmQS2RMNUlnE5uaNCGQzvAXW0tIMa97UvGkjbFMzDIZAwBAtiFYYgAHQSBSABAAkBkBjgDYssg0FxwBIFIBEohBIJBKFQP5X4lEoTCsKjUHB0SgECgWgUK0AgEShEBgAaMMAGACJARCtGAQAINBoDACgUQAajQLgcDiDzt0yMjG3Z/ftDz6olAqVcqFayi9WirnM47379w5NbFaoZSKhQAYK5DK+WiKQCDkiPkfE4QgZDAGDyqfS2WQak0JmE9kMGo/JoPOYTDaTSSbSqDSGUiFKBu17d0yd2DY96LY7VAq3URu0aGMObcSuibuNw8ngZHd4rCsy0hXkkNrb1gFqjrw3nN49OX5057ajszNnd++8cvTQjTMnHl84VfzgauXetcVHt5ee3F2av198cPXO5eNnju45e2TPpeMHTh6dO7BnYnayf9tQz9aR1M7J7j2T/XtnBo/tHDkxN3Rs1+ih7cP7poZ2Dqe3DcamB9LTm7smBztn+tNTg/GZwfjEQGKmJzqWCg6GA8kAFPVZwi6ry66PhN3vXzr+upY9u2NrT9BXfXrrgwtHTAaJQCdiOFQtMdWmgBjl4sD80rUeYZNDsNbCWachbDTzNgRkTUHxOg8HaWQgrHSYhbXeJFyvYGzk45uV1E02/jqPaI1T1GJgoUy0TTZ+i4G/zsBeJyO0CLBwFXGDlrFRRmyWtmO4eCyXDOPiNwoImzgkgIcHJMRNaspGE2e9lbVJQ8WDRJSCvEHNWg/S1oso7SIKXkFHWyRuF9hjF8+MpRfuXshcPjbb0/3o+rnK3UvHx3tGoq7xpG846R1OuEZj9uGUc0vKNZxyjSVdYwn3cMqxJeUeTvpHk56JLudI2jXW5Rvr9o11e0c7vZM9voke/0SPf6rHPd4TmugJTHX7Jrt8k+ngeDo00ekdS3vGUp6xZHA0HhiKe4bijs1x5+aIY3PEviXi2BKxDUVso0FoS8qVjHq2TQ8d3D1zYOfUl4s3Gz9/3fjq08Yvvmj84u8aP/+7xjffa/zlj+8ajXd/+dO7P3/d+OufGn/9S9PSy8//i4R6/mlt9U1p5c3fJljlxY8LtVfZxVfZ+quFyvMnxZVH2eVHC/XHC7Wnufr1uw8HtwwzRRwqh05jMzqYFACHaUbAUSg4GtOGRre3Aa2trdhWLB6LJ+NxpPZ2YmsrFovtYPCkRCYdi8USOyh0JpfOpJOoVDyhA9OGQaLQcDjQgkAhUSgAiQAQKAAOoGBw+EZ4cwuiHdfRjiejW9sRKCSAaaNQiVQmm84WkClsjyn2ZD6fLVcz8+VcoZbLVxayhYfzTw4cPBQfjCFakaBU2d+fIFBwzbAWAIlGwTEIJAKJaEEhYAhEMxwBwJCtCACJbgNQaABAA2gAAwCtGBQKg2pFIjEAHMDAUSigFYkAEHA0AolAIJFoAIlGwTAIBAaJApBtAAJAoWAYNKq9tQ2LxrSiAQwa2QogMQAMDSBRAAYA0HBEC53CmNsxd+zoiVu3b1WL2XqlsFyr1iuVfOHR/kN7B4a7WWxCGxroIGA7sPiOdmwHqaOD0IHDYwl4HB7fRuzAEvE4AgFL7MATSCQylUTCU/DodhFf1BX1jnXFRmLBtNNml8nMapHTAkat5ojdGnGZoi5d2mcYSwQmekODnb6hroBJL+voIGFa0XAEsrUFTcMSZCy2mi1W06R6Jl/PFes4QrtI5hOCYZW+2wSNO0P9Tk+v09dvt232BrcmO/dvHjixa8etc6cKN68+vXP+4omd2/q6tkS8WyLQTNo10xPYO5Q+MjN4eOfkvm0T01tSnXFf2G4NOgypkHtkqH/H1OZto0PjW/r6Bzr7upLdncnuzuCWod73r1z4uJ45tX+2uzNUyd25feaYwaiSpkz2cYuoU4VPgbgUiArJ17lETS7JeodwHcTd5JYAEQ0xqd4YEsM9PISTs8HJbbLL16uZm0Bqs4mLcIrxUSEmKIA5mTCIucEm2mBTbrBKmq2CDVbhJjsf7hW3h8VoNw9h5iCNrA1GVpOVtwakrVFTm/SMtVY+xifHh4TNNh5gESDM3PWQcI2Fu9bAatIymwwMBCQxW2Rhg3B2Ip1/dOn+yT1Rs+HW5WO1+1cOTfUOxz3jSf9IyjWUcg8nfKNp70jKvTnlGU35JlO+iU7PSMqzudM71OUb7fGNdXkmuv0TPf6JXt90b3hrb3i2NzTTF5gcsE/1+bb2RSb7w1O9gYneyGxPcrbXP9nnnuzyTnT5JhKesaR7JOUcTdhHItBI3DEUsw9FbUMh40gE2jXTfWDH+J5to3t2jB6YGzu1f+pnbx81vn7d+Pmbxtffevf1txu/+LLxy++8++0PGr/9h8Zvvt34/Q/f/fGnTasvPq+//Kz84k35+evq6pvK8qflldf55Y+Kix/lax9l6y8zlZcLpedPiiuP8vWHufpC8dnNe497h0fZYpAi4FG4AgqLAeDaN2za2AyDI5EIBApAA+249g5MGwaGgLcgWxFtbVgiAY+n0Nh8Nl/IIFNZZCqVwiC3U9oxbWgUGtaCam5phsPgMBjQDEMhkSgUAEciUPAWJBwGx2CwOBypo70DhUQjUCg4EolAIXGt6Pa29rZ2HAoAdKDvaaZyd/7J+PC2uw+yhXJ9IZN7mn16+tzZzRMjaAIWiUDYDMbkQBBNwSAABIBuQ6ABAAOHAwgEqhmOwMDhGCQKhkAjkQASQCHgcGQLAgkA8LZWHBwJbGppRrTAEAgMvAUFg6PgcAQc3oJENCNgMHgzAgFHIOBoFAKFQMGQAAwNR6FgAIBAIOEIGBwFg7UgEDAkHIGAw+DwTSQieSDZs2Nm9+3bN8vlXLmQzd59Ui/XioXHJ08dmZwa4cvYFCaTJeDSeRyulCMDRSKpQCwSqhRSuUqqNkg1BrVCK1eAIjaTgW9r62jFEtvbGRSqgEYjotvQcEAsZkB6scssjjjAuNMUdUARjzXiNSe8psGoa6bLN9YZCtlNBhWoUYMahVyvV4jlAj6PSiC1o4G/eXkoIoskUQhpxDYSEUvswBLxWA6DzqWT+HQyh9HBomM5pDY2Eccn0UEWz6XVDAVCB8eGj+3YdnjXtr07tx2dHT8xO3Z4/+zp3dsv7N5z9dDh2ycPXj91/L1zR44d3b5t8+aAGdILpRKWQMIWyIQitViulyggUNXd3XXp+tXV8tOFO5evXTlRzdy8d/GwQS9WBsCJAfXwiDU4ZgXTWlFUqQqLrUEJQsOEGdmbdCyMjhnxCMQhOT2owFt5eIeIEpJ22PiAloXUslp0XJ+PHQryRSExwy7CWkVEl1wRULabREg9F2bkw218XUQA+vk8rwRvZgE2Dt4twts4GzSMdRrWJh2fY2P2BFhct5jskCJ1dKSNhfMIAYcIaQfbA3JaRKewgCoxb2I8VXh4/snFY91h750bxxcfXt031JeyW7q9tv6AJemzpAP2/oCr2wv1+Kxpr7vH5+4POPsDULff2huw9UXsA0H7QAjqD5kHgvbhgGc86B2NuMcT3uEoNBiBhiLewZhrIOoYiLq2hFybQ/begLnboU9YVFGDImhUxyFt3KpMWNVJiyJglkTMyqRdFYE0M1P9Vy4erz64dOPkzn07Rg7uGrt8cudX/1BsfP228W9fvvvldxq//G7j3/7+3Td/3/jTjxp//lnjP3/a+PP/1bT08vPKy7eVl5+Vn31aWX1dXn5TXP6kuPJxYfmjXP2TQvXDfPlFprT6pLjypLiarb648cGD3oEhgUTOEomZYj6Dw8HhsOtaNq3f2LxhExwOB5AIJBKOwbYTOyikDgKpncwksbl0tpjOV3LFUgqRQMThca0daCQW2YyGNyNhzaiWZiSsGYaAwwA0GolBozFoFIBAoWAYNAbf0UHsIGPQ7bBmGBKGhCGAFhgChmgG4AgUvBWGRDW3tMgEriePi5li7ub9+wuFSr5Yy2SKuXzuxp3bew7M+YNOf9DjDgant02Mbe2LphLxnmSoO57ojEc60/HO7lhXdzieDke8rqDN6TVBdqMJMpncejaLQsCSqBwGV8plCBgsAYdAIgNtWEwbDo0CWlsxLA5TIOPTWTQyiYhvx7W2t7UT8DwuXSxniWRMIZ9NF3LpfBaTx6BymBQ6FUfGEaj00cGRPXN7b924vVgrv3/tveEtY9VipVrOnDx1eMfOyZm9M3sP7/P5PTq91mRTWSClCTLa7FaXwwrZHS6n1eOy2m0mUCSm0RntGAwZR6LiCVQymcGk0ykdZApBLuVZdAKXUew3yIOQNmKzxZy2hNec9Fh7Q+6dA6nRZEDGYeHa2ykUIpfCsgn5PaDUKZMoZWIhj8WlUsgd+Ehvet/cdiGbzmUz6XQWlU5nMeighK8ExRqFUK/lqZVsUMqUSNgCHoPHInKYFDGTpuYxbRKZXaVz6nRutc4MKrVCiZxFk9M5So7QJAL9eqg7HJ4e2rJ1YnRkoNMf8EnFEjyhA0BimuHwdc0bNDb7xetXloqPVwuPVvIP6/O3bp/ZK5OyOWaR0QtODtm64waZimfwqix2YdzGNthFBAWNoubgFAy5mTbaY9RqeTQFS2oW9NpoRi2lTUxBC6mAjEUUUjvjks6omgsyZDaB1cKJW2g8Ix0tpSDkNARIkxqpA71aq1UkkDOkFmHMwbFYaCiQhpFRAQUTLSHa9IzepIajYeJkNL6ZPeBhsdRUlJrN9oCCqJ6u4NEo9MGRaPHh6cKtM7euHMw+uFi/f3l7MmwTC6wKqVMtsqlERrnEJJdYJAKtkA3yBVIeTypkaaRsJchWi5kGERtSSDxa0GNSeExar1YdNKmCkCYOGfw6qd2o9Ju0QZM6alP7LXKHUejQiq16sd+ligdtPTFXxGcLunR2i8iq4JklLL2c5TLwIw55yKWamum+fOH4D75Y+OO/VG8d37p/59j+nRN3Lu/7/T8tN/7tzbtvvvXuV99rfPODd998792/f7/xxx83/vijxn/8uGnx1eeVV29rz9/+zX2prLwpLn9SXP64sPwqt/RhofYqX32RKa/kSs+Liy9v3XvcPTDAB0G+SC6UggyRAEfENm9cv37j+g3NiBZEKwpoxeOIOBKdSmUyOCIuT8TiCel0HoPCZYtAHJXUCkciW1BwOICAY+AIFAIOQ8LRAKqtFcBi0Ji/Aa9AKwbbjidQyCQKBYcjoBEoGKy5Gd6MaEHCmlEtSAQMjUJgsEh0O4BuRSERAqb+7u1spb5UrS3nK/VcqZrPlbKlwrmr7+09tC+WjIa9fnco0t3Xt3/fzi1Do8MDI1tGpsdGZiZGZ8YmZ8dmZiemt22ZmBqbHBuZGO0fHtk8NAxBRolUaLLZDGZHX09fT39nIBW1ux1ChYLGF5ApVGw7TiAWa5RSkVAskiiEclAEilkClhTkJSL+oZEtm0f7+oYHBoZ6ezYPhHv7Y6kE5HFweLIdO/aePX326o3r5WK+Ui48KWSq9XKlkj15+sixY0fOnT+ze/fWeNRntxohuwZyWCCn3etz+YNej9vuslsCHptJr6FTWBQqjUqjdrThSe1tZFIHg8nicDl8Pk8m4kn4TA6dwCJS6GQKk0LjUOhiBkXN5xglsrjZZldKRRyaWMKXyoUcLltPI6bINDmNyaDQWBQqk0RhMWkypUTA4dFJNCqRQSJRKESKgMVSg1KDDjQZJGa9xKRX6PUyk05iUYkMKolGLdAoJGoZVypmyaQimYyvAHlqiVAuk8jkbImQzRVQ2Twqm0FnUBkSntAkVzgtlmQ4PDHQPTXc1dOXciXcRrchmIpduXrhWWl+sfBoMXNvef6D26f3C/gculECeqVGvzwYsxjNIpNDylfyFGqmyyhi8QhCFYtt4jA1DBskM+k4IjlFruQIOdSgVayQ0UgcChnk4CUMlZ7ltIkkYpZSywZBhlBAcrtFPAm1Q0Ymq6gcBdXj5OkUTKmErtAJeXyix800GfkUHpmm5OIldD5ID7ukcgmZLaRJlAwlDx+2C8UgQ2oUmBJmiUZIolCHpnoqj87V7p+rPjlffXR56f61AchGwqBIBCwZjyW1oYloANeKpFPapHKm1aeJ9wRmZ7Yc3TF9aN/skR0TW8d6IwGLWs4XsohSHl0tZ1u0Iq9eGbSpPHaF16KKmFR+g9ptlAd9+pGR8NG9o++dOXT71KEbxw9eOXLw2rH9144duHxyx/mDY3vHO7d0eqMeddQijtvAqcnOC5dP/OBb842/vv3H4nu7J7Yc2r31wNx49dGJv/zry8a/vXn3zXff/fqHjX//YePXP2x8/ff/+ZPVX313sWn55efVl/+lQpVXPy2vvi6ufJxf+aiw9FF+6cPc0of5+svC0ofl1Y9v3H2Q7h2QKDQimVqi0gmVShydhsIAbdg2PJGIp7CZbDGLJ+RwRUyumMni02l0CoGEa8e3A3gak0/mMBEoFLwFgMEBFBLZimxva2tvx7ViW/HYVkJ7O7EdT8C2E/AEEolMIxFJmPYOJKoV2QIgYSg4EtHSikJj23G4DjSRgCZ2YAmEViIRRyThCB0Svu7OzflytVYolIvVpWJlMVusFhfrNx/dPXL2xNDIUN/I5tSW0c4tY7v37p6cmRibmh3fumNqdm5q266JbTsnt++Y2L5jbPvM5PT2zdPbB6dn/L6ISqHZPDIyNDnp8vohk693cCQ1PNI9NJTq77d5fGwWS2PU+cIhb8zvj8TcsU57Ou2PxR0hn9ai4rL5BqMr0dWX7EknEslwIuUPx3xev9XioJK5I6MTp06ffv/WrXwht1SvLS4u12vVajl39uyJ9967fOLk8Z27t8biYStk9YWcLo/D5YbcbpvTCzm8VpfHZLMaRBxea2s7oR0vFrJ5fBqFgGkFEGgARSYQuXQai05ls/kUCo3Q0dHR0dZBwLKYNB6XzeXQWEwii0EFFQKjTm7VKiCt2qRVKhViIZNDw3W0oRDNm5oxbfip8dGpLX0MOpHHogsFfAnIl8h4CrXIYgS9Vp3bqrUYVVajzmzQ2rQql0Ft1itNJtBoAK1GudkMWkwqm1oOGeRWrdioBU06mU4lUCkEKoVULpGAErFcKpSIOEIum8mgMhhUhUBgUasdDqvHbU9E4leuXXxWmV8uPlrM3FlauHHzzH6H16qOmDl+vvA63zemNVrUSpuIwqd2eLGiKFnMJ0s0bK6RR7OztFGxwsDjg2S2kErj4BV6ilhKo/EYUTNTbybywyytSySX8yVKJpdHYooIoIUlldDFINloJnDMVG2Ep1NxZXI6X04jc0gcJc6ipPO5NKeNpVQTuUGaOciXihhcEYUlxDP57VYtSy9mKEFmLKE0GURsMWtka3f54bnq/fOVR+/VHl+pPbh2fOdstCsa7IYiaVdPd3RitHfv7PipfXNnjs2dmZvet3loPJ7shVwJs2XI6985MHByz9YzR2Znt/eGvRaphEmiYIltaDIeIHSgaKQ2KZvmdJl3z03cPXb40tj2cU86JDdADIGMwZYx6SYu3cTl2uSKpMM2nQgfHt18Zm7qxNzo9tHuXdvGLl859ZPvZBp/fPObb9/9+Mnhozs3H9k3cXT36Kf19xtffdz41bcb//6Dxm//8d1vftz47T/+5X9++s+fPm6qv/qs/uLt0vPPqs/fVJ59Wl59XV75pLj8UXHx4/zSR5nlV6XlT8ovXl+7dy/R1wuqNaBar9SY5UoNS8DvYLEZHDFXLONKxDyhgsdRsFh8GpGBb6ej0SQAhUTCmxFwgERjUjhcFLoVg2nDtXdgOjpQGEwrog2Nwra24fDtxI4OOonGJtGp+A4iDovDAjg0Ag6HwZEINBaDI+A7KAwqlcuj8MVMnoDC4RL4PAafzxPKOWI5SyzWqi0fXLlfry8WyrVSdalYrz/JFuZz+ffv3T3+3tntu3Zt3zk3tXN2bNfe/YeP7ti7d9v+AzsPHtl15Miuo0f3HD627/DRPYcO7zl0ePfuw9vm9o/v3g25/H0Dw7v3790xt2N6+xQU8pksvqA3GQhGLBabRKHxxePj05MjU5ODkxNDo+MDE5PDk9vGJ7cNTU52b+n3Rj0yqSTk8M2Mj05MzAwOj6YGegPhGJfJRwPts9t3HT167Nr1G8ViYbFerdfry9XqUjF35fJ7585d2rlr1449O3w+l0QqVmk0eoPaYFTojWq1Vq9Va5RSKY/D5fP5HA6T2N7egW2lkohsNp3JIJPJRFIHlkjEEfB4Ap7U0UGmMegiIVenkll1OpNOZzbrdBpQoZRrDWqdXm1QyGViKZPPFigEkMcVjYU9dqPJpBsdGdoxPOzRqfUqoVGrMGqURq3KbFYbjCqLReuw6m1mjVWvsGqUdp3apFNABq3TprVDBrNBY9ErIJPCbpBblFKzQWUxg1ajwqSVm7RyAwiq5QqFQqFXqTUKOSgVqBSgRCKWyAQCiYDL57JYLDqDYobsTxYePVsqLmceLGZuL2ZuPrx59vTZA52TSXlaBe5SOwYtOr9O5pTgQApulswfJDNFHKqKQ1QxaS6mMiAVOKQig4DKp9E0BEsPkyEmk7lkCCRKLBR+TKh0S/gmIVfFIXMpoJNqjNDJfApTTFXqSVwfy5CSg2YRV8uiSigkKUmapghAEplLVhmIoIHEj7PAAI+lYZOlFDyrla7vEHs5Ah5VDLKnRtSnTk+ePL3n/Lk9hQcXyg8uVu5dWnz6/tKjG5d3zO7c3HtgcvTQ2Jbdo4NbB9IjQV+3BfKqNToJVy3j6mQitZSnF7O1Ug4oYBtk0pjTNdWTPrN7643T+84e2bF925bhzemhzaGts33HDmy7tvfA3s5Op0jCbieRsO1kYhuN3M6iElg0PIvSxiRjGGQcvQNLbkMyO3BqATflsc9s6d+3d/b990/99+8XG394/ZefzTf+8OrTwpkTO0dO7Z44c3DmBx/fbfzy08avvv3udz969/ufvPv9Txu//+Ff/veHTbVXb+svP1v6W1fy2evSysel1U+KK397Lj4qPntd/eizq/fvR7rSMq1epdXLtUaZQc/m8Zk0Dp0jojGEZBqXRKETcCQ8htAGYNAIBBLeCm9Bw1sAOBKFJ9KZfD6Aw8ORAAaNweNJBBIRTyISCVQSgYrvIBPIHSQSuaOD2taKxbZi2nCtOCKRRKFRmSyuQCyUySVSUKYARSAokCsEUoUYVPPUarFCDUo1MplWLFGoQP3VK/cWV5+XF5cL9aVifSlTrZeWV8vPXywsrd4plu7n8vdzmduZ+VtPn958On9jfv79+dyNp0+vPXl6/cnCjSdPrz14dOX+o6u371++fee92x8cvHzpxNVrF65fO3f10unLF/ZeOjm6Z+eWiem+mZnBuX27Lpw/fP7ivlOn9507c+DM2cPnzx5/78ypc+dPnTt35OzpvWeP7zp2ZHT7TKqva2bb9oNHTuw6cnjbwb1Dk5OQx+kMBvadPHXi0oUL718p5DP1WqVWq6zWKkuV/K0P3j905NDs9pkdczscdguXRxcKOWIuT8DnCoQ8nkQi4fMUErHZbHQ6bR6nyWU1gUqQxeEQKRQCoZ1MJJHIOBKFRCASCHgckUCgMeh8FlfA4Qs4HImAKxdKFXyRTCjmcsVMJl/EE7mdnpmtU6cP7r5z/tyh6dluvy9m94RsdpNRabaoXZDWZNYZNAq7Vm036k16HWQ1Wq16i1njsOltJqVLp7Lp1TaDFjJpLSalWacw6VUGg9pmVhl1UqtJARlVJrXMpBRbNXKTVqaSc7VaqUGjUktkUhlPo5CBcpFcLpZKpSKRSMQXCbgsk836JJf75OXzysM7lae3Hlw7f/P88asXj88dmIqPREk+VZtVRNWwsAYG0syC6RhIOQPLp2PlLJSW02Jko3UcjpYpVbHb5HSUnIoQk9uFBJqEgJIT4Dr6JqMQp2aplSyGkoVWMFEyGkZKJElIRDEZJqe3GIXtag5XTmPIKWgptQ1kYKUMkojKlpHQYsImOWWTmo5RMzkqGhGkogRUnIzeATJIAoJQQpX6bFdvnHqRubP09Nby/N3a4xuVexfrT69/Ups/v3erTsQ2SIUmudCgFljMUotOZDeAbrPK4wRdVpnbpPSYtH5I47UoIL3MplOaVHKTRGyRCN16+Wa3Y3ogtXOwe1fP0Pbu3n6Xz67W6NR8h07i0qucRtACyc0muUMPuk0KSA/azKDVIDDrBRa1yK6XWHUinZxj0cm2bR/94PrZf/lRpfHHN7/57r3GH9788XvVm3NTx3ZPnZibvnps5//+Tr7xqzeN3/xD43c/bvzhZ40//Kzx2+811V5+Vnv1Wf3F2/Lz16XnH///1+F1afnj6ou3i6++uHLnXiLVKdUZZWarymiWGo10FguLasejCRhMBwKJgcGAFhgCAUPREWp0AAAgAElEQVQi4AAchUKi0ahWTFsbrh1PIXN5DA6PRCIRKEwik8FkMzg8Nl8sYov4TAFPIOGzhVy2kMsXC0VyiVSu1Kg1KqMWNBpBnU6t1yl1Jq3BojVaVHqjRmsClVqBUiVRa0UqjUihlirUYomKwxZEY4O1Dz8vLK3mKtV8/Vmx/uHi8svFZy9qqy+qq69qz18tvnhVf/ayvrJaX3lWX16tLj+rrryoraxWVp6VVl6UVl9Unq1Wlpdry6vVpdXa0kr1+fPyyrPK8mJpeaW4tFpZflZ98az+4nn9+bPS81fFZy/KqyvlxeXyUr28vFheWS0t1cuLteLSYm55qbS0WFherj57VnmxVKgv5RcX80vLlaWlwuJi5dmz8vOVyupqeXX5aTlTqeSWlqu1WmWpWqkvlu8/urvnwP7d+3bNbp9wu2wOp9XpsUAuyBF0e4JuV8jn9dgDPlvI5woHPYmwNx0JhgMRp8drdlqMFo1KpxCAXBafRmORGAwqg8lgcugsHpcnEDE5NAaTwWGxxSyOkCPmcDk8PlskEkIGc2cwFDBZDGKZQiLVaFQWrdmk1VqsCsiu9zutDpsRsuh9Ditk1VqMWrvJaLearDaj1ax1mLUOk95mttptBhekdzl0NpPKaFZZrSabSW81ayGjwqKWmdUySKM0q6VGg9ioF+m1Yi0o1YjFOoVIr5Ip5GKJWCSTSiRSnlwgEnOFElD9wdPMl68/zt67Wnx4/d7VkzffO3r54qkTx/aPTg+1JUwtQSXGBQJeZUtAsT6o2OQWwy18AJLBvAp4UNrul7VahS1WAcwhhjnkG2wCmInWbKNvcHFb3JINLhBm4SONnA12/kanYJ1LsB7iIw0cBMTf4Jatc8s3OoVwHQdhYK+B+Gts3PVmbrOGjjJQ10PcNQ7+Opeg2cgH1CykngnXctar2RuV7BYpBa3lE5O2Cxf3V+5cyH9w7vqZgw/eP7P4+P359y+8elYqZx5GbUZIL/UZlU6dyq1TunVyr0nlMYJuk8oHGVxWldukCkJ6n1XnMSsgncyqEdt1EpdRDunFkFpo0QmtRrFVo3QZ9D6L2W/Xey26uM0Ycxq9NtBlAb0mrUun9RlVYbMqDGn9dq3LKHPopS6dNGjVBAzSkEM7t3Pi3s2z/+OfSo3fvf31d2+++3rpqw9vv3505MqBiVO7t56cm314+fDv/u/Fxq/fNn77j43f/aTxh582/vDTpqWXX9RfvK2+eFt98Wn1xevayifl1U8qK6/rLz+vf/TZtVt3I8kurdaiNVl1FqvOYKFyGLDm5paNcFgLDI5AolAACoPF4PBtBCK2A4fDYzsoBBybyuAKGDwRWyAWy1UKvUFhsIjNFoVFp7MZrD6P1eMwOyGTxwG5HU633er1m/xeq8dltTlcXqfN57e7vUabQ2uxGyGn3mzV6w1GI2S02NRmPahSSZVaqcYo0+kUaoNC77x4J/fi82/ffzSfyVeeLBRu3ZsvVpaKtaVCuZ6rLOZr9WKlWi5VCsVyoVDLFYoL2WIuX8znS/lcMZMvzhfy2Vw2l8vl8sVcNp/N5vL5fLGQK+QL+XyhmC8U88VCPlcsZAr5QiFXKuWLhWK2mM+XCoVysVAqFoqFQiVfKhWLpUKpWiyWypVyuVwtF8qVUrlWrpdLS5VqrV6r15aW6otLtcWlxdriYrVWLS0u1RZrlWq59PLDD7O5hT2HD+47dGBw84DD6fAHvYGgyx90B0O+UDLoj4Sifl804AwEnL6AM+hz+nyuYDAQCUfi8VgyGY7HI/GQxxewuT1WK2Ryeh2+oN3ndQQCfrvDYneY3S6j3231euwerz0UdjtdFq/XEYh6wn6Xw2Zw2s1OpwmyGCwmA2RQuh2mgANyO8xeh9VlM0Nmtd2mc5r1ZpPJbodcDrPVqrcaDXarxeG0Bp2Q22p0OSx+n9XjNtkhM2RW2Y0al0kHGbSQVmvXgXqtSKuSmtWgQS5VS4VauVitkMhBoUTGVcr4cglHyhfyWAKxTHrj4YMvPnuTv38td+9S4eGVzL2Ld2+cu3zqyOzk5vaEcUNaD4+qWsLguqiqKapZH1JtCis2hTQbQ2pYREkKKtudcsCt7nDIWr0KRBhsjkrXhyQbgyDgAwGXCO0UtnilG0LghjC4JgKujSrWx9Rrorr1EdXaiHxtSLY+rFwfUa6JyNdGFOuDyjUBeVNY2BSRrvUq13jla93KtU55i1NICorxflmzS7LBLl/n1VJ7HdeuHi7dv1i8f+H+1QOZ22dqDy7fOLF3Yf722w+fTfd0QRqpW6uE9EqbTmbWiJ1GJaSTWfUqp0kPWdUOiyJgVnnNaqdJAVkVTrPUqRM5tHLIoHQaFEGrLGQDAyad36QMm7RhiylitcQhvc+ssGmlkEbiMWrcBo1XBwZMYNgGBiwqj0nltqrdJjBi0IYtYMStmts1+eDmhV/8t3rj91/+5z89evenz/76q0/+8ydP/p9Pb1zYPXZq/7ZTe6aKd0/9x7+sNH7zd+9+96N3v//xuz/9tGnx5bfqLz6vPX9Tff6mtvqmtvy6svJm6aNvLX389vL7NxPJTqPJZbK5jHanyWpiclhwWAvQimwltOIIWBKVTOewKGwuiUKnMdhCUKw06jRmg1in5IgkIrlcb7KYnR6Lx28PhS2hoCngswcCLr8/HAvGEylXMGKzuyCX0xYMuaIRZzAE+QKQLwB5Qg53xOD0GO0us91jtbohB2R0uK2Q2wzZlFq9xmDRmOw6o0mu0g+Obl/91g8e5Usf3H6YnS9n8sVMoVysLpbqy8XaYrFaL1Vr5Uq1VPxbzKvZQiFTKGTyhYVCMZMrZXPFTKGQzWczuWwuV8zl85l8Plcs5vK5XD6Xzxby2Xwun8llc/lcNp/L5DKZYjaTL8xn8/PZXC6Tz2RyT3PZhXwmn8su5LKZQiaTy2Zy2fl8bn4hu5DNzpfyC/lstlDIFQq5YjFbLOTL5WKlWrpz/97Dx49LxUKhXP7sy2+/f+3arj279+7dk4xEvV6fL+ANhgPxWCSVTnT2JsNhn99ti0S8saTP73c4XXZf0BOKRrtTya5kKp2Ox8OhhN8fDnrCAX8o4IkFvfF4IB0Pp+KxWNSbSPjS6XA6HU7F/NFQOBKLpLtjXZ3JRDScjIQCHpvTbrTbdBaLyg6ZnBaj22TwWs0ep8XjMDisBhdkcrrMbofJ6XQEXa6Aw+ZyGNwOc8BpcjvsTocNsmldVpPXZXZYVXarwW5T2Uxqt1Xv1KmdarVHrzPqQb1GblGpjEqlTi1XqeWgQiwH+SIxXyjkCbksHofNoNO5AvalD25/8eZt+cHNwoNrpUfXKo+ulh5ceXL51L7Z0fakvimlakpr10TlayOKpiC4NihfF5E3xZTrIqr1QRXcL292y1pcasAJAj5lS1CyMSzeEJBtDKrgfhngFwNW/noDf70P3BiWr4nK1sTAtVH12oh6XVjWFJGuDcrWBeVNYdXakHxNQLHOp9noV6wLyJoCyjU+5RqPdK1HtcatWu9VkqMGZlADd0vWORVrXHJSN3T1+tHag8u1h5dqDy/X7l8t3j535dDWC5dOffH2owv7D1jkApteZtHLdQqxVS+1G1QWncJmlEI60GHQBOwav1XltaicBqVdr3TqJU4N6NVrbVoQ0sq9emlQL/HoFXadxG+SB6ymIGQJ2lVOs9RtBD1Ghduo9hpVTi1o08gdRrnHKHXbVD5IH7Bo/Bp1SKdIewy790w//uDC1/+81PjDl3/9bwuNP3/3r998+R8/fNL49eo/lM6f3Dl+9uDM6T3TH2cvNb561fjdd9794ceNP/20afHVt+qvvqw9f1t7/qa2+qb67O3qh99e+ejzc1evR+LdZrvbavdAbrfV6+IKeK0dHUwhlyfmidSgQALyJHIaj0fnC9RGyBsKB2JxdzSs0Gn4fJFcbbF7w55ozBaMuCOxUCIZ7+oOdXX5onFPNBZNJpOd3eHOTlcs6Y3FQ52pULzTH057YwlfKu2LJX3hlDsedfpDDk/YG0jYvB670+N2e81Ot8Xuhuxuo9mmNVp1Fv8HC9XVN5+fv3j5+s3785litlguVGrl2nK1vlquL5XqS6VKvVgsFwrFXL6YyZWy+WIun8vnctniQiZXzGdLuXx+Ib+QyT/N5fO5fDabzy3kC9lCPptbyGYzuVwhl8tkM9lMbj6fnc9nF4rZhWI+k80tLGSfLuTnM9mFQjaXzRey+UwuP5/PzmezT7O5p7ncwkJmIZfJ5PKZbLaQzxWKpVyplCuVctVKsVqt5Iv5XDFz/97dSn35kzdvz589cfDo/tmd22OxRCKdSHdG0p2pVDLZ1ZXsTcdTiWAo7EmlIvFk0BcLBpLxcCyUSKY6U6lkvDOWSgVD4Wg0HA75vH53JOQNuNyxcCAeC4ZDgVDIGY/7Ep2xVGcyEY6lY9HO7nhPd7qnp6u3JxkLBRw2A+Qw2h1Wp9Pk9kJOyGwzaqwGrdNu8rhsHpfV5bK43DaP2+Zy2r12q9du9rvNPrctHHD6XHbIZrDa9GazwWJS2PQqyKSHbFqzDrQadQa1wqICIY3GqFXqVXKNQm7UaOxqrUGrksmFKiVfIROJBTyBgC/ic1lMCp1BPXn56hdfflG8c/PJ5QvzV87n3r+Uu/neo1OHtg53I5L6ppS2Ka5fE9PAYxpEVLUuLFsTlqyNqjaE1S0hJSykWBtSN0U0TTHtmpgWHlG2RJRrI+qmuGJ9TNES0QIR1aaoak1IsyahWRvXNkVV62KqDVHluqiiKSpfG5JtDCo2hDQbgqo1IXBdCNwUVG4MKJqC8rV++VqfdJ1HstajbPKpm5zyJodknUve5AKb3GJ8r/XWjVMrj28sP3n/WfbWytMb1Tvnz+2bmJqb/PDj5fL9O14daNfLHAal1SjzmDRuo8ZuUjuMYkgjces1XpPSoZe5rUqPWWNTKcwaMaSXe/Qqr1EVMGt8Fp3TLLcZxC4N6NZrII3SZVB4rGqPDfSbVT6DxmfSuw1qmxl0WZUes8KrlToNcp9J47fqXCa1RytLuQz798wuPLjwzf9abfzHd97988K7P3/3r//2xX/8+FHjl7XG1yvP7x4/tWvqwsHZK4dnf/Tyg8avPm789rvv/vCzpsUPP198+cXis7/1qd8+e/2tpY8/PXXxcijRo3f4LB6vxeOxeKx8Fp1E5Ce6+iCvU6pUywxGMajhilVSo9kUDIS7+yLpTq3OweOBcrXBEwgEIgl/pCsY7w0nuqJdPZHOznAq7ovH/cl4sCsZTfelOvuSff3h7t5QZzzelYol07FkZ7ynL9nTH48no7FYIBIMhaKBcNwXjnp8Ia8nFAwnguGw1x9wOByQ067WOkbHD3zy7e8/ymaOnzpz7cbdYqleqa4sLb1cXHxWq66U6/XqysrK8ouVxRfLi6vLiyuLi0v1xeX68tJyfXmxXqktLVXqK7X6cnWxXFssVuvVxdriUqVeqVTL1Uq5UqpUs6VyqVwuFSvFbDVTrmQrlVypnCuWCoVSLl/KFIq5UiFfKhQLxWwuv5DLL+SLuUxhYSH7JJOdz2bni5mFfDaTyxZyuXyulCmV89VycalWqderlXJxfv7BjZs3X3zytr68cvzowYPHDo+MbE5FQ+lEpLsrkoyHo4lkLN2ZTEQSyUgykUimo7FUPD7QmeztjMYTqa50d1d3KtUdi8aSkXA8GgtHvJG4PxILRqKhrkQ0lYhFk5F0d7y3M97ZnerrSfd39/f3dnWmY/FovKe3M9Ub9oddkBdyeiG33xP2u31um9cLOZ0Gh9PkchntDovbY/G4bQ6nGfJY3S6Hzw457Vabxez2QEGvy+9wOiCDy6a2Q1a3y+KCjDaTzmrUmtRqg0lrMqnVGqFODZq0Oq1KptFKjBq5USnXqeU6jVguZ8plTDmPLRbw+QIujUUhkymHTp353g+/u3VgRErhSRkcj9V+9/r5hxePJ5P+tV5VU1S9JqJcE9W2hQ3EmHldTLkmoFgbNKwLaWhRPS6iaIpI1sSUTTFVU1RDj2vRMXVTQr0mBW6Iy1uiBlbcBIuDTTFNU8K4NmJaGzHAonpmzNAS1a8JydeGwI1BsDWsooT1G4KKNSHpuoBiXUAJROSUoHadX7vGC671ypp8EkxACXgVTQ7FGqeyySXDdBkvXDxcuHdt4fJ7Nw7uu31o7429O3f3pQa6YwuF+6+f1zfHwpAGDEBmr1Xj1IEOnQLSy216GaSVQXqlw6hyW1Reu8plVtj0MsgE2gwSu07h0ikDRtBt0kAmucMkcehAyKy1mUCHUeo2aYI2TcCgdGqUfos5aDK4LUo/pPJZlB693GMAA2aVz6Lx2XQeqzIVtB08sGPh8cXffPWy8efvNP5XtvHuh3/++ev/85NHja+rjW+W/vC9x3cPTZ/dv/Xioe1XTu747589bfz608bvv9+09Oqz1edvV55/tvTisxev/77+4etj50/5Y0mLx2/1BW0+r9Xv4PDYFBK7a2DK5QtKVSq9y60w64RSUG8P+FOdnkhY7/Ap5VqJRGlyuVPp/q7Ovlgi7ovGw/GuUDISSqf86R53OumNd8d6BxJ9vYnu/mRnX7y3P9DdG0wlkn2Dsd6+UFdPsqsvkeqLpVPhaCQaSwQT6UgsHQwmwuFEKJoMdXVHu3sD8ZQjEtC7fBpb9NH8s5WP3rx36dre/QeGUiMDgbGh8FRncMuhfRcKleV8tXLu/PnxvomZ3pGZvvGZgZnZ4dnZkZm5ke0Hh/ftnzh4YPrQoe3HT+06fnbX0eNzh07uOXFuz9mz+09dOn7x6smr105fvnb6wvUz790+e/PO+Rv3Lt64d+XW/fdvPbh558H1u/du3X9w84Mn1+8s3Lifvfnw8Z07+YePC0+e5ucz5UcL+acL+fmF+kJhcT5XzeRruWKtUKoUi0u1cr1crdeq1UplsVZ+9OjB9XtPPv3sOwvz2aPHju3dvzudiMRjka50oi+d7OlMdnV1JzuTkVgkkozGYuF0ItrZlU6luzrTXZ3dvb3Dg30DvT296e6e5OBg/9DmwVQ6nEwmEqlEPBHv7EwNDnT19SS7OqP93amurkRnV6yrr6d/oDseD3d2JdOpWCodiicjgZAPgqwQZPN5HUGP3e+xe93WcDQQCnsgm9HtsAUDHrfHBkEmj8vhsdkgm8XhgDwuyON2hbw+r9cWdFt9TlvADbntRpfdYLPpzBad0awzWTR2m8Jt1Zu1er1GbtTLLFpQq5Gr1BKtQqCUc0EZVyrgyngsoYDN4tDIZPqew0d++P3vHNo5owVZIi5drdVlco9erpT2Hd623iduiinWRdQbwoZNEX1LVLs2oloT1jdFDE0R9aaIdlNYtSakbIpqmuKqpqR6w/9HYn22y1EYhgLGN7Gpkk5VlxCSUDu9be/Te+9ld2dmZ2e2nCMJEIjeMYheJUC9915RF5IA2RA77sROs+PYxI7j68Qlhr0f7o94n+cVYl/nI18TRv8PP/o1bvD/sNE7hNTfiENf4yN/y6W+xiX/ho/dwsUnsYm/ZZP/PxF/y4zcyg5PZuNfI4f/Dz34NXbwJnr4VnK4nYz8DT74NWz4JmzgJrTvDmzkdqT/JrD3JnDgJnDwFmb0mTeePHl017Y3XovNW7Swo33+zFmzp3bPm93+wOP3fXL93NP3rQTGhnOx0XwqAuZGoNQomIyA6VEwGwXTUSg9RhYiVGGUyI4ByWEgOVSI9efjI2BmFIj2gdFhOD6Qi/akxwbyqSEwNwZn4yQQY8AEkxqDI4NQOoamI0R2jM5E0Owwmh7FMsMsHOeAKJGPobmozCKPPnzPnm0v/vcXZ1p//KT1z7tbre//7y/P/fkHm1tfHGz9+vBfv7vlxpbH16xufvPhFc892Hz3+VW/+d7e1v98dNORD64eOX356AfXTl381oFTFx595mmc5vIQkcOJPE4WUHjJorvnz11aKjdRgu0ZHE6k8wUMHkiNzb+7b2Qg1T8WW9I/2jOULAAwqQi4JrK8ItOGKCqEKKAMj7I0JcmcajCGSdtl1rQoVhdFS7csQTdYVRd1R7BczjRF2zJM1zJ91XQ4UWdFmVcURTUk3ZBUg5c0VlNRXiQYEZeUZIGpr3r63Cd/9876Dc8899KK1fcl0omexUvmz13cMxR/Y+v+kx9+vPf4UbekdE6ZfOvX/3byN74x6Ru33XHLHVO+cfukv5l82zfuuP3mttu+3jb56+2Tb2lru7m77eaO7ps7Zny9q/uWjmmTps+9bdacO2bNuW3m3MkzZ7XNuLNtzvzJ8+Z13DWva8HiqfOXTZ2zeNqiRdPm93cvHJjWMzBzaf+cvsF5I5GFw5FFA6m7R9KLI5klo4WBLDiUI0fy1EgWj8B4HIFHoPvuffzo6dN7d+/2TQdKY6+/tfnaJ996/fU3n3z66fHlDQQneV7kJJ5nKJ5hdUXWFZ4TeE4WOZ4UOMpUJcuwK2WrWLJ029J1VVcl0zQ9zy2XXU1XdE23bcuyTLto2rauKoIsCaokqaqilTRZV+yiYZiipDC6IZQclWdJEgFBKI8BIEnjJIkgUIHGcZJAUBQAQQDIZ3AcQWAQyGQgsIBCBRwFcQoA4VQBzKIICEI5sJBGoQKUzwBQFoXzQCGWA6IFIJ1IRYHsGJqLFdKJbDoOJKJgIpVNJJOjQ9GhvsjgQHSwt79/af+yRX1LFixeMG/23LkrHnr4xicfbXhrzYP3lRuBxNPkpk2bzn1watPaV+aM3H3zkjlTeudN6r9r0sCddwzNu3Vw/h2Di24fXnDH0Lw7hhZMGl58y+iyWyJ33zG64I7RpbfFem6PL7stvuS22NJbY323JJbeklh2a3zJLYne25L9t2Z7bsssvjXde3O29+Zc/y25pbdnlt6c6bk503tzuvcb2WW35ZZ8HVh8e27prdklt2R7bs4tvDWz9Obc0m/kBv42M3BzevHXM4u+nl38N5ner6V6733mkStnT14+e/SBsIzG5uZH5/QsnjV38XTNUS5fPLVt3dtkLgEmRwupaD4bgfJxJBdBoRgCZZBCAsmMEkCEBIdIMA7n4igwVogOFBLDMBgvZMaQ1CiZHoLTQ2AsBqSGC5lhEsyxcIrDU1w2QiSHsHwEzY7ShQQL5QkgwgBxGooKSJoHU3ghQWTGVA59/LGVB3e+/Of/vND6n+utf9nTav3oy5+f+d8fbG59caj1qyN/+nTDLy6++tHup15YHb708PLnV4e733v8L784edORs1ePnr125sNPD504/9CjzxAMn0GxAkKAMA5ByIK77543u8etTqAYuWzZQDRZAEGCwOgEmJu1ZOnsO+++u6+vbzQOIhTDSwjLowwnyaYqWKKk85rKmxpjKJKqq7Yhl0qKUxYsHRVVTilKusWJMi/Iklrm7ZJqF2XL4lVTUUzNLMpmSbaLdtErea5dcVTd1tWiYtuUJnOcCEMUiqt7jnxw+Oz5Na+/8cJbbz35yrMrH14xvnql12y8vGHT6Y8+O3rhypvvvK0o1LyFsxf03n3X3XfOXTB3wcK75s6fM+OuOXMXzLlr/pzZC2bPmjt73l0zZ901Z8acWdNmT50+Z87MWTNnT582e+a0uTNmzJoxbXb3tJmzu6bNmdE9s3v69M7p3V1dXW0dnXd0tE/paJ88tWtKd0dHZ1dnW2f7LVOmTGmb1D75ltvb7pg0edKUSZM7Oju7u7s6u6Z0dExu6+hqmzypvW3Wi+u2fvzZd95Z+3p3Z1v3jPmb9xw5d+nDF9Y8/+wzT3thhVYEkSUEkRdVXlJFTRXLJcu0i4IuiRLPi6yiSnaxWHUsSxOLRdtxS0VLNUzFtBWzaJiWalmKZZlFo2QbqmlpllN0fMe2bdNQiyXbNA3TMEtFTdH4kmOUHJWiADSfJXGQxRAKhFAYglAIx0ECBWgcYQgChAqFfA6DUQSCCRzF0QKNQTQBwFiaImESKYD5JJCPYVgBgrL5QhoAsgiaz+WTEJiFwQIE5MBcvJAZy6bHConRXDIGJpP50dHE2HAuHklFh4aHB3uWLV2yZN7iu++cPXu612x+9NGN3Vu3vPn6Cy8+95BXMt95/91z5z84uHv74NIFd9xye9eUKe1TJnW13d7RccfkKZM6JnV2tk3pap8yrX1KV/vk9s72zo7J09omd7ZNbps8qX3KbV0dUzrb2zraOjs6pnS2397VfkdXR3tn+6SpnZO7u9raO9rau6a0dXV0drZ1dbV3drV3dHR1dXd0dHe2dba1d90xvbN9eveUzultndPb2qe1tc1onzKta9L0rinTOztmtE+Z3jZ5RtstU6eI5eLpD45cPH9i78Z3Hl9urqryBg/CUIxWsF17t509cdgWSCQdgQtZMBfHkSSORGg4SkJpAkrguTEkH4Nzg2h+BM1nGCxPpCJ4JoIBUTofRwoRHI5QYJzMZ5FUBEpGaTBL5WI0OMZmI2xmlAcTFBBloAwL5IhsioOyLJxgCzESjFBYjAXjhkI99ti9R/a89pffX2n98UbrFwdbrR/99efH//qjza0vDrR+dfiPn2385Yev/envN51Z98jzD46/+ujECw+G5/e8dNOJcx+d+fDb+06cXv3IozAnFigGwhkQIwowtmDhkjnz+91wFUIQS/r7IplCskDnC1SyAOaAXAJMR7OpsWx2dDQ+MpZI5dACjEIITuAMxUu0IKuaIWg6TNEoTVECy8oKKQikKBGyTGsaq+qkYDCizHGSxGkCp5KiSPISxyusIFOCxOqWqruaURZkTRBUhhdwlsN5HqXpdAq4/+Hnz330nQ3bdr65bv0bG99/Y9O7b23d8uqmTWt37j9y5caJax9v3b3n/tX3AwScAnM5GIzmktF0IplLxfKZeC4Rz8eSiWQinUom47l8IpFLjOXG4nAygwDxQiaRieWAZDKbHIqMjYyMxZNjsUQylorFYsPR2PBIbHg00j801NPbt2hoZMnwcF9vXyvRXT0AACAASURBVN/ASG9/dGA41j860js00tM/0tc/OpDMJDOZVDoTj+Xiscxo/0CvapfOX71x5er1FffVBzMx1Q3PfHj94KFDa9Y8//iTD+umqliS6Qi2Y6q6ohmqpqqaolp2RbNtWVJsw/BKZsX3nHJJN5Vy0bINTdVFvagYtmKYmmFqmiVrRUO3TLNkeYFf9Sp22SgWrXLZqrpu1XHLllGy9WLZsoqqJtAokkWQnCiQJALBmXQ+mwMgCMYBBAUYkmAJHIMKKAQQGIihIAYXcCTNoBCHQTCa4xichkEgm8TgHEGAmdxYIR3DYIAmIBDIwGAayKUKhSyYiGQjg9nUcD49nM3FgHgUTEbBfCofGx4Z7O8f6O/vWbJs6fyFC++8c+Zs0/Uvf/Th0YP7t2xa/97bb9zTHH/5rbfOnj996sSRfDZ+6+23dnR2dHa2Te2a3N09paOzo7t96tTOru7Oro7Ors6OKVO72ru72zs62zq7Jne2T+romDS1q21ae2dXx5TOrsndnZO7um+f2tk2o71jRkd7V8ekjvY7Oto6uto6prVPntrV2dXZ1tk2qauzs7Orrb1jcmfb7d2TJk2bfMf0tsnd7ZOntk3qbp/c0d7W2T5lasfk6ZMndU6e1DHl9rbbbomkE1t2bb547uTpQ/vXvvDsq4899PDySuCqii28+NoL16+cfnxigkjG0VwGgTIkkqSxJI9mCSCNQlEoO4Zm41B+DMwNiVCayyaxVIyDswQYodJRPJNEgRiej5G5BJEaw1MJopBgc3G2kNCwLAMlqEICT0eIbIID8hyUF6EMD6c5OCVgaR6OM0DU1MgnH7vv5IHX/vcPV1t/+qz16yOt1ud//fnJv36+rfXrg61/P/LHG5t/dfX133/63o+PvLLh6XvXrG6+9sjE609O3HT+2qd7jp++96HVGEsXOAZkOYxSIIxeMP/uhQv6g4nVFM4t6x+IpLPJApqHqRxCJmAsj6EIQ0M4gZAMScgAzgMEAWAoRDE4r2CCjAqywOsEzsAEiXA8RnMUJ0AMi/AsJvAwxRO0gDEaRlAUSWI4k4cJkOJIUaJ5AcQJjGExliUJFsE5hBVQhocoHEYxACNBhtD08t4TFw6dPvf22vXvb9i2eceeTbv3v797/9vb9+47deXEh986cOKDF1540XBLgqHrxaIki4IuSSWdK0qiKfGqLGmypMq8xNISLxua6RhSSVFKqlNUdFXgFV5ReEpiaVHgBZ5VFF7WGYkjJAoXWYqhGI4gWZRmGUEVBJakaYJAIZYjGJmnBZbm8TyUBVCMYxlB4mmGJFiCpGAIw155b/u1T7534PCxWrPu3nPPy2+/e/X6J5s3b3zppTUrV07wgqgZiqgJqq4pmmy5hiyrvCRbRce0LNMwi2bZ0Y2Soble2bZUReIkkZNVVdZkzTSMkmVahqZrhl2yimbRKfq1StE0ZVHQVNWxjVLRtAxDVxVNUSxZVXVWZEgKAhkKZ1kCg2EUA1AaoVmSpLAClMVQkKZQmoJIGkMogCAgHAJhMMGQIAtDJALSJEphCI5BGADAUDYPRrF8ikNACslhCIAg6Xw+ns/GwUwsEx0rZGIQEKcoiCjk8smxQjqSig/0Dy0b6F8cGegdGOhZtGz+3FmzZc24ePXiiaMHd2zfvGXD2kdW3fPMC2tOnTl17uwJS+Q72yfNnNU9bXrHrK6O2VO7Z87qnDNr6pwZU2fNmDp9Ruf06V3TpnVNn94xfVrnzO7uGd3Tps/omjpjSvfU7ulTu6ZOb5sxo2PGzK6ZU9tnTu2a2tXVPXVyV9ekru7OqVPbu6e2TZ/WPXVqR3f35K6u9q7uthlT26d1dXR3tHd3tk/tmNrV3j6tY/KMjo7uru6urvbpXR3TOtq7Oid1ddzafscdM+fNe+CZJy6cO3725NHtG95d++Jzrzx1/6qVZb9iPvj4/Zcvndry2mtUOolkknA+ieWTNJThwRxeyCBAFAKicD6KFBIYkiDzY0RmDM/E2Hwcy0eRbJzMppBsDM5FqEKSSA/jhTEciKGpCJSL8XCah5MoGKUKUaYQI/N5ppAWcwmhkGLhpISmOSBOACPlIv/046s+OPL6X//8cet/Pmr9+kir9bMv/+nYlz/d2vricOtXx35+8q2fnXnprz/Y8k+nXr206bHXH2u8+Mj4q0+suGnv8RPLVz1E0jLI0gjPoYyQp+l5C5ctnjfYrK9GcLy3d2AslkjmgBwApgAgA0B5iMhQDMSyKMkiJAuTIkYrCC9AjEgKGimoOM1lUTYDkDCMkbwASwpEsSjJQoIACwxMUiBOEyRHMjxCUgTHwzSdw0iYFkGeLVAkyBAEzVMCg1AEyHKowEEEkoMgAMJhioM5/Zk16y589Mnm7TvXrt+0cef+HXuObNtz5P1dR3Ycv3Dy8o1jZy+tXffevfffZ5WLJc+zK9WiU/LcSlCvV0LXcYu275cqFb8a1iea1UY9aEx49VqtHtSaYbXmlTzPdZ1GzfcbQckvGYYqF8t2tVJ0S0XXtSqe43jlquc3g1rND4Oq73lOsVi29MD3amHg+07R0gSO50RR4CieZykKIwkEgPKSYuw/cenCtU/fWPvu+H0P3PvE85t2Hb704dU3X3/t+WefKVoGReM0i+MkTJPU/xdLoAjLMSLDoBjKUJQqCAyNSSwpSwzNUgJF0CTFMxKFEDzHSJrEc4TAEBxL86okSLzIkSqLq7zEcQJBQJLA8hzHULzE8xLFMjjC0qgk0JoqWbZu6apuK0Xfqtd9y9IFjTVtpWRxkk4rpqDZrCTQDEOIAqIbtCnSusSwNE4yCMsAFFigqQLDARSJSCxB0wCKQTgB4kSKhFNwLoUAaQiIkkReZHACKuRSsUx6NJ0eySaHE9FloyP9IyNDQ/1L59w5m5L4S5fPnjlxZM+OLbu3bHzmsYcfe/rJk6dPnL94+qGJZs/86aM9c4eX3jW6dMFQ313DvTPHls4Z65032jd/uG/uSM/8/p75w73z+pfMGVt6Z7RnwVDPwp6ls5cumtO/8M7BxXf2LZm7ZP6sxfOm9y6a07do3uCi2QOLZw0tuXNg0YyeRTN7Fs1aMn9678JpvYtmLV0wq2/BzIF503rvnL10wZzF82ctnj9j2YJZvXffNbBgzrL5MxfMnXr3nOmL5029c1bbzI4p0zra+KJ1/MTBi+eOH9u3c8MbL619+aknV4cras74yvDwsd0XDu0zWBLNxbFMBMzE8qkoUUhg+QRVyNBIFkfiGJImwDiSjOC5CJqNkNkomowAQISEo3g2jiFxEowRqVEkN4bmR8ncGJZP4LkYnhuGM4McEGeyESARpdJRIZegCikGSHFQioXjBDDsFplnn7z/3JE3v/zLjdYfrrb+41Sr9bO//uOhL3+2q/WbI61fn/zF2Tc/P7em9ePtv//kvR+deOH4Ow+ueWTipcdW3LTi/tUoz0MsD3AczHEAQd01f9n8+f0rlz9IUXTv4FCmAGZBKANiSQhIYDBAkRjLFmgBYiRGUklJBkSRUlRB0mhJowQdYUVMYLIYkkcZgmAIhscFAUY5hBBwUUFYniA5hOFoiiEomuQ5kOZAgoVJFiBIgqEhisqTFEBSBYLCOA7iGIAkYApFcBjCcJxWjNLE4dMfHjp9bu36zZu2792x/8TO/Sc27zu87dCZE5e+9cHlG9t37Xvy2afLXsX1qp4fWK5nu35YG282m7VatdGsBUHNr4b12nijWavV6rXGhFsLPd8Pag0/rBe9alBxw1o1aASlsFr03aLn+tVKNah5QcWpOK7rOlW/GgaBX55o1KqVwPerYaMWVqsVr+Q6rimLqijyIs9zHMeygsgKPJUGM/c/9sTlj7594sz5x556etVTa5588a3jx88eOXZszQvPP/zA/RRFsQyGExCKAyQGcgTC4ihLEgJLCRRJEAhJoQxN0SwmCQzLYhiNEwSFEwxFUBSKCALDcoTIUDyFEzjMsgQvUBwFsQTIcThOYTgByBLF0CiBISzDUAiCwAVRZkuO6bnFoOL5JbtcMYNmZdx3nbLl+lbVL1Yco1jS69VSMyy5JbPkaPWq3QwrzUqx4RhVyyiaasVXvZJqG7JXEkuO4RRN35ItgzQN0igyhkpZMmVpvK2zxaKkK6wskjyPiBzCY3kWzmBwEkbSuVwiNTa8rH8pIcnnLpw7d/r4gZ1b927f/OzTTzz42KMnTh0/f/HsS088GF02N96/IDW2DIoPQYkBOLYUGLs7N7IkPzYEJPoyI8sSo8tSsZ746OLk0GI40l+IDaZGlqWHe9JDS/N9SwpDS5O9C5N9PblIX3Z0GTDaC0WX5aJLC9FlSKwPHF2WHlkEjN4NDN+dHLkLGusFh3pyQ0vyQ4vB0aW50WXpwcWFkaXw8NL0wIJcZHFhZHG2Z+HIwtnzZ3ZP7Zgylo2t3/D+h+fPnD19cNeGN9e/+cLLTz2waiL0fXfTtrXfvnR+ddVDsyM8FmfxDArHcChOwGkGznBQmmHSGJHhyKyG5iU0Q2EpHEkQyVGeSHNwisjGJTSjECkJS1GFOJSN0GBcJdIUlqXQOAlGaCjBQ0kSSXJYVsbTEpqXsZxMpTkyweIRxyefe+rey8fWffW/n7X+cL31mw9arX/68h8PffWvu1q/OdH69xO/u/7ev3+89ssf7vnT32363cfv/eDkiyfXPfLy6uZNDKdggoKzAsJyCEksvGvJsgWjK+55kCaJ/uHeeL6QA9AsjOVxKosQEMUjighLfB6nYEagOZnkeYzlGUHmeYVTLULUYFpEFYGQWFKUMJykWUFWDYwRUZxFSB7hZIqVaEFDKRGmaAAj8jiPUjxCMDDFkAyThrE8TuUZOocRJM0TAoNxPE7ROIFgHAcy8jMvr/3g6sebt+59f9Pu7XuP7jhwasuh4xv3Hzp64dqpq58ePHbmpTUvhxNN2wurQSOoVj3fr4T1xsREbfnyWmNF0FherTTq4cpKdaLo+m41qFYqtlM2yqVyseS4fjkIqoFvlT3L88pho9pcXglDu+T6RbdSLvpVt94I6/VaueT6Fa9eD3zPq/ie4/oVpxpU/XJQkSRFlHhJ4niO5Vme53maIhie37bv6MVrN7bu2PXoU88+8/LaV9/ZtGv3gTdef/PZZ58MAxeFYQIncBwjKZRkIJrFeZYWeI7hKBLHeYFieBInCZomWAZnGZyhGI6iKYomMZJjOFHiKQ4lEJjAURxDGYoQWUrlaVlgeB5nBJKiSVGkJZniOIrnKJbGCBoXZda2VK9kBYFXq7h13697FdfUnZJedoxq1a76dlAtj4deM3BdSy2VtWpQnqhV723Wlzervmt7RXuiWfV9y3WtZsUOAqfq2M2y2fD1WkWtVJSqI4Yl1dLF0LPGfdspKUVTcE3J0TiNQwUC5GiEw0AMyGcS0YHBZSBNHz915uLZE/v3bN27a9srLz7/wMOPHj9+/OLF8+++9UJsYMlw/6LEWH8hNlIYG8lEBtKxPiA+lIkNJ6I9ucRIITmciPUnRnoi/UuTkZFUbCg+3J8c7UnH+jIjy1IDvcmRgcTQUGpkMDW8LBnrT0aWJSI92bEhcKw/PzxYiA5lor2JoUWJ0QWFkQEkFs2NDSdj/ZlEf2a0Jz2yJBfpyUb6UsNL8tGe/FhPunfh6KI758+a3t3dPffuO1c98uClcycvXTh6bM+mze+88s6aZx5ftbxWcZ/55uMffXju/RdfUKiCpWFukQ+KbElCJLJgUKAtorqCGyJmSWhZIMoi7MmIxuYlKuvIiMVBmgy5Eu5ImGMiJotZPFkrkoGOlAXCVRhHZWyNrBXpikGXFMpkC76EVxWyqmBFES2K4Hiof/Op1dfPvddqfaf1+2ut355ptf7lq58d/uoXe1q/Odn65fHfXln3b9fXfvn93X/4dPP/fLrl/3628ReX3ty15r6bKE7GRZmSeJgm5921cNmS+L2rnqBZbknv4EgykczlAZTKkWSeohFKwEgZ4xicYymWRXkOpTlKFCleolmR5ERM0nBeIViZlBRBMwhRgFmClHRaNmCGw1gBE2Wcl1hRwkgOpESQ4RGWY1WD4WQMowmGIzgexBiGkWCOQxmGZSSQ4xGOowWKk0RCUq2geeT81YMnz7y3fvv2XYd3Hji+9dDJd/cd3XP64tmrn5y4eOXttZtWr364VA0dPyi5Fa8SBH6tUnFd1/WcsOJPuNVapVYP6suD2rjlVEzfq4WBXakWfS+ohV418KterV4N6w2/VnOrXjWolB23UgnqVb9aD4Ja0KjV6o2g7Pj1eqPqe0Xbdd3A9fxyyXGdkl00eUGSFEWSKZElVEFkaSKTSDSWrzp9+fqJDy68+vpbz7745vOvvvfejgMHjx1//vlnH330fp3nUQQiUILlWJ4nZY2VTIljaQKBMQLkeEKVRUWVKJrCUIgmUJ6jWJoWeJoXWJ5mSAQhGJpiCBxDSY6kaFzgGIGnOZqkGJykIZrBKJrgeUoTKIlnJJ6hKZRkEN3iTYsvF9Wa744H/rjnNx3Xr5RKtlosaZ5j+J7tV+2aXx73XL9o1yrFeq3SDL16rRKGbrVij3vlimlUAmv5uL+qVm1Wy03PHPedplcOHM0pSr4t1V2t4upVV685uleWTJ01ZF5mcV3Gizpvm5zCoQSQz4yN9fUtyaHgkVOnLp87tX/PtgN7dqx77aVV9z9w8PDBa1fO79m5AcpH45H+bGQgPdqbiAxnk6NIbgxKR9LJMRhMEFAKSg6ko31AbBBOj+VysVx8KDU6mE1FCsnRbKw3FhvIZ+Pp5Ojo4JLk2EAmGU2nh3KJQTgVAyJj2chYOjqcT4whuWgy1ReLj6QS8XRkLJUYSo32Jgf7c6OD8eG+aGwwHxvNjvQlh3piy+aPLF24bOGcuTO7p01vI1T+wJE9H144ffbkwZ3r3974xpoXH3tgZVhddd+Ksx8cP7VnV1UViwrjqWxFpIo8YnKQIxKuRrkmV7UEm8eLDFqUCmUFtyTCUkhDREsqXNEQR0N8m2uWVV/lA5XzRELB80UGqUhEYAq1ohSWJM+WKzpbUfC6jPsy5UukK2BVC3ugUVrz9EMfXXi31fpu6/dXW/95rtX656/+8cBX/7av9Z9nWr888ZuLa//to3X/+/1t//Pphv/+bPNff7jzqx/t+dWVd2+iBINQRZAl5sxbcHdP4t5VTxGkNDqSzGTzaRAuwDjKcABNQ7iIkQLBiKJmUrzMCxKv6BQrE5wkayYnyATL47JAygolKZxpUrpJayatqbikwaxISgohqzgv0JzIqirJirRksLLGKiolaRQvUQwnyCopKRjNUxRPsQIrSDgj5RkW5QRWNVTNplnrlTe3nr/+rU3b9q3ftm/7/mM79x/fvO/wtkOnT165cfbK9a3bdzzx+NMlxy96oe37tlcximXbMiuVkudVfT8M641qI6xN1IOJZrHqeWHoNYJ6baJWa4bNWlgPgsB33ZLjOBXfc/yKV6kE9bA+0VixfDwMA68WelXfq1RdvxrUwuUTzWKpqGt2yfFqzXq9UfOqZcNUZEnSDFUxeFMXFI7CiUIhn1y7afuFqzd27zv47AsvrXnz/edee2/P0TPnL1548aXnVoyHHAZRGMLSlCBzPE8KDEHjMAzkSBQmaZzjCEFkJYGlSALDIAzDZJHTVV6SGV5keZanaYrgCIxAUQynOJrlKIWjFZljWYLkUYKGKAwmKYSmcY7BWArjOIrlaE1jqhW7XJRc0yjb5dAtTlTKy+v+ynE/9ErVSrHiWoHveZWSUzLLul7WVdcW64Fdc4s1v9yoOLWyXTUkz5KrgVUtG82SMe5b9bLZ9LS6a9SKeli0A8cKXatedRvVYlA03aJacVSnpCgyVdSZis5ZHMlhIJbLZMZiQ/29mUJu/7HDVy98cHDPjkP7dm565+UHH7h3196d165fPHFsj8xk02PLsrGBdKQ/Gx3OJ4Zz8cFkcgTIjGFgAs2l4Gw0lRgAM2NoIQEV4kAmikBpoJDNZ+OZ7GiuEIGzqVwiEo/3JqM9mdgIVIjDuREgM5qNRwvZBARGqewYkoym08PJRCSbiuXio4XUCJKN5aPxfCQaj4xEE8P5TLKQiCQHl8UGl8T6egaWLFg0f+a0qVOGYz1vrn/p8vkPLp09fmjX+m3vvLxuzZMPrRxvNKo7d2/96OLpB5tVkQRVCrU4uChiRQVzVMYrMVWLCyyubKC2BBoioPOwrRGOyjkKZQmAo+BVi2qYYlWWPYUxBUwXCVsnywocGGRocJ7MOhrvW1JFYysKWVWoms3XDLpq4oGNrWraa5576NtX32+1/v6r/7rU+q9LrdZPv/rZ7q/+/UDrd+davzjxq/Nv/eL6uj9/b/sfvr3xvz/b9Ocfbm397GDr8/03kbKO0PicufOXLI6sWPU4hlJ9/WN5AAQKUBbG8wiCUEQBZzIgCSMUTEsorWGMyqkqrxokp0C8SEoKwXI0wREcjTMszamkosGyzGglwXRI3WBVm1UMVtMkXcNECREkmlcJmuckBZclTJZJTsY4gWQlCGdJSqZ4kVcMWdVIUSYllZVkzXJFrVSp33/swkf7T55Zt3HHtj1Hdhw8ufPA6e0Hjh89f/30tRv7jhx/6aVXxpePe9Wa12i6E2G1Wq3WGo3lE17gFstuxffDWiNsNINmUKlUSpWwGNS9WjWsNf2w5vt+GPqV0PeqfuBXq0HoBFW/GjYmVo7ft2L5vfc0G+OuW61UwkYtXDG+cnmjUQ9rVrVUrJSqrl8uV8NmsxK4qqpqmqFqsswrCifzAgkBGdPxj567eOb85XXvbVrz2lsvr9uwZt3m0xeuHTly+NmnHrENHUEKNIXSDCYKBC8wQCEHF/IiTwkcyfEsx3OizDMETuMkzzK8yCmqoAqcovGqJuIohoIghaMIhUAExnAMS5MCSYocx9EEy8I8hUgMJQgkTeEwBlEsyQgMThGqyteqJa9sObqlCJJTNBpBaTzw720Edb/ku0XfLTqmZemKW7YsS7cVwSkpZddwSmozcCcqblg2/LIaeEZQNEPHvCco1ytm1bLCslZzlFCXy7JUMtWaWwrLtltUypYaWkbNt72SaqhCzVaqBm+xGI3kACCRjIwO9vekUvE9e3d/fOXc4X07D+7fuWPD2scefGDT1o3XP75y/oNjZRGODS0E0sOZ5FAyNZJND4OJwVxyOJ0cSKf68plhFisg2VEEjcJQAiikwHwqn40DQBIEEjCYwKEUlorDqQSC5IDsSDYzwoApAkqC6dFCPApnk2AhimaGcqkxIBsDEzEIiMG5CJJL4UC+kIilk6MInEORZAFO42gyFx+Mj/ZHB5aM9i7uW3jnrFlT5y+8857VE2fPHPvw3LEPju7Zuf7NjW8+9/wj99Vqzstvrfns2uWXHn9Eogs6BzsK6huEY9KOyfgltmFJvsrVSlJgckWVLimkzSEWQ1YNpqKTZYOo2HxDlz1VqJps0aA8kwlLdE1nm4bSMIXQEAKVratcqHCOwngy17TFlWWxUWYCHbuvYa554aHvfrKp1fph64uzrf97tdX6yZf/uOerXx9s/ef51r+e/OLSul99672/fG/7729s/N3HG3//6aavfrKn9fnemyCamjNr/pKeyD33PkSh5NL+SCxZAPNABgAjMJqlKEzgCV5kZJnVNERWKFmjFJXTdVLTKNnAZZWQZM6QBVEnRJngBEqQUUFEFA0RNEbQKVFgFY3gJJaTUYaDeBZiGVZWJcWgNANRZEwQUEaFaQ5mJULSCV5FKYrhZM20RE2UZFlSJUFSJMl6573t567f2LBjz4Yde7fuP7rt8MlN+07tP3XxzLVPD39w6Y21a++5/36zVKwGYaVadwLfr1WDRr2xfGWlUas0qmE9HG/cO7HigcY9E83GeG38nnKjWawGEyvvqdebxZJXqzdrjeVhrVELwrDWrDcmGs3G+PhEc2K8uXxF4IVlpxrWlq9s3rtyxX3La41mo+YGnutXbMNUDatYrpiaIQgCTjOsyDMUi8M4jsNAtvDNl9edu/7xoeMnXnvjnTff2/TS2vVvb9t76cr1rZu2PPzAPSxFEATK8xRGIzSLsQIGIDmcJBWZEwRSV3hR5lmWIQmUIgmWpRmWpSiCFVhZFxiGxlGMIEiKwgieQkWS5ShJ4HiWYmmKpwiCQFkaFWiMYSCaRAgc5XiaE2mEhASJdlzNNjVVEASRtm0l9ExXU3zbCt1yuWQ6juHaum2KYckyTdksKq5nV6pOo+E0A7fmlmvlclg2yrbiGHrFVkpF1bXlatkMPatuq5bIF3XJlvmSKlXKlusqXsXwLSWw1JIuSRJnyaKjsL5G6gQIgfFkLjo63DcUHd68feu3r18+fmjf4UP79m7d+PhjD76zYd21q1c+unju/nopObwQyg5SyBiOxgAkikIJID6YTQ1hSAJHYzye44AkiUdROEGCeQbM5RORfG4ULIwhcBRHsyQSx4A4BkJYIc3gOQ5MwIUEnI2BuSQGpwk4AaYiuXS8kIkjuQSCJAkoT4AFKJssZCP53CgCJTE8A0NpFkvChbFCciQ9vCzWv6h/4Zx5c2ZOmzkVl4QD+3ZfO3f88plDh3dt2PHeK2+veXzFeOXBx++79uHpA+vfDWXalCBbxRoOF1pUzWLqJTWw+IrBNkpaw9JCS/Y0zpZxz2IDk3ElsqySNUd1Tc6WcUfCXIPzDc43mKomlmU+1KUJW/M11hHxEou6OhcaYkPmxk2pYXENi3pwhffqmod++O0trdaPWr882vrva60vf/zlT3e2vjjc+q9zrZ8f++Lyut9+tqn14z2/u7Hxny+/8w9nX/ni+rtf/mDnTXPnL+odSt53/+MYSgwNRaJZIJlHUJQGMSqFEjAjU6JJyyovy0qpxFqGaOicbjC6Tmo6KauYKOGMwCmKoBmMZDGiQYgiIiuobCCCSAgKLcicokiqTrISIXK0JrK6xGkmBX5EHgAAG/ZJREFUq9qsauCchPMiyIkQy6C8TosmJgoAw6IkJxsarUq8IuqWwcl6c/zBc5c+OXj89Hubdm7ae2TLoVObD57YeezsicufnLxwff3WbY8+/ZhZsp26HzSCYskpVrxKM/ADv+LXGysmVt53j99ouEFtfOKeiRWr6rV7vEq1EoZeWA+bE/Vq3XG8arUR1utlv1L0Pc8PqkHND2v1sFkP62Gj4VQD269WaxP3Lr8/rNaqXrXi+yWv5LqOVTS0oslLiiiKsq7KhiqpIiOwKIUhMCBK5r6jZ89eubp9y/a331r37uatL77z/o6Dxy5evvL6W683agHLYCQFkySC0wBGggSJkHSBFyhVoGWBERlCUgRB4RgWpygM5wmWpwgSogWKIFGKZUSO5xiWYAiCwAgOIxmS4xmGxliCJAiQF2hD5VkcJEmYoQmJ5ziRFFmYY1Fd5csl3dAFSxVMjbdMNijJXln1S45vWL5bdD2zVFItSy7qkqHzvmfVq+Vm1Qo8s2RqrqZUrWLDsUO/WHPNmqsHrhW4WlBW/JLqGrymMLaheEXNK6mhWwwqetkUDZ0vqaxjKdWi7RtKWaZKEqQREFHIxNPRyHDf4Njw2k3rP/vo+slDB44d3H9k99YXn33q1bfe+PDqhRsfXnrx0fsLsaVwehABBhB8rAAkCvlEPjmE5SMClWOptILnJSjHIBkESuBgCgdT+UwinYwU8hEez6JwgcKSFBYloSwJ52gsg+XjGJKmiSwMJTEiT2NJtBAlwTQBpWgoDeQimXQUQ3I4moYLY0BuGIIjCJKkoLRI5kg0hRQiYGwgNbB4bPFdd8+ZNX1aZ39k6KU3Xrx68cS1CydOH9pzYPM7m9964fHVK8dXNo6e2nvt5MEHHL2sYG6RqVp0TSfrNl8tCjVHHC/xoSk0S/p4WQlMrmTSQUlwZaoo4RWTabrquC2FOumrdEVhqzob6IJvCRWdDQw51OWgKFYtzpHwqk5XDX7cUGoq44pwqOOrJ9zXX3jgJ59tbbV+2vrt6dYfb7T++uOvfrKj9cWx1u/Ot/7l8K8uvfWbzza2Pt/z5U92/emH2//8va1//O6WL3+y46a+weQ9Dz5eAAtLI9EMgKSyAIDgCMEUEAphREzQKMmkZI0SJUqVaVVXDVfSTcZQOVXjNRGROYwXaVFDRZkSdF6xWcVk9DKrV0RNphSBNousrAuqLqqmpBuMLpOqQsk6p2gUwyAsBzEMIrC0phCiSrACLkoIK1AcT0gabVmsIvGqwWrldRv3nbv2yfptu9Zv373p4JFNh09tO3jy2KVrH1z5eMfOPc+//GLFD1TdKge1sFYLa6Ffb7phxfX9aqM5PtFYMb4yrDX9Rn35PfetuGdVEDZKZcfz3ErgeIG/vDkxsbwxPjEehs1KEJpeueg4lXpYbdQ8N/C9sF5vVGqBG1QdJ/C9mluuemW34vlBMwzrNdcpWWVdVARVVzRN1mVBkQVZlVmBy+dzqx9/7uLVb584c+6dte++v3HLu1u3v/TO+zv3Hjh05NA3n3uiUjR5FiNpgKQIiqUphuZZVpJZliFZEhJ5UpJpUeBYlqc4lhd4WqBEmRVYnKUximYEWWQJjKFwksEwAsFxmGQpmsMpDCAwjMQRUWRkHidJgOEohiUFnhV4imVwgcUdQ3Zso2zpRZ11DL5ckvyyUinqbtmoFHWvpHiOFgQl1yn5JaXuaTWvHHpW1dFKRdWzdc9S3bLmWlLFluuOMu4rE645XrFDV68UFdsQLFv0PKPiaaFn2aqmSJRn8KWi7DlSpay7mmoJlM7CMp2RKJhCoVw2Nja4dNmyJW++9eZ3Pvn41KEDxw/uO7F/x2vffGbNq69e/vDCJ9evvLXm6VxiIJsZLQCDyWxfIT+MwVECTaD5OAYlCDxBY2k0lyXyaSg7CoNxnMgQeB5DcxiYpvNpAsricAIDoxyeo+EkDmYJpICgWZrKsWSeI3MMlcfwOIflOCTDwmmWSsPAGJodg4AoAsSRXBSEIwyRF3GQgwG8kCHAJBAfTg0NJHt7Fi2YN3Na1513zamtCD84ffCTS6cvnDxyePemPRveeP25Rxrj9fWb3/rOR+deWL3c44lKUbBFoqmK93lGYAkVDa+YtKtxjkiGFjNeUgKTa5YF3xYcg3Q13DNJhydLDF7ReF9mHA61BcxR8cBm6rYQGEKzLK90xJpONUy2YfFNRwtMKjTIiZJw/z2VN1556B9/uKvV+ofWr0+2/vhp6y/f/+rzHa3fnmz9/sKXPzvyL2fe+OKzTa2f7m99vqv1+Z7W5/taP97Z+sm+mx588DEYQ3v6h0cL+QyM5jEcxmmUZkhR5GQDZhVWMThZY3mV5DReNnTTEyybt1ReUzhboC2Zt0qCZYu2yeg6oeicaLCqwau2rKu8KAhGidPKvGFxqsnrRUHXCUWlNF3QdVbRcVXBZYlXVVkzeEmXbZtUFIznKFkSbUcvu4Ju8Kp57wOPfXD1o91Hjry9cdvmnYe2Hz6x5cDxQ6evfHD9WwdPnHz7zddX3X+/VS6brm94oVsdrwR1P6g5vhcEYb2xPAxqYa25vNZs+DXPr3p+tRpUq/V6tVb3w2o1rDfq437gh7VKWKsHQdXzXK/iV4LAD6p+WA/8MKxUaoHfaDSDsF6tBUEQuL7rBU690WysuLdS9W1LVRXZMk1FlViepnlWVBVWYClOfH/r/gvXPtlz8NCb77+3ede+d7dsf+3djUdPn9q9a8cjD6wyeYFmSILGCJrEGULkWJ0TeI4mSIxkEZYmBJ7nOJameU4QRVnkBIFjOAYjBI7SVEngOZzARJnnZQqGIZwkaQqjCZBEshgEoADKcQTFoSSLW4asaxTLEyJHcSwj8bRtqpLIK6rgVYx6pVzxysWiXjYUz5WbDTvwpKqjlW3Lcex62Rq3tYqteI7hOLJjyWVF1gXWtpRyWa2WlVrFDn3FcyWnKFXLimuzJYMtW5JXlr2y6pVVV1ctkXFNqeKY9aoZWEpRFGyZ9UzS02mDIxgMgPOJ+FhfT+/Sl19++bvf+ujMsUPHDu7duX79Gy+99OTTT1++cvHjj69u27AOBdJpYCRfGElnBwl8jIdSDJJCcmNwZoxC8ziUgbIpPJ+Gc6MolCDgBJFPAvk4VIgT2QQJZlEolcuM4hhI4wAMZikij2IpBi8IGEjBERiMY3CWpxAKyzJYRqQKLJpCcsN5YBRFUgiQoPA0jaZFFKLhLJSPEYVEbnQoMtCXGevv71k4e05397QOkkZ27d748ZXTH549cebI3sNb12985bnVK2rPv/DEt6+f3/rmmorMlDTOFLmqwTVKUlhWGyWxXhJqtugbTKMk1TXekVBXhMs84ihEWaEqGuNpeFUhApOrmUwok2WZdGSqotOOTDoS1SwpDUus6+y4zU+UpEZRqupEQ2PGLX71veHrrz72z5/vbbV+/NUv9n/1l++0/vT3X/10Z+u3J1t/uPiXH+27seHJG0de/Y9vbf/T9/b86e93//n7O/7w6eZ/PvvOTRgG9EeHR1LpJFBIEUQKw3GKo3mBUhRS0lDZ4DRD0XTVLGqao2klo+xwRUsyddk0zKprlEusZol2WTFLgmWzlimaRdUu0qLCarooaZJq0LqGq7qs24Jls7JGqzqja4KhqcUSpcgkJ5A8z4s8z0myXRbNIq3rQrnk+b5ZqWhO1TTC7bsPnLp85d0t29/btHvrgVOb9hzdc+TcqSvfOn3pw/Ub33/m6SdLjl8Om7bvFT2vEo7Xx1eGE+PFStX3a0HYDGu1eqPRbDSCsOHUAi+s1SdWji9fGdbDSjV03GrR9splr+J7rueGYTAxPl6tNYJKrRaO18Jm4FVczxlvNoNqvVFvjo+Ph42g7DqO7zu10AvqTuCZhqEqii6JvEDTHMGLPMsJEIKMr7j/zJXrpy9d3rhp6/tbduzYf+Sd9Vvf37H30vWr6999J6z4DIbQPCXILCMSEs+YIq/xosDwnMCIEs3RBMkzCInQBC7JPC+LnCIxIispEs9RHEuKFE7RmCCxFIkRAECTGEdiFALxDMoyGM2SLEuSHEZRmMqSMo9QLCxwBEvgksgZqmyZvGmKFbdY0hRFEuyi7Jr6uFuuV6yyzfklxdQFx1Zrlu0bul9SfM+oeKprSSJHcxxtGrJTNKoVy3cNzxJdk6sURc8Wyya9vGI2ioYiEYbC18vGSsdu2ka1qJZtydUkR2KqRWPc0ZtlKSwKRZFWCBgvpJPx0WX9vU9985nv/923Pzhy9OjBfa+tefqR1asefuKRs2fO/ODTT8/u3SuiQB4cRuAxBE1QRIoHUxSaBoA4mY9JcJ6BcwgQw3JxvBDHwSReiFNQloTTMBQjkQwL5jEgCYFjFJblcABFMyScIIA4mcuwYJZBkjyZY7A8CxcwOEFgKTgfI4EkiWUwJIXCKQKK81Qax+JoJokACQrOQMkonBpLx3sT8SVjQwsXLpgxbUbnQF/fiy9+88b1859dPXtk+5ZHJyZee+qh5x5e8eADK69cOnnl+MHljlGUaUcTApvydKqq84EthGU5LEueQbkyWZJQTSjYEuBpsK+Qjkb6ltAosc0yN+HKK8rCco2sWVTDYJqmEFhCzRKaJWW8KN1T0SZsIdCYqs7VDLphMs0S+eC9lbWvPfGvPzvQan3e+uWh1l+/1/rv77b+YWfrP0+1fn/hrz/Z//0Daz7c98LfnXn759/a+h+fbv/Nt7f+9sb2f7jw7k2R2EiikI2BEEjQBYwBKI6RDEbVSU1DZQVRVFxSCN7UHE83S5JeZAxVLpW0sssalm6XBV2jdYOyy7xqK2aZVRRetxhNx0RRUDXJsDlFpySFkCRKlnlB4XSDNU1W1UVd10pFVlQIhkclkVIV0TQUt6zYJaVcsv2wEjbCieUlp/bEE69e/vjGzoNH3t6wc9v+Y1sPn1q7fd/pix9fuHZj+86dL7/4/ERzebFac+r1YMKvNyths9GoN2u1ifrE8omV93lhsxz6zYnxlStWhuF4xW8EYSMMmxPNFUHo15uN8ebK8P+VWKdNcpSHAYD5F8TBwaFC4YpsE4xAK+0xOzsz3T19v2/3+/Z933fPrHaXQ0Ix6DAmgBCHJUte3YtWLFiAJCMwElfMYQyJIS6TKgcnLoey45QxMfaHpKLJhzy/4imatKiSJLV8z4uTqirbUdXUbTtabJpRlMVeEKRJFkZFGidlHvtJ7IdRNRplVVMmuRd7qq5oMkZQEiRRwVCTAU0OByR9ePXE6+++d/6FF44eO35m/bmTp84++u3VjfMvXnnt1Qf23WdbOpA4CHgRAU3HhooRgKZiYkkVORoxjCSLnEAzLCPwQ2yIWJVEQaRFXgRQoIYMT/H8kMeCgAFHkzI5UBGvaRLkCSQwELJQEkQgAsCzHCVDEsG+rDIQMEjkHBN5NgpNZJvYsA3LwJ6pB6EdunrlumXoxo6R+noUq0mol7ZZ+l4W2pGnxo6ceVg3JFWVXEcPHCP0rTjUcx+XNspdzTckz1MKT08NHPtaahuVo2WOFTl65KqBK/s6ch0t8oxR6LS+6mt0qHAaT9CDmbnZ6VtuuTVN0xOHjpxbO7V26tip04ee3Vjds2slNKM97Y6/u/NuzPcYeoYltvYXbqeIacAuDIdzBDnDEnMy08WAgPyAGcwN+1vpzhTfm+KpaXE4L5CzQ3J6SMwOulM8PQ/ZLk3MDIlZlpphBtvI3jaR7mCBRMMBpOdFem5ITi90pvq9GYHqsuS8yPaHVJcmNyN2FrLT3GCG6c9CYp7rd8Fwjultnt+2aerWm7524/Vfuu7av7zh+rBINk4cfWH9zDOrh/feXT7y4J2rj35zpa02Th999+L5b4yq1MaVBUuDj1S6MGAR4NLHTWJkNkpNITSEUOVihU90NjVAqA1DxBQmLD24lBsrudoGsHS50mJGARxFSmKIhSsuBtL2xFiK1FBlQ1Mofa125dIBO1bCw49949e/uDCZ/Hzyyfmr//vR5PP3Jx+vXf39y5M/vPbfHz398UsHfvnm4d/++MlP/3HtTx+s/fGDs5//5Kk/fbB+TYcgCJoheEBCTYAGrxs8MkXsYDfksUogxGGdk31B83jLFi0bYl2xPEmzGKzKuo5dA9km1GweG0DVRU0TVROaNjQt3fexZfASAkhVLJPTDYBMzXQ4QyNVFTmubNhYsXisUVjmdEN1fMnQoabrjhVGaZDGUZp5drJ39yOnT549cuTkoeMba89ePLX+zIGDJw5/58zqkbVHHz+4srzi+2netvn2cdXUeZHHZeKFYVlUSyvLTbuYVU05qtu2LOoiDFLbTII4r0dLd6zsWF5Zbhe3j5buKOo6ybP8/6vRjssyH43ysomjsijLKsnTOM7CMI7DIo3DLAuyuqrasm4KP4qDwPNdz3UszzQlVRUgRljlBabb7QZR8fab777+xpsnTp1cWz9z4tTpnffuffSJY6+++e6FixfGbSbJQ6xxuoE5RdQ17Di6jGUEJQhEQWCxJEpQVDA0DR3rEtYAQqLIszxN8SxDUSQArCRyrMjxggBZShWGBgYqAkhmAUNBnmZ5BkJgqkiBvI5ZWxc1lefBUIaMZ8I0dnPfq9IgT53Y1bPQTgInj/QsNDLfyF3LtxU/0JLAaDw7C7TE1x0TeLac+VboW7GFIs+IQ6fMwu1VtLwUba+DIrBiVy5SL/Y135YSXw0NKVDFxFLLyKkiPw/NxFdT38g8pXCM0lUiWwwVwRSp4WB629bb/+brt9ihuv+RPRcubJx7buO1Vy59+NYrq4/vDUKFFzkvcjWJohdmmN7Wfm8zRXdZgRT4HsvMC1xfBh0D9TFD0INOr79VHHQBMS1QWyExD4ku0dtCkh1m0GWHC4jrSUSnN7dlobuFJmdFqqtylMaRkBxQ/a3U4DaOnCPnpzlmHoH+cDANBUKFBENsEYltqtBFbFeg5gDTk5gOGE4zC1t7t39t7rZNt/z1jV++/ovX//mfCTI9rqM99+x4/P67Nk4/8MOXTpz77iP77hqXnrGYRTvaJFH5CLGJAVKfGwVo5OHMFnMbNQ4qXKkO0ShFsYUjE5e2Uvqw0thYZQqLbxw8ipU2ALkt5o686KkjX0pcscm0xQi1nrbdMxtPKgOp9fXS0ppI3bmSfffg7t/9+8XJ5KPJJ+evXv3Z5A/vTD5+8urvfzD5/I3P3nvqzScf+PDlg79668Qnb5/8zdsnf/PW2n+8vfbbt05e0xuylKCyskFJqgANARg8wBzSoe6JispgJJoWcgLZcrHjYNNSHUc2LEE3RKzKSNFNyzAdWfOg5gHHxp6reD62HdnyFDuCSAYSxLqpuq7k2n2AIbaR60HHlyxHUgxVMy3LhqrKI1WSVEE3Fdt2AsdwbT9zbd/U9eCenXv33f/w4aOnDp1ef/Lp588997279+xJRncur+zeu+/+IErCvEiroqraIquSvAyrIh0v5k1VN0XbLJbtuGyq8ahZXrljvH2lGS/nVZvXo6YejZpx2bZtu1QUVRqnSZyUZbW0dEc7aos6jvM4SIoijLM4DooiLaosLYM4zrI8TfO6rLI08qNYd0zTtHXdtCxDVpGMFUP3RSAMFuZ2LP/t8YNrjz382KEj31l/6pmjp04dO3v28JHTly5cOnbwccdGLGSwKqqGomjINLBpqUhTRMBDSYSSiKEgCKzEc1iSAAK8xElQgBKPJJbniSFPapKIBEFFEMsAcpwiC7LEApEFgIMiz9EUz9EKlhQoIJZWAGvIwFCAjHlFAZ4L40AJfLPK/TZ1c88qSyeLnTbz2sprM7eK/Szz6tKpc68MHN9RAkfybME3oKvJfqgXuZnHVhH7ozxYbrwmdRLfLCO3iq06DeoiiBIjC608sorMWayCOjarwClDr82cOtSLQMkCrQr03MOpgz2JBvR8d2bqK5u+7DjaudVDLz751JWnn3v9uUs/fPbi5Y2182dX1088sf++HdpgoTe7hehvFYezAtURRYJn5mmyy9MkR3YlZoEnZylyG03MSDTBDmY4ZhZSC+JgZjiY4ogOoPsivcBTM+Jwjic7VG8aUB2J7eoijZiBQMzy7Azg5xRhAIZdltwG2WmR6WBAaMKQJeYFak5le/JwXuLmBLrHk7MitY3pbOlvuWlm86bNN9/0lb/64heuvXaWnDl0aNezG0+8/P3VH726/tGPrrxz+XvPrx3cv3e8+95ipQxsfmhDKnP4pVZZzrXGx5EpuQpXRfI4VdoE5QGMPKWJrCJQKxe0llgnKPXEWAO1LY9dUAdwlFi1p0SGUHvy3YV1V2m3ttIYoHWFcSAt+7hycBMr9yznx4/c99l/vjC5+uHkV+cmk59PPntr8q9nJ59dnvzx9V+/c+bZQ9/6/vqBV84+fGXtwCvrT1xZO/Damf2vrj94DcnyfYB6HOzT3BBgCTrY0Iayyim26rqG7yu+b/i+7jpIs7DtK35g+4niBRyWgKZjxdRNV/UCWbV0P3STFJsO0BXFclXdxabOK1hUDajrsqYh2wWGjl1PNQNds0QgI9NwPUc1XEX3ge5Byw/TLEwjJw7csnCiyNDjfd988PiZs+cu/uD5ly5fuvT6+YsvHT/79AMHD977rQfrtozzNGnaKM+yMi+bxbSokqauF1fadmk8akdNU7WLaVWlaVGWo7ZdqutRkud5VZVtE6ZFllRV0Vb1KCvbMC/zshjVS00zSos8ScsoLsqiyKoyHdVFXlVlUzf1eDwateMqr+PQL9PcdRysYUVXZFkQZV7TRUOWWY5hWerO0R3L4+U9u/c89ND+o8ePv3j50slTa7v3Pbzz7p277tquG0hCMoAAKdj2TMvWDQ3pmiyrUDeQpmEJS7IuixwtA6DrSNUxQiLCQFUkIDECpA0VKViWJFHHCEKJE3lVAQhyPaIjCqwsASSJWOI1HWq6bJvIUpEui5YmKxAErlbkXpIGeRYUntOEThrbvqekkV6lduZasWGUSbBYZuMsaXM3z/zItyNHCXXJVXjPwkVqF7GZO3oVW1VimQYyDCn1rcBTY9+qYivyjSxwysQuC3dU+VVulaGVh24RGE1iNYlXpVYV6m3qJI7kqowMKKo7veXWTZtvvnnu5q2Dm6d6t92OKS7gOXLzHCbFCFsmQVG3bx4udIbEgjCYg0SHpbskMTUkuqosYJYRiD5Hzw6oKXIwLVIdkepgmZZYEtJdLPZkpicJA3k4EPtzHDnDE7MK39fYHuIWFJ4QBx2enIXMvMb3kUTJgELknEBNU/0pyHaRSCKOEIbzItmRuQXIdbnhHE93ADcD+tPE1Ffnbtu07es3fvXGL/3FdV+44YbrUhnsDsK9af7EjnsO7Nr10PJdB3fde/i+e/dvr2tNDSBwwTBAw9RkKxe0Hk5sEAUgceTGAaUNUxsGtlD7qPZh44i1LpYurDxYO2phocqXcg9mtlxHcu7h2pPHFtjuKa2rLXrK2IWLgTwOUe1K40jZuZKdOLrnv353efI/H1z95TNXJ/8y+fTvr/7bU1c/vzL5/LVPf3L2jYuPvPfGYz9999s/ff/wP71/9Gc/Xv3FP5z+5w82/g+Z2y+0t9BsgAAAAABJRU5ErkJgggA=" style="margin-left: auto; margin-right: auto;" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><!--[if gte mso 9]><xml>
<o:OfficeDocumentSettings>
<o:RelyOnVML/>
<o:AllowPNG/>
</o:OfficeDocumentSettings>
</xml><![endif]-->
<br />
<div class="MsoCaption">
<span lang="EN-US">Fig.3 Embee NAN 1000 nodes per coordinator
at the exhibition in Amsterdam (2012)</span><span lang="EN-US" style="color: black; font-size: 12.0pt;"></span></div>
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:HyphenationZone>21</w:HyphenationZone>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>UK</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:EnableOpenTypeKerning/>
<w:DontFlipMirrorIndents/>
<w:OverrideTableStyleHps/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="0" Name="Body Text"/>
<w:LsdException Locked="false" Priority="0" Name="Body Text Indent"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="0" Name="Date"/>
<w:LsdException Locked="false" Priority="0" Name="Hyperlink"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="0" Name="Normal (Web)"/>
<w:LsdException Locked="false" Priority="0" Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Обычная таблица";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:10.0pt;
font-family:"Times New Roman","serif";}
</style>
<![endif]--></td></tr>
</tbody></table>
</div>
<div class="MsoBodyText">
<span lang="EN-US">Embee Company is manufacturer of large
scale <b style="mso-bidi-font-weight: normal;">Zigbee wireless mesh network</b>
for AMI, Self-healing Grids, Microgrids, Demand Response, Distribution
Management Systems solutions. </span></div>
<div class="MsoBodyText">
<span lang="EN-US">Embee NAN as Product is reliable, with
transparent network layer, ready to use communication for Smart Grid, Microgrid
solutions. The Embee NAN </span><span lang="EN-US">allows
you to combine <span class="alt-edited">in single</span> wireless radio network: smart
meters, inverters, batteries, a variety of energy storage devices that have an
interface <span class="alt-edited">RS485</span> or another. Embee NAN as Product had tested and
debugged<span style="mso-spacerun: yes;"> </span>during 2 years. (see Fig.3). The
program of testing NAN included about 150 points. Today Embee NAN ensures 100%
communication in the mesh network between devices. </span><span lang="RU" style="mso-ansi-language: RU;">О</span><span lang="EN-US">ften it can be seen that
the communication technology 433MHz, 868MHz, 928MHz use a star topology, with
increased output power and extend beyond unlicensed band. Embee NAN uses Ember
(Silab) Zigbee stack with <b style="mso-bidi-font-weight: normal;">200 hops</b>
and <b style="mso-bidi-font-weight: normal;">every minute route change</b>. These
two advantages Embee NAN override the lack of weak radio propagation inherent in
that range 2,4-2.48 GHz. We debugged addressing probabilistic algorithm, which
allowed us to get away from the problem of poor propagation “point-to-point” in
Embee mesh network layer.</span></div>
<br />
<div class="MsoBodyText">
<span lang="EN-US"></span></div>
<div class="MsoBodyText">
</div>
<div class="MsoBodyText">
<br /></div>
<div class="MsoBodyText">
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:HyphenationZone>21</w:HyphenationZone>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>UK</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:EnableOpenTypeKerning/>
<w:DontFlipMirrorIndents/>
<w:OverrideTableStyleHps/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="0" Name="Body Text"/>
<w:LsdException Locked="false" Priority="0" Name="Body Text Indent"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="0" Name="Date"/>
<w:LsdException Locked="false" Priority="0" Name="Hyperlink"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="0" Name="Normal (Web)"/>
<w:LsdException Locked="false" Priority="0" Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Обычная таблица";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:10.0pt;
font-family:"Times New Roman","serif";}
</style>
<![endif]-->
</div>
<h2 style="text-align: left;">
<span style="font-weight: normal;"><span lang="EN-US">Embee NAN easy implement, fast deploy, no maintenance</span></span></h2>
<br />
<div class="MsoBodyText">
<br /></div>
<div class="MsoBodyText">
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:HyphenationZone>21</w:HyphenationZone>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>UK</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:EnableOpenTypeKerning/>
<w:DontFlipMirrorIndents/>
<w:OverrideTableStyleHps/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="0" Name="Body Text"/>
<w:LsdException Locked="false" Priority="0" Name="Body Text Indent"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="0" Name="Date"/>
<w:LsdException Locked="false" Priority="0" Name="Hyperlink"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="0" Name="Normal (Web)"/>
<w:LsdException Locked="false" Priority="0" Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Обычная таблица";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:10.0pt;
font-family:"Times New Roman","serif";}
</style>
<![endif]-->
</div>
<div class="MsoBodyText">
<span lang="EN-US">The component network and point of
entrance in Embee mesh network is Embee modem with UART, 12 ports I/O, full
transparent API mode for any protocols of different devices (smart meters,
inverters, batteries, ets.). <span style="mso-spacerun: yes;"> </span>Data
aggregator unit (Data concentrator) with Ethernet/3G communication to WAN,
switches between protocols of devices one network.<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoBodyText">
<span lang="EN" style="mso-ansi-language: EN;">Average time of
data reading one electricity meter in the network 50-200 pieces is about 3-7
sec.;<span style="mso-spacerun: yes;"> </span>300-600 pieces is about 10-15 sec;
1000+ is about 20 sec. per smart meter. </span><span lang="EN-US">The coordinator
of network sends </span><span class="shorttext"><span lang="EN" style="mso-ansi-language: EN;">very fast broadcast “one-to-all” (about 2-3 seconds). </span></span><span lang="EN-US"></span></div>
<div class="MsoBodyText">
<span lang="EN-US">The distance between distributed devices
in network 200-800 meters in urban territory and 20-30 meters in home. Output power of module is 2 or 100 mW. </span></div>
<br />
<div class="MsoBodyText">
</div>
<div class="MsoBodyText">
<span lang="EN-US">T</span><span lang="EN" style="mso-ansi-language: EN;">he user can select any address format with devices in a Embee radio
network. It can be either a numeric or string format.</span><span lang="EN"> </span><span lang="EN-US">T</span><span lang="EN-US">he user selects
addressing format in step integration Embee radio module to the network device. Embee network easy deploy. <span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoBodyText">
<span lang="EN-US"><span style="mso-spacerun: yes;"></span>For example in AMR/AMI
solution:<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span> </span></div>
<div class="MsoBodyText">
<span lang="EN-US">- Install smart meters to
customer.<span style="mso-spacerun: yes;"> </span> </span></div>
<div class="MsoBodyText">
<span lang="EN-US">– install
Data concentrator in any place of<span style="mso-spacerun: yes;"> </span>mesh
network.<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoBodyText">
<span lang="EN-US">– Install secure parameters of mesh network from WAN. <span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoBodyText">
<span lang="EN-US">– Install communication link with Data
Concentrator through Ethernet/3G.<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoBodyText">
<span lang="EN-US">– network ready to use.</span></div>
<div class="MsoBodyText">
<br /></div>
<div class="MsoBodyText">
<span lang="EN-US"><!--[if gte mso 9]><xml>
<o:OfficeDocumentSettings>
<o:RelyOnVML/>
<o:AllowPNG/>
</o:OfficeDocumentSettings>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:HyphenationZone>21</w:HyphenationZone>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>UK</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:EnableOpenTypeKerning/>
<w:DontFlipMirrorIndents/>
<w:OverrideTableStyleHps/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="0" Name="Body Text"/>
<w:LsdException Locked="false" Priority="0" Name="Body Text Indent"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="0" Name="Date"/>
<w:LsdException Locked="false" Priority="0" Name="Hyperlink"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="0" Name="Normal (Web)"/>
<w:LsdException Locked="false" Priority="0" Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Обычная таблица";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:10.0pt;
font-family:"Times New Roman","serif";}
</style>
<![endif]-->
</span></div>
<br />
<h3 style="text-align: left;">
<span style="font-weight: normal;"><span lang="EN-US"><div class="a">
<span lang="EN-US">«Embee mesh network has largest pilot 3860 pcs
smart meters per one Data concentrator in suburban city. </span><span lang="EN-US">From 2010, Embee has 120 000 pcs installed
smart meters in AMR solutions».<span style="mso-spacerun: yes;"> </span></span></div>
</span></span></h3>
<div class="MsoBodyText">
</div>
<div class="MsoBodyText">
<span lang="EN-US">
</span><!--[if gte mso 9]><xml>
<o:OfficeDocumentSettings>
<o:RelyOnVML/>
<o:AllowPNG/>
</o:OfficeDocumentSettings>
</xml><![endif]--></div>
<br />
<div class="MsoBodyText">
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:HyphenationZone>21</w:HyphenationZone>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>UK</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:EnableOpenTypeKerning/>
<w:DontFlipMirrorIndents/>
<w:OverrideTableStyleHps/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="0" Name="Body Text"/>
<w:LsdException Locked="false" Priority="0" Name="Body Text Indent"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="0" Name="Date"/>
<w:LsdException Locked="false" Priority="0" Name="Hyperlink"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="0" Name="Normal (Web)"/>
<w:LsdException Locked="false" Priority="0" Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Обычная таблица";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:10.0pt;
font-family:"Times New Roman","serif";}
</style>
<![endif]-->
</div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img alt="" src="data:image/png;base64,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" style="margin-left: auto; margin-right: auto;" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Добавьте подпись</td></tr>
</tbody></table>
<h2 style="text-align: left;">
<span style="font-weight: normal;"><span class="shorttext"><span lang="EN-US">Radio </span></span><span class="shorttext"><span lang="EN" style="mso-ansi-language: EN;">propagation is not a
problem for Embee NAN.</span></span></span></h2>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img alt="" src="data:image/png;base64,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" style="margin-left: auto; margin-right: auto;" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><!--[if gte mso 9]><xml>
<o:OfficeDocumentSettings>
<o:RelyOnVML/>
<o:AllowPNG/>
</o:OfficeDocumentSettings>
</xml><![endif]-->
<br />
<div class="MsoCaption">
<span lang="EN-US">Fig. 4 The smart meters is in the metal
cases along the street without external antennas. Distance between metal boxes
is </span></div>
<div class="MsoCaption">
<span lang="EN-US">40-50 meters. </span></div>
<div class="MsoCaption">
<br /></div>
<div class="MsoCaption">
<span lang="EN-US"> </span><span lang="EN-US" style="color: black; font-size: 12.0pt;"></span></div>
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:HyphenationZone>21</w:HyphenationZone>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>UK</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:EnableOpenTypeKerning/>
<w:DontFlipMirrorIndents/>
<w:OverrideTableStyleHps/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="0" Name="Body Text"/>
<w:LsdException Locked="false" Priority="0" Name="Body Text Indent"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="0" Name="Date"/>
<w:LsdException Locked="false" Priority="0" Name="Hyperlink"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="0" Name="Normal (Web)"/>
<w:LsdException Locked="false" Priority="0" Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Обычная таблица";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:10.0pt;
font-family:"Times New Roman","serif";}
</style>
<![endif]--></td></tr>
</tbody></table>
<h2 style="text-align: left;">
<span style="font-weight: normal;"><span class="shorttext"><span lang="EN" style="mso-ansi-language: EN;"> </span></span></span><span lang="EN-US"></span></h2>
<br />
<div class="MsoBodyText">
</div>
<div class="MsoBodyText">
<span lang="EN-US"></span></div>
<br />
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:HyphenationZone>21</w:HyphenationZone>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>UK</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:EnableOpenTypeKerning/>
<w:DontFlipMirrorIndents/>
<w:OverrideTableStyleHps/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Обычная таблица";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:10.0pt;
font-family:"Times New Roman","serif";}
</style>
<![endif]-->
</div>
EMBEE Ltdhttp://www.blogger.com/profile/08283391653715760179noreply@blogger.com0tag:blogger.com,1999:blog-587063241041653161.post-13156819317935180832017-06-23T09:48:00.000-07:002017-06-23T09:48:02.524-07:00Радио технология LoRa <div dir="ltr" style="text-align: left;" trbidi="on">
Занимаясь беспроводными технологиями с 2007 года, я отслеживаю технологические тренды в беспроводных коммуникациях. Многие, кто начинал заниматься Zigbee в 2008 году, уже даже нет в названиях. Многие компании купили сильные игроки типа Silab, Philips др. но я это говорю к тому, что компания Microchip длительное время технологически выпадала из игроков сегмента wireless, попытки предложить рынку свои Zigbee решения, не особо прижились на рынке и не имели популярности. Спустя время, Microchip решил сделать некий симбиоз на 868 МГц и успех похоже в маркетинговом инструменте был найден. LoRa - это очередное красивое маркетинговое решение, которое быстро подхватил рынок. Но не все так просто.. Чудес в природе не бывает. Физика она БОГ! Поэтому ждите моего анализа этой технологии и ее перспективы применения в будущем в аппликациях АСКУЭ. </div>
EMBEE Ltdhttp://www.blogger.com/profile/08283391653715760179noreply@blogger.com0tag:blogger.com,1999:blog-587063241041653161.post-26506893939979177182017-06-23T09:19:00.001-07:002017-06-23T09:19:09.983-07:00Подводные камни коммуникаций PLC. Физику обмануть нельзя!!<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<br />
<img alt="" height="481" src="data:image/png;base64,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" width="640" /><br />
<br />
Вот еще одно доказательство, что коммуникация PLC это несовершенная технология. Хочешь что бы оно надежно работало, есть f - частота модуляции информационного сигнала в линии 0.4 кВ, есть L, есть С. так вот господа потребители, вы не можете влиять на частоту, это собственно стандарт PLC-1, PLC-2, 3G-PLC, еще там разные вариации стандартов. У этих разновидностей стандартов, разные типы модуляции и частоты поднесущих информационного сигнала. Вам на этот параметр повлиять никак. Вам можно влиять только на L и C, модернизацией линий на новые провода, короче вложением денег в компенсаторы этих составляющих. Но, если сегодня вы это сделаете, то не факт, что через 5-10 лет работы, эти параметры не поменяются.<br />
<br />
Вывод: В апликациях АСКУЭ и подобных использовать такую коммуникацию рискованно, затратно, и хлопотно!!! <br />
<br />
</div>
EMBEE Ltdhttp://www.blogger.com/profile/08283391653715760179noreply@blogger.com0tag:blogger.com,1999:blog-587063241041653161.post-48955659405244993032014-03-05T07:32:00.000-08:002014-03-05T07:32:25.465-08:00Сравнительный анализ частотных диапазонов 433 МГц и 2400 МГц для применения в АСКУЭ<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="MsoNormal">
Для понимания, что лучше все таки (433 МГц или 2400 МГц) для
применения в системах АСКУЭ, обратимся к физике. На основании этих выкладок
можно говорить о том, будут ли реально работать большие объекты АСКУЭ на этих
частостах. </div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
План анализа:</div>
<div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<a href="https://www.blogger.com/null" name="OLE_LINK1"><!--[if !supportLists]-->1)<span style="font-size: 7pt;">
</span><!--[endif]-->Физика распростанения радиоволны в эфире.</a></div>
<div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<!--[if !supportLists]-->2)<span style="font-size: 7pt;"> </span><!--[endif]-->Полоса
пропускания обеих диапазонов: </div>
<div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<!--[if !supportLists]-->3)<span style="font-size: 7pt;"> </span><!--[endif]-->Скорость
передачи данных в этих диапазонах. (данных 2-х типов: пользователя и сетевых
служебных данных самой сети)</div>
<div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<!--[if !supportLists]-->4)<span style="font-size: 7pt;"> </span><!--[endif]-->Помехозащищенность
каналов связи</div>
<br />
<div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<a href="https://www.blogger.com/null" name="OLE_LINK2"><!--[if !supportLists]-->5)<span style="font-size: 7pt;">
</span><!--[endif]-->Возможность шифрования данных в радиоканале.</a></div>
<div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<a href="https://www.blogger.com/null" name="OLE_LINK2"><br /></a></div>
<div class="MsoNormal" style="margin-left: 18.0pt;">
<b><u>Физика распростанения радиоволны в эфире.<o:p></o:p></u></b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Кратко: чем ниже частота, тем распростанение лучше. Т.е при
одинаковой мощности передатчиков 433 и 2400 МГц, сигнал 433 передаст данные
дальше. </div>
<div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<a href="https://www.blogger.com/null" name="OLE_LINK2">
</a></div>
<div class="MsoNormal">
См. формулу ослабления для свободного пространстава:</div>
<div class="MsoNormal">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-a1He-bXw2_U/Uxc-hGEionI/AAAAAAAAADo/lXoRkmPeh-k/s1600/%D0%BE%D1%81%D0%BB%D0%B0%D0%B1%D0%BB%D0%B5%D0%BD%D0%B8%D0%B5.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-a1He-bXw2_U/Uxc-hGEionI/AAAAAAAAADo/lXoRkmPeh-k/s1600/%D0%BE%D1%81%D0%BB%D0%B0%D0%B1%D0%BB%D0%B5%D0%BD%D0%B8%D0%B5.jpg" /></a></div>
<div class="MsoNormal">
где:</div>
<div class="MsoNormal">
<o:p></o:p></div>
<div class="MsoNormal">
<i>LFreeSpace – ослабление в </i><i><span lang="EN-US">dB</span> в свободном пространстве<o:p></o:p></i></div>
<div class="MsoNormal">
<i><span lang="EN-US">d</span>
– расстояние в метрах<o:p></o:p></i></div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<i><span lang="EN-US">f</span>
– частота в МГц </i><o:p></o:p></div>
<div class="MsoNormal">
<b><u>Вывод:</u></b> по
этой формуле лучше 433 МГц. Но, если учесть, что для 433 допустимая мощность в
эфире 10 мВт, а для <span lang="EN-US">Zigbee</span><span lang="EN-US"> </span>она составляет 100 мВт то это как раз выравнимает дальности
обеих технологий с точки зрения разрешительной документации ГКРЧ. Технологии
равны.<o:p></o:p></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="margin-left: 18.0pt;">
<b><u>Полоса пропускания обеих диапазонов.<o:p></o:p></u></b></div>
<div class="MsoNormal" style="margin-left: 18.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 18.0pt;">
Для <span lang="EN-US">Zigbee:<o:p></o:p></span></div>
<div class="MsoNormal">
<!--[if gte vml 1]><v:shapetype id="_x0000_t75" coordsize="21600,21600"
o:spt="75" o:preferrelative="t" path="m@4@5l@4@11@9@11@9@5xe" filled="f"
stroked="f">
<v:stroke joinstyle="miter"/>
<v:formulas>
<v:f eqn="if lineDrawn pixelLineWidth 0"/>
<v:f eqn="sum @0 1 0"/>
<v:f eqn="sum 0 0 @1"/>
<v:f eqn="prod @2 1 2"/>
<v:f eqn="prod @3 21600 pixelWidth"/>
<v:f eqn="prod @3 21600 pixelHeight"/>
<v:f eqn="sum @0 0 1"/>
<v:f eqn="prod @6 1 2"/>
<v:f eqn="prod @7 21600 pixelWidth"/>
<v:f eqn="sum @8 21600 0"/>
<v:f eqn="prod @7 21600 pixelHeight"/>
<v:f eqn="sum @10 21600 0"/>
</v:formulas>
<v:path o:extrusionok="f" gradientshapeok="t" o:connecttype="rect"/>
<o:lock v:ext="edit" aspectratio="t"/>
</v:shapetype><v:shape id="_x0000_i1027" type="#_x0000_t75" style='width:471pt;
height:66pt'>
<v:imagedata src="file:///C:\DOCUME~1\9335~1\LOCALS~1\Temp\msohtml1\01\clip_image001.png"
o:title="" croptop="11431f" cropbottom="42517f" cropleft="7237f" cropright="6479f"/>
</v:shape><![endif]--><!--[if !vml]--><!--[endif]--></div>
<div class="MsoNormal" style="margin-left: 18.0pt;">
<!--[if gte vml 1]><v:shape id="_x0000_i1028"
type="#_x0000_t75" style='width:444.75pt;height:55.5pt'>
<v:imagedata src="file:///C:\DOCUME~1\9335~1\LOCALS~1\Temp\msohtml1\01\clip_image001.png"
o:title="" croptop="48002f" cropbottom="5186f" cropleft="6283f" cropright="5715f"/>
</v:shape><![endif]--><!--[if !vml]--><!--[endif]--></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-pK4xf4v_cy4/Uxc_TVqdnZI/AAAAAAAAADw/2ImaNgmjTC4/s1600/%D0%B4%D0%B8%D0%B0%D0%BF%D0%B0%D0%B71.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-pK4xf4v_cy4/Uxc_TVqdnZI/AAAAAAAAADw/2ImaNgmjTC4/s1600/%D0%B4%D0%B8%D0%B0%D0%BF%D0%B0%D0%B71.jpg" height="88" width="640" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-ybe9d-AcujI/Uxc_WBSTF3I/AAAAAAAAAD4/-B3CbvgnFDM/s1600/%D0%B4%D0%B8%D0%B0%D0%BF%D0%B0%D0%B72.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-ybe9d-AcujI/Uxc_WBSTF3I/AAAAAAAAAD4/-B3CbvgnFDM/s1600/%D0%B4%D0%B8%D0%B0%D0%BF%D0%B0%D0%B72.jpg" height="79" width="640" /></a></div>
<div class="MsoNormal" style="margin-left: 18.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 18.0pt;">
для 433 МГц</div>
<div class="MsoNormal" style="margin-left: 18.0pt;">
<a href="http://1.bp.blogspot.com/-2x3sBjuqa5c/UxdAiRrrXPI/AAAAAAAAAEE/VOXNC2kfkHQ/s1600/433.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://1.bp.blogspot.com/-2x3sBjuqa5c/UxdAiRrrXPI/AAAAAAAAAEE/VOXNC2kfkHQ/s1600/433.jpg" height="320" width="235" /></a><o:p> </o:p></div>
<div class="MsoNormal">
<b><u>Вывод: <o:p></o:p></u></b></div>
<div class="MsoNormal">
Для <span lang="EN-US">Zigbee</span>
свободная полоса частот состоит из 80 МГц, а для 433 всего лишь 1.8 МГц. </div>
<div class="MsoNormal">
Рабочая полоса для <span lang="EN-US">Zigbee</span><span lang="EN-US"> </span>равняется <b>5 МГц</b>, тогда как для 433 она не превышает <b>0,4 МГц</b>. </div>
<div class="MsoNormal">
Если объяснить это простым не инженерным языком, то:</div>
<div class="MsoNormal">
- широкая полоса – это выше скорость передачи, а
соответственно возможность передачи больших объемов служебной сетевой
информации, которая как раз нужна для <span lang="EN-US">MESH</span><span lang="EN-US"> </span>динамической радиосети. В эту
широкую полосу можно вложить алгоритмы сжатия и корекции ошибок сигнала. В эту
широкую полосу можно вложить шифрование канала связи. И. Т. Д.</div>
<div class="MsoNormal">
- узкая полоса частот – это отсутствие высокой скорости передачи.
Если допустить, что скорость можно сделать высокую, тогда возникает вопрос, а
чем же пожертвовали. Как правило жертвуют, помехозащищенными алгоритмами
сжатия, от которых сильно загружается полоса спектра. Говорить о полноценной <span lang="EN-US">MESH </span>радиосети неприходится. </div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Для понимания: <span lang="EN-US">MESH</span><span lang="EN-US"> </span>радиосеть требует очень большого
служебного трафика в канале связи. Ведь передаетя информация о 100 роутах
(хопах). Кроме того, вместе с хопами, передается информация с самого счетчика.
Если представить, что вычитка данных со счетчика передается по цепочке их 50
других счетчиков, то это как раз может происходить в широкой полосе с
оптимальной скоростью. В 433 полоса непозволит тянуть информацию о 50 хопах.
Максимум точка – многоточие, или не более 2-3 хопа с потерей скорости. </div>
<div class="MsoNormal">
Это как автомобильная дорога их 10 полос в каждую сторону и
1 полосы в каждую сторону. По какой дороге, больше грузов можно перевезти за
одно и тоже время тысячей автомобилей, которые выезжают одновременно? Ответ
очевиден. Примерно так нужно полосу частот рассматривать и для передачи в
АСКУЭ. </div>
<div class="MsoNormal">
Кроме того, перспективы 433 не имеют расширения по скорости.
В <span lang="EN-US">Zigbee</span><span lang="EN-US"> </span>идет тенденция на увеличение скорости передачи, путем
параллельной работы одновременно на нескольких каналах.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="margin-left: 18.0pt;">
<b><u>Скорость передачи данных в этих диапазонах. (данных 2-х типов:
пользователя и сетевых служебных данных самой сети). Помехозащищенность каналов
связи<o:p></o:p></u></b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Для развеивания мифа о том, что на 433 МГц можно получить <span lang="EN-US">MESH</span><span lang="EN-US"> </span>да
еще и с надежно работающими хопами без потери скорости…. </div>
<div class="MsoNormal">
В этом нам поможет формула соотношения допустимого уровня
сигнал/шум на выходе приемника, который принимает цифровой сигнал. Из всего множества формул, эта как раз
подходит для оценки, так как учитывает скорость передачи в радиоканале и полосу
пропускания..</div>
<div class="MsoNormal">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-WLaVb9gi-Tg/UxdBlgLF5iI/AAAAAAAAAEQ/QZIDt4qMdLg/s1600/%D1%81%D0%BA%D0%BE%D1%80%D0%BE%D1%81%D1%82%D1%8C.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://2.bp.blogspot.com/-WLaVb9gi-Tg/UxdBlgLF5iI/AAAAAAAAAEQ/QZIDt4qMdLg/s1600/%D1%81%D0%BA%D0%BE%D1%80%D0%BE%D1%81%D1%82%D1%8C.jpg" height="61" width="320" /></a></div>
<br />
<div class="MsoNormal">
<!--[if gte vml 1]><v:shape id="_x0000_s1027" type="#_x0000_t75"
style='width:237pt;height:45.75pt;mso-position-horizontal-relative:char;
mso-position-vertical-relative:line' fillcolor="#bbe0e3">
<v:imagedata src="file:///C:\DOCUME~1\9335~1\LOCALS~1\Temp\msohtml1\01\clip_image005.gif"
o:title=""/>
<w:wrap type="none"/>
<w:anchorlock/>
</v:shape><![endif]--><!--[if !vml]--><!--[endif]--></div>
<div class="MsoNormal">
Где:</div>
<div class="MsoNormal" style="margin-left: 54.0pt;">
<span lang="EN-US">SNR</span> - Отношения СИГНАЛ/ШУМ на выходе приемника модуля, с гарантированным
коэф. ошибок. <span lang="EN-US">SNR</span> –
функция энергии бита шумового отношения плотности спектра (Eb/No).</div>
<div class="MsoNormal" style="margin-left: 54.0pt;">
(R)-скорости передачи данных. </div>
<div class="MsoNormal" style="margin-left: 54.0pt;">
(B) полоса пропускания. <o:p></o:p></div>
<div class="MsoNormal">
Своими словами: О чем говорит эта формула? </div>
<div class="MsoNormal">
<span lang="EN-US">SNR</span>
– показывает, на сколько <span lang="EN-US">dB</span><span lang="EN-US"> </span>должен полезный сигнал быть выше шума в спектре сигнала, что
бы гарантированно принимать полезные данные с заданной скоростью и не иметь
«сбоем и глюков».</div>
<div class="MsoNormal">
<span lang="EN-US">SNR</span>
– зависит от расстояния передачи, препятствий радиосигналу и.т.д Этот параметр
самый удобный для анализа.<o:p></o:p></div>
<div class="MsoNormal">
Так вот:</div>
<div class="MsoNormal">
У нас, критичный параметр в этой формуле В – полоса
пропускания. Мы говорили о ней выше. Как раз она меньше у 433 МГц в 12.5 раза.
Значит из этой формулы видно, если В уменьшать, (а для 433 оно реально меньше)
то в результате соотношение <span lang="EN-US">SNR</span>
увеличивается и это если мы не трогаем скорость передачи <span lang="EN-US">R</span>. <span lang="EN-US"><o:p></o:p></span></div>
<div class="MsoNormal">
Для того, что бы чувствовать как работает формула, приведем
график: </div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-9LgqYIFAKns/UxdCSYSCLOI/AAAAAAAAAEY/RarPPb-PyqM/s1600/%D0%B3%D1%80%D0%B0%D1%84+copy.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://2.bp.blogspot.com/-9LgqYIFAKns/UxdCSYSCLOI/AAAAAAAAAEY/RarPPb-PyqM/s1600/%D0%B3%D1%80%D0%B0%D1%84+copy.jpg" height="332" width="400" /></a></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Из этого графика видно, что чем выше скорость передачи
(например для <span lang="EN-US">Wi</span>-<span lang="EN-US">Fi</span> =2000<span lang="EN-US">kbits</span>) тем нужно обеспечивать более
широкую полосу передачи при заданном коэф <span lang="EN-US">SNR</span>. А мы знаем, что у <span lang="EN-US">Wi</span>-<span lang="EN-US">Fi</span><span lang="EN-US"> </span>работает вся полоса 80 МГц. У <span lang="EN-US">Zigbee</span><span lang="EN-US"> </span>для 250 <span lang="EN-US">kbits</span><span lang="EN-US"> </span>полоса
5 МГц из них для данных самих счетчиков остается только 9600 бод. Таким
образом, когда говорят, что 433 МГц обеспечивает такую же скорость как у <span lang="EN-US">Zigbee</span> с построением <span lang="EN-US">MESH</span>, то в это уже мало
верится. Соотношение <span lang="EN-US">SNR</span><span lang="EN-US"> </span>это величина какого то предела. Как правило, <span lang="EN-US">SNR</span> это типовые параметры в
микросхемах приемников от 3 – 10 <span lang="EN-US">dB</span>. Если нужно получить большие соотношения (как в космической
связи), то делают входные цепи с криогенным охлаждением. Для АСКУЭ <span lang="EN-US">SNR</span><span lang="EN-US"> </span>как
правило от 3 до 6 <span lang="EN-US">dB</span>, так
как цена играет немаловажную роль. </div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Не может 433 обеспечить скорость передачи по <span lang="EN-US">MESH</span> и надежную доставку
данных при равных условиях как у <span lang="EN-US">Zigbee</span>. Полосы не хватает, а значит строят топологии сбора
точка-многоточие. </div>
<div class="MsoNormal">
Ответ на все дает просто ФИЗИКА. </div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="margin-left: 18.0pt;">
<b><u>Возможность шифрования данных в радиоканале.<o:p></o:p></u></b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Как уже говорили выше, шифрование в 433 какое то есть.
Некоторые его используют и жертвуют скоростью передачи, некоторые не используют
но зато выжимают с этой технологии хоть какую то скорость и хоть какие то 2-3
роута. ПОЛНОЦЕННОЕ ШИФРОВАНИЕ – это не только пароль на канал связи, а еще и
цифровое разделение подсетей в пределах одного частотного канала. Видно одно,
технология 433 в этом ограничена. </div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b><u>Общий вывод: <o:p></o:p></u></b></div>
<div class="MsoNormal">
Технология 433 МГц, удобна для применения в топологиях <u>точка
– точка</u> или <u>точка – многоточие</u>. Построение полноценных радиосетей
потребителей, которыми можно покрывать большие площади, на данной технологии
невозможно в виду ограничения физическими свойствами полосы пропускания и
ограниченной мощностью излучения. </div>
<div class="MsoNormal" style="margin-left: 18.0pt;">
</div>
<div class="MsoNormal">
Технология <span lang="EN-US">Zigbee</span><span lang="EN-US"> </span>работает на более высокой частоте. Имеет небольшую дальность
передачи между устройствами, но за счет широкой полосы пропускания в
радиоспектре, позволяет передавать большие объемы « сетевой математики», что
позволяет строить большие радиосети, покрывать большие площадя одной единой радиосетью.
Это в свою очередь снижает точку учета, делает проще инсталяцию, экономит
ресурс на командировках и. т. д. <o:p></o:p></div>
<div class="MsoNormal">
<i><br /></i></div>
<div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<a href="https://www.blogger.com/null" name="OLE_LINK2"><br /></a></div>
</div>
EMBEE Ltdhttp://www.blogger.com/profile/08283391653715760179noreply@blogger.com0tag:blogger.com,1999:blog-587063241041653161.post-36395710945552558822014-02-06T04:08:00.000-08:002017-06-26T03:18:46.506-07:00Несовершенство технологии PLC. Проблемы с которыми сталкиваются в процессе эксплуатации АСКУЭ PLC.... <div dir="ltr" style="text-align: left;" trbidi="on">
<b><u>Проблемы с которыми сталкиваются в процессе эксплуатации АСКУЭ PLC.... </u></b><br />
<br />
<div class="MsoNormal">
<b><span lang="EN-US">C</span>борка отзывов и фактов работы </b><b><span lang="EN-US">PLC</span> по результатам анализа форумов </b><b><span lang="EN-US">RUNETA</span><o:p></o:p></b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b>Автор (ВК)<o:p></o:p></b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b><u>Проблеммы </u></b><b><u><span lang="EN-US">PLC<o:p></o:p></span></u></b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Идея технологии <span lang="EN-US">PLC</span><span lang="EN-US"> </span>подкупает всех энергетиков. Свое
«хозяйство электропроводки», по которому можно передавать все, что захочешь,
поверх 50Гц. 220В.<span lang="EN-US"><o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
На первый взгляд технология <span lang="EN-US">PLC</span> - простая, но создает
неподготовленному энергетику массу проблем с запуском. Внушение простоты
технологии, сделали энергетикам сами производители счетчиков, которые свято
приняли внушение, что лучше <span lang="EN-US">PLC</span><span lang="EN-US"> </span>ничего нет и быть не может и теперь вынуждены доказывать
себе, что на самом деле это так и есть. Миф о том, что все не так гладко у <span lang="EN-US">PLC</span> технологии, развеивается
анализом форумов, участники которых, один на один сражаются с «хорошо и надежно
работающей» технологией <span lang="EN-US">PLC</span>.
<o:p></o:p></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Отзыв интегратора о <span lang="EN-US">PLC</span>, который посвятил этому бизнесу годы времени:<o:p></o:p></div>
<div class="MsoNormal">
<a href="http://argoivanovo.ru/decision/index.php?IBL=27&ID=640">http://argoivanovo.ru/decision/index.php?IBL=27&ID=640</a></div>
<div align="center" class="head-cat" style="background: white; margin-bottom: .0001pt; margin: 0cm; text-align: center;">
<span style="background: red; mso-highlight: red;">«</span> <b><span style="color: #333333; font-family: "arial"; font-size: 10.0pt;">Достоинства решения </span></b><b><span lang="EN-US" style="color: #333333; font-family: "arial"; font-size: 10.0pt;">PLC<o:p></o:p></span></b></div>
<div class="MsoNormal" style="background: white; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 15.0pt; margin-right: 15.0pt; margin-top: 0cm; mso-list: l1 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: 0cm;">
<!--[if !supportLists]--><span style="color: #333333; font-family: "symbol"; font-size: 10.0pt;">·<span style="font-family: "times new roman"; font-size: 7pt;">
</span></span><!--[endif]--><span style="color: #333333; font-family: "arial"; font-size: 10.0pt;">Экономия инвестированных средств, за счет применения единой АИИС
для учета нескольких коммунальных ресурсов. (</span><b><i><u><span style="font-size: 10.0pt;">Комментарий EMB</span></u></i></b><span style="color: #333333; font-family: "arial"; font-size: 10.0pt;"> <b><i>это миф!</i></b></span><b><i><span lang="EN-US" style="color: #333333; font-family: "arial"; font-size: 10.0pt;">)</span></i></b><span style="color: #333333; font-family: "arial"; font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 15.0pt; margin-right: 15.0pt; margin-top: 0cm; mso-list: l1 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: 0cm;">
<!--[if !supportLists]--><span style="color: #333333; font-family: "symbol"; font-size: 10.0pt;">·<span style="font-family: "times new roman"; font-size: 7pt;">
</span></span><!--[endif]--><span style="color: #333333; font-family: "arial"; font-size: 10.0pt;">Построение системы в условиях невозможности использования
дополнительных информационных линий связи. (</span><b><i><u><span style="font-size: 10.0pt;">Комментарий </span></u></i></b><b><i><u><span style="font-size: 10.0pt;">EMB</span></u></i></b><b><i><span style="font-size: 10.0pt;">: не совсем
понятно о какой невозможности идет речь?</span></i></b><span style="color: #333333; font-family: "arial"; font-size: 10.0pt;">)<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 15.0pt; margin-right: 15.0pt; margin-top: 0cm; mso-list: l1 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: 0cm;">
<!--[if !supportLists]--><span style="color: #333333; font-family: "symbol"; font-size: 10.0pt;">·<span style="font-family: "times new roman"; font-size: 7pt;">
</span></span><!--[endif]--><span style="color: #333333; font-family: "arial"; font-size: 10.0pt;">Простота и высокая скорость проведения монтажных работ. (</span><b><i><u><span style="font-size: 10.0pt;">Комментарий </span></u></i></b><b><i><u><span style="font-size: 10.0pt;">EMB</span></u></i></b><b><i><span style="font-size: 10.0pt;">:
как раз о сложностях и низкой скорости проведенияинсталяционных работ, говорит
рынок.</span></i></b><span style="color: #333333; font-family: "arial"; font-size: 10.0pt;">)<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 15.0pt; margin-right: 15.0pt; margin-top: 0cm; mso-list: l1 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: 0cm;">
<!--[if !supportLists]--><span style="color: #333333; font-family: "symbol"; font-size: 10.0pt;">·<span style="font-family: "times new roman"; font-size: 7pt;">
</span></span><!--[endif]--><span style="color: #333333; font-family: "arial"; font-size: 10.0pt;">Низкие первоначальные затраты. (</span><b><i><u><span style="font-size: 10.0pt;">Комментарий </span></u></i></b><b><i><u><span style="font-size: 10.0pt;">EMB</span></u></i></b><b><i><span style="font-size: 10.0pt;">: не факт,
доп оборудование от помех, поддержка и обслуживание через поездки,
командировки, это все затраты.</span></i></b><span style="color: #333333; font-family: "arial"; font-size: 10.0pt;">)<o:p></o:p></span></div>
<div align="center" class="head-cat" style="background: white; margin-bottom: .0001pt; margin: 0cm; text-align: center;">
<b><span style="color: #333333; font-family: "arial"; font-size: 10.0pt;">Недостатки решения<o:p></o:p></span></b></div>
<div class="MsoNormal" style="background: white; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 15.0pt; margin-right: 15.0pt; margin-top: 0cm; mso-list: l0 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-indent: 0cm;">
<!--[if !supportLists]--><span style="color: #333333; font-family: "symbol"; font-size: 10.0pt;">·<span style="font-family: "times new roman"; font-size: 7pt;">
</span></span><!--[endif]--><span style="color: #333333; font-family: "arial"; font-size: 10.0pt;">Повышенные требования к качеству электрических сетей. На старых
изношенных сетях применение преимущества данного вида связи неочевидны. </span><b><i><span style="font-family: "arial"; font-size: 10.0pt;">(ЭТО ФАКТ)</span></i></b><span style="color: #333333; font-family: "arial"; font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 15.0pt; margin-right: 15.0pt; margin-top: 0cm; mso-list: l0 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-indent: 0cm;">
<!--[if !supportLists]--><span style="color: #333333; font-family: "symbol"; font-size: 10.0pt;">·<span style="font-family: "times new roman"; font-size: 7pt;">
</span></span><!--[endif]--><span style="color: #333333; font-family: "arial"; font-size: 10.0pt;">Высокий уровень помех. Практическое отсутствие механизма борьбы
с компаниями использующими высокочастотное оборудование, но не применяющих
соответствующие фильтры. </span><b><i><span style="font-family: "arial"; font-size: 10.0pt;">(ЭТО ФАКТ)</span></i></b><span style="color: #333333; font-family: "arial"; font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 15.0pt; margin-right: 15.0pt; margin-top: 0cm; mso-list: l0 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-indent: 0cm;">
<!--[if !supportLists]--><span style="font-family: "symbol"; font-size: 10.0pt;">·<span style="font-family: "times new roman"; font-size: 7pt;">
</span></span><!--[endif]--><span style="color: #333333; font-family: "arial"; font-size: 10.0pt;">Сложность поиска причин возможного "неответа" части
счетчиков. </span><b><i><span style="font-family: "arial"; font-size: 10.0pt;">(ЭТО ФАКТ) </span></i></b><span style="background: red; mso-highlight: red;">»</span><b><i><span style="font-family: "arial"; font-size: 10.0pt;"><o:p></o:p></span></i></b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b><u>Проблемма
технологии </u></b><b><u><span lang="EN-US">PLC</span> №1<o:p></o:p></u></b></div>
<div class="MsoNormal">
Несовместимость работы разных версий <span lang="EN-US">hardware</span><span lang="EN-US"> </span><span lang="EN-US">PLC</span><span lang="EN-US"> </span>+
измененных алгоритмов работы, тянет неработоспособность одной и второй системы в
одних линиях 0.4 кВ.</div>
<div class="MsoNormal">
<br /></div>
<h3 style="background: #ECF3F7; line-height: 13.5pt;">
<span style="color: #115098; font-family: "trebuchet ms"; font-size: 10.0pt;"><a href="http://www.incotexcom.ru/faqmercury/viewtopic.php?f=18&t=34#p198"><span style="color: #105289; text-decoration: none;">Re: Работа
систем PLC 1 и PLC2 на одной тп.</span></a><o:p></o:p></span></h3>
<div class="author" style="background: #ECF3F7; line-height: 14.4pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 180.0pt; margin-top: 0cm;">
<span style="color: #333333; font-family: "verdana"; font-size: 10.0pt;"><a href="http://www.incotexcom.ru/faqmercury/viewtopic.php?p=198#p198"><span style="color: #105289; text-decoration: none;"><!--[if gte vml 1]><v:shapetype
id="_x0000_t75" coordsize="21600,21600" o:spt="75" o:preferrelative="t"
path="m@4@5l@4@11@9@11@9@5xe" filled="f" stroked="f">
<v:stroke joinstyle="miter"/>
<v:formulas>
<v:f eqn="if lineDrawn pixelLineWidth 0"/>
<v:f eqn="sum @0 1 0"/>
<v:f eqn="sum 0 0 @1"/>
<v:f eqn="prod @2 1 2"/>
<v:f eqn="prod @3 21600 pixelWidth"/>
<v:f eqn="prod @3 21600 pixelHeight"/>
<v:f eqn="sum @0 0 1"/>
<v:f eqn="prod @6 1 2"/>
<v:f eqn="prod @7 21600 pixelWidth"/>
<v:f eqn="sum @8 21600 0"/>
<v:f eqn="prod @7 21600 pixelHeight"/>
<v:f eqn="sum @10 21600 0"/>
</v:formulas>
<v:path o:extrusionok="f" gradientshapeok="t" o:connecttype="rect"/>
<o:lock v:ext="edit" aspectratio="t"/>
</v:shapetype><v:shape id="_x0000_i1025" type="#_x0000_t75" alt="Сообщение"
style='width:8.25pt;height:6.75pt' o:button="t">
<v:imagedata src="file:///C:\DOCUME~1\9335~1\LOCALS~1\Temp\msohtml1\01\clip_image001.gif"
o:href="http://www.incotexcom.ru/faqmercury/styles/prosilver/imageset/icon_post_target.gif"/>
</v:shape><![endif]--><!--[if !vml]--><img alt="Сообщение" border="0" height="9" src="file:///C:/DOCUME~1/9335~1/LOCALS~1/Temp/msohtml1/01/clip_image001.gif" v:shapes="_x0000_i1025" width="11" /><!--[endif]--></span></a><span class="apple-converted-space"> </span><b><a href="http://www.incotexcom.ru/faqmercury/memberlist.php?mode=viewprofile&u=55"><span style="color: #105289; text-decoration: none;">Sergey</span></a></b><span class="apple-converted-space"> </span>» 21 мар 2013, 10:46<o:p></o:p></span></div>
<div class="MsoNormal" style="background: #EBEADD; line-height: 16.8pt;">
<cite><b><span style="color: #333333; font-family: "trebuchet ms"; font-size: 10.0pt; font-style: normal;">cka4 писал(а):</span></b></cite><span style="color: #333333; font-family: "trebuchet ms"; font-size: 10.0pt;">Кто ни будь, пробовал одновременно
две системы на одно тп? Будут работать? И какие проблемы всплыли?<o:p></o:p></span></div>
<div class="MsoNormal" style="background: #ECF3F7; line-height: 16.8pt;">
<span style="color: #333333; font-family: "trebuchet ms"; font-size: 10.0pt;"><br />
<br />
Работать будут, но за стабильность не скажу. Сигнал каждой из систем будут
выступать для другой как помеха. На близком расстоянии, т.е. для близлежащих
счетчиков этот аспект будет компенсироваться "силой" сигнала, а вот
на удалении, где сигнал будет ослаблен, будет хуже, и скорее всего хуже будет
для PLC II, т.к. частотный диапазон ее сигнала перекрывается полностью сигналом
PLCI<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b><u>Проблемма
технологии </u></b><b><u><span lang="EN-US">PLC</span> №2 (ОСНОВНАЯ ПРОБЛЕММА)<o:p></o:p></u></b></div>
<div class="MsoNormal">
Наличие помех в сети 0.4 кВ и методы борьбы с ними.</div>
<h3 style="background: #E1EBF2; line-height: 15.75pt;">
<span style="color: #115098; font-family: "trebuchet ms"; font-size: 10.0pt;"><a href="http://www.incotexcom.ru/faqmercury/viewtopic.php?f=18&t=37#p202"><span style="color: #105289; text-decoration: none;">Поиск помех</span></a><o:p></o:p></span></h3>
<div class="author" style="background: #E1EBF2; line-height: 14.4pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 180.0pt; margin-top: 0cm;">
<span style="color: #333333; font-family: "verdana"; font-size: 10.0pt;"><a href="http://www.incotexcom.ru/faqmercury/viewtopic.php?p=202#p202"><span style="color: #105289; text-decoration: none;"><!--[if gte vml 1]><v:shape
id="_x0000_i1026" type="#_x0000_t75" alt="Сообщение" style='width:8.25pt;
height:6.75pt' o:button="t">
<v:imagedata src="file:///C:\DOCUME~1\9335~1\LOCALS~1\Temp\msohtml1\01\clip_image001.gif"
o:href="http://www.incotexcom.ru/faqmercury/styles/prosilver/imageset/icon_post_target.gif"/>
</v:shape><![endif]--><!--[if !vml]--><img alt="Сообщение" border="0" height="9" src="file:///C:/DOCUME~1/9335~1/LOCALS~1/Temp/msohtml1/01/clip_image001.gif" v:shapes="_x0000_i1026" width="11" /><!--[endif]--></span></a><span class="apple-converted-space"> </span><b><a href="http://www.incotexcom.ru/faqmercury/memberlist.php?mode=viewprofile&u=60"><span style="color: #105289; text-decoration: none;">yuoras</span></a></b><span class="apple-converted-space"> </span>» 23 мар 2013, 17:05<o:p></o:p></span></div>
<div class="MsoNormal" style="background: #E1EBF2; line-height: 16.8pt;">
<span style="color: #333333; font-family: "trebuchet ms"; font-size: 10.0pt;">Поделитесь
опытом и методами поиска абонентов ,создающих помехи в сети работы PLC!!!.<br />
Есть дом , где по одной фазе не читается информация (Грешил на концентратор. На
ТП две линии от разных тр-ров, после перехода с одной линии на вторую ситуация
изменилась.Не читающиеся счётчики(до переключения)начали хорошо читаться, а вот
те ,что раньше читались не читаются ).<br />
<br />
Желательно по подробней<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Обсуждение запуска <span lang="EN-US">PLC</span> в сельской местности<o:p></o:p></div>
<div class="MsoNormal">
<a href="http://www.electrik.org/forum/index.php?showtopic=39789">http://www.electrik.org/forum/index.php?showtopic=39789</a></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="background: #454545; line-height: 14.25pt;">
<b><span style="color: silver; font-family: "verdana"; font-size: 7.5pt;">Цитата(РоманК @
10.11.2013, 18:14)<span class="apple-converted-space"> </span><a href="http://www.electrik.org/forum/index.php?act=findpost&pid=312756"><span style="color: silver; text-decoration: none;"><!--[if gte vml 1]><v:shape
id="_x0000_i1027" type="#_x0000_t75" alt="*" style='width:7.5pt;height:7.5pt'
o:button="t">
<v:imagedata src="file:///C:\DOCUME~1\9335~1\LOCALS~1\Temp\msohtml1\01\clip_image002.gif"
o:href="http://www.electrik.org/forum/style_images/electrik/post_snapback.gif"/>
</v:shape><![endif]--><!--[if !vml]--><img alt="*" border="0" height="10" src="file:///C:/DOCUME~1/9335~1/LOCALS~1/Temp/msohtml1/01/clip_image002.gif" v:shapes="_x0000_i1027" width="10" /><!--[endif]--></span></a><o:p></o:p></span></b></div>
<div class="MsoNormal" style="background-position: initial initial; background-repeat: initial initial; line-height: 14.25pt;">
<span style="font-family: "verdana"; font-size: 9pt;"><span style="background-color: white;">А если шум удален от
ТП, он может создавать потери близ лежащих домов и быть неощутимым на самой
ТП.Тоесть так называемый удаленный шум?<br />
Было ли у Вас что подобное.<br />
Или, например, есть два равносильных источника шума, которые
взаимокомпенсируются на самой ТП...???<br />
<br />
Что думаете ? Посоветуйте плиз...</span><span style="background-color: black; color: silver;"><o:p></o:p></span></span></div>
<div class="MsoNormal">
<span style="font-family: "verdana"; font-size: 9.0pt;"><br />
<br />
<span style="background-color: white;">Если честно , я что то не очень вьежаю в суть
вопроса !!!.<br />
Шум как напряжение , чем дальше он, тем он
доходя до ТП затухает.<br />
Шум -понятие растяжимое , он присутствует
почти в <span style="background-position: initial initial; background-repeat: initial initial;">90 % обьектов</span>, а
вот уровень шума -это и есть проблема.<br />
У меня на ТП , шум складывается в 1000 мВ
практически на всех фазах ,информация льётся стабильно , даже не заморачиваюсь
по этому поводу.</span></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="background: #454545; line-height: 14.25pt;">
<b><span style="color: silver; font-family: "verdana"; font-size: 7.5pt;">Цитата(РоманК @
10.11.2013, 21:43)<span class="apple-converted-space"> </span><a href="http://www.electrik.org/forum/index.php?act=findpost&pid=312821"><span style="color: silver; text-decoration: none;"><!--[if gte vml 1]><v:shape
id="_x0000_i1028" type="#_x0000_t75" alt="*" style='width:7.5pt;height:7.5pt'
o:button="t">
<v:imagedata src="file:///C:\DOCUME~1\9335~1\LOCALS~1\Temp\msohtml1\01\clip_image002.gif"
o:href="http://www.electrik.org/forum/style_images/electrik/post_snapback.gif"/>
</v:shape><![endif]--><!--[if !vml]--><img alt="*" border="0" height="10" src="file:///C:/DOCUME~1/9335~1/LOCALS~1/Temp/msohtml1/01/clip_image002.gif" v:shapes="_x0000_i1028" width="10" /><!--[endif]--></span></a><o:p></o:p></span></b></div>
<div class="MsoNormal" style="background-position: initial initial; background-repeat: initial initial; line-height: 14.25pt;">
<span style="background-color: white; font-family: "verdana"; font-size: 9pt;">У меня шумы на
проблемных ТП: 4000 - 7000 мВ.<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="background-color: white;"><span style="font-family: "verdana"; font-size: 9.0pt;"><br />
</span><span style="font-family: "verdana"; font-size: 9pt;">Тут
всё и так ясно, информация точно в тупике.</span></span><span style="font-family: "verdana"; font-size: 9.0pt;"><span style="background-color: white;"><br />
<span style="background-position: initial initial; background-repeat: initial initial;">Я описал , что на 1000 я не обращаю
внимания!!.</span><br />
<span style="background-position: initial initial; background-repeat: initial initial;">Был у меня случай, включен дом кабелем ,
метров 200 от подстанции.</span><br />
<span style="background-position: initial initial; background-repeat: initial initial;">Информации вообще не было (как и нет дома),
померял шум 100-300 (почти идеал), а уровень сигнала молчит.</span><br />
<span style="background-position: initial initial; background-repeat: initial initial;">Переключили на другой ввод (на другой кабель)
всё заработало!!!!.</span><br />
</span><span style="background-position: initial initial; background-repeat: initial initial;"><span style="background-color: white;">При проверке кабельной лабораторией был
забракован (точно не помню, что ещё было, но была бронь от гнившая )!!!</span><span style="background-color: #013a57;"><o:p></o:p></span></span></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="background: #454545; line-height: 14.25pt;">
<b><span style="color: silver; font-family: "verdana"; font-size: 7.5pt;">Цитата(yuoras @
11.11.2013, 16:28)<span class="apple-converted-space"> </span><a href="http://www.electrik.org/forum/index.php?act=findpost&pid=312871"><span style="color: silver; text-decoration: none;"><!--[if gte vml 1]><v:shape
id="_x0000_i1029" type="#_x0000_t75" alt="*" style='width:7.5pt;height:7.5pt'
o:button="t">
<v:imagedata src="file:///C:\DOCUME~1\9335~1\LOCALS~1\Temp\msohtml1\01\clip_image002.gif"
o:href="http://www.electrik.org/forum/style_images/electrik/post_snapback.gif"/>
</v:shape><![endif]--><!--[if !vml]--><img alt="*" border="0" height="10" src="file:///C:/DOCUME~1/9335~1/LOCALS~1/Temp/msohtml1/01/clip_image002.gif" v:shapes="_x0000_i1029" width="10" /><!--[endif]--></span></a><o:p></o:p></span></b></div>
<div class="MsoNormal" style="background-position: initial initial; background-repeat: initial initial; line-height: 14.25pt;">
<span style="background-color: white; font-family: "verdana"; font-size: 9pt;">Был у меня случай, включен
дом кабелем , метров 200 от подстанции.<br />
Информации вообще не было (как и нет дома), померял шум 100-300 (почти идеал),
а уровень сигнала молчит.<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="background-color: white; font-family: "verdana"; font-size: 9pt;"><br />
Да, вот это похожая ситуация у меня. Просто у
Вас старый кабель, а у меня новый СИП, но неизвестный материал проколов. Но в
целом есть аналогия.<br />
Спасибо, буду смотреть в этом направлении -
блокировки сигнала...</span></div>
<div class="MsoNormal" style="background: #454545; line-height: 14.25pt;">
<b><span style="color: silver; font-family: "verdana"; font-size: 7.5pt;">Цитата(yuoras @
14.11.2013, 19:42)<span class="apple-converted-space"> </span><a href="http://www.electrik.org/forum/index.php?act=findpost&pid=313354"><span style="color: silver; text-decoration: none;"><!--[if gte vml 1]><v:shape
id="_x0000_i1030" type="#_x0000_t75" alt="*" style='width:7.5pt;height:7.5pt'
o:button="t">
<v:imagedata src="file:///C:\DOCUME~1\9335~1\LOCALS~1\Temp\msohtml1\01\clip_image002.gif"
o:href="http://www.electrik.org/forum/style_images/electrik/post_snapback.gif"/>
</v:shape><![endif]--><!--[if !vml]--><img alt="*" border="0" height="10" src="file:///C:/DOCUME~1/9335~1/LOCALS~1/Temp/msohtml1/01/clip_image002.gif" v:shapes="_x0000_i1030" width="10" /><!--[endif]--></span></a><o:p></o:p></span></b></div>
<div class="MsoNormal" style="background-position: initial initial; background-repeat: initial initial; line-height: 14.25pt;">
<span style="background-color: white; font-family: "verdana"; font-size: 9pt;">Длина СИП какая?.<br />
ТП 2-тр-ра?, работают в паралель или каждый на свою секцию?.<br />
Сколько ещё линий от этого тр-ра, откуда подкючен проблемный СИП?.<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: "verdana"; font-size: 9.0pt;"><span style="background-color: white;"><br />
Всего 3 ТП проблемных. Все проблемные ТП
однотрансформаторные.<br />
Две имеют шум на шинах, их пока не трогаем.<br />
Одна из трех "чистая", без шума на
ТП. Линий на ней 4-ре.<br />
Одна из линий тянется СИП-ом, от нее тоже
СИПом через проколы запитаны дома (по 20 точек).<br />
Некоторые вообще "глухие", а по некоторым
вычитка 50 % и ниже.<br />
</span><span style="background-color: white;">Длина приблизительно 200 метров.</span><span style="background-color: #013a57; color: silver;"><o:p></o:p></span></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b><i><u>Комментарий ВК:</u></i></b> Единственное решение в этом топике
проблеммы 2 оставить абонентов с шумами отключенными от электроэнергии, так как
источник шума очень высокий исходит из этих домов. Но как быть с опросом этих
зашумленных домов, так никто и не предложил. Значит, факт недозбора <span lang="EN-US">PLC</span><span lang="EN-US"> </span>даже
у Матрицы, присутствует! И если говорят, что все работает, то уже мало верится,
проанализировав массу проблем, с которыми в «полях» работают энергетики.<o:p></o:p></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b><u>Проблемма
технологии </u></b><b><u><span lang="EN-US">PLC</span> №3<o:p></o:p></u></b></div>
<div class="MsoNormal">
Трудности с поиском источника помех, который влияет на
качество сбора показаний счетчиков.</div>
<h3 style="background: #ECF3F7; line-height: 13.5pt;">
<span style="color: #115098; font-family: "trebuchet ms"; font-size: 10.0pt;"><a href="http://www.incotexcom.ru/faqmercury/viewtopic.php?f=18&t=37#p209"><span style="color: #105289; text-decoration: none;">Re: Поиск помех</span></a><o:p></o:p></span></h3>
<div class="author" style="background: #ECF3F7; line-height: 14.4pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 180.0pt; margin-top: 0cm;">
<span style="color: #333333; font-family: "verdana"; font-size: 10.0pt;"><a href="http://www.incotexcom.ru/faqmercury/viewtopic.php?p=209#p209"><span style="color: #105289; text-decoration: none;"><!--[if gte vml 1]><v:shape
id="_x0000_i1031" type="#_x0000_t75" alt="Сообщение" style='width:8.25pt;
height:6.75pt' o:button="t">
<v:imagedata src="file:///C:\DOCUME~1\9335~1\LOCALS~1\Temp\msohtml1\01\clip_image001.gif"
o:href="http://www.incotexcom.ru/faqmercury/styles/prosilver/imageset/icon_post_target.gif"/>
</v:shape><![endif]--><!--[if !vml]--><img alt="Сообщение" border="0" height="9" src="file:///C:/DOCUME~1/9335~1/LOCALS~1/Temp/msohtml1/01/clip_image001.gif" v:shapes="_x0000_i1031" width="11" /><!--[endif]--></span></a><span class="apple-converted-space"> </span><b><a href="http://www.incotexcom.ru/faqmercury/memberlist.php?mode=viewprofile&u=55"><span style="color: #105289; text-decoration: none;">Sergey</span></a></b><span class="apple-converted-space"> </span>» 29 мар 2013, 11:26<o:p></o:p></span></div>
<div class="MsoNormal" style="background: #ECF3F7; line-height: 16.8pt;">
<span style="color: #333333; font-family: "trebuchet ms"; font-size: 10.0pt;">Помехи искать
удобно с помощью концентратора в режиме цифрового осциллографа. Некоторое
описание есть здесь:<span class="apple-converted-space"> </span><a href="http://incotex-support.blogspot.ru/2013/03/plc.html"><span style="color: #5d8fbd; text-decoration: none;">http://incotex-support.blogspot.ru/2013/03/plc.html</span></a><br />
Помехи обнаружить не сложно при помощи осциллографа, вот выявить источник ее
намного сложнее.<o:p></o:p></span></div>
<div class="MsoNormal">
<b><i><u>Комментарий ВК:</u></i></b> А как выразить и отобразить в
человеко-часах поиск источника помех? На сколько долго этот процесс происходит
на объектах и как зависит от времени? Какая статистика поиска? Какая гарантия
того, что помехи не появятся в будущем от другого источника в линии 0.4кВ и не
пропадут данные от других счетчиков? Если гарантия отсутствует, значит
обслуживаемость технологии <span lang="EN-US">PLC</span><span lang="EN-US"> </span>требует постоянного внимания и затрат. </div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b><u>Проблемма
технологии </u></b><b><u><span lang="EN-US">PLC</span> №4<o:p></o:p></u></b></div>
<div class="MsoNormal">
Качество работы сети <span lang="EN-US">PLC</span><span lang="EN-US"> </span>зависит от состояния электропроводки
и наличия источников помех. <o:p></o:p></div>
<div class="MsoNormal">
<br /></div>
<h3 style="background: #E1EBF2; line-height: 13.5pt;">
<span style="color: #115098; font-family: "trebuchet ms"; font-size: 10.0pt;"><a href="http://www.incotexcom.ru/faqmercury/viewtopic.php?f=18&t=37#p498"><span style="color: #105289; text-decoration: none;">Re: Поиск помех</span></a><o:p></o:p></span></h3>
<div class="author" style="background: #E1EBF2; line-height: 14.4pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 180.0pt; margin-top: 0cm;">
<span style="color: #333333; font-family: "verdana"; font-size: 10.0pt;"><a href="http://www.incotexcom.ru/faqmercury/viewtopic.php?p=498#p498"><span style="color: #105289; text-decoration: none;"><!--[if gte vml 1]><v:shape
id="_x0000_i1032" type="#_x0000_t75" alt="Сообщение" style='width:8.25pt;
height:6.75pt' o:button="t">
<v:imagedata src="file:///C:\DOCUME~1\9335~1\LOCALS~1\Temp\msohtml1\01\clip_image001.gif"
o:href="http://www.incotexcom.ru/faqmercury/styles/prosilver/imageset/icon_post_target.gif"/>
</v:shape><![endif]--><!--[if !vml]--><img alt="Сообщение" border="0" height="9" src="file:///C:/DOCUME~1/9335~1/LOCALS~1/Temp/msohtml1/01/clip_image001.gif" v:shapes="_x0000_i1032" width="11" /><!--[endif]--></span></a><span class="apple-converted-space"> </span><b><a href="http://www.incotexcom.ru/faqmercury/memberlist.php?mode=viewprofile&u=149"><span style="color: #105289; text-decoration: none;">Jreu5</span></a></b><span class="apple-converted-space"> </span>» 28 июн 2013, 12:13<o:p></o:p></span></div>
<div class="MsoNormal" style="background: #E1EBF2; line-height: 16.8pt;">
<span style="color: #333333; font-family: "trebuchet ms"; font-size: 10.0pt;">Пропускная
способность сети по электропроводке делится между всеми ее участниками.<br />
Иногда требуются специальные совместимые сетевые фильтры и ИБП. Через обычные
сигнал существенно ослабляется.<br />
На качество связи оказывают отрицательное влияние энергосберегающие лампы,
импульсные блоки питания, зарядные устройства, выключатели освещения и т.п. и
т.д.(снижение скорости около от 5 до 50%).<br />
На качество и скорость связи оказывает отрицательное влияние
исполнения/топология/качество электропроводки, тип/режим/мощность бытовых
электроприборов и устройств, наличие скруток (снижение скорости до полного
пропадания).<br />
<br />
нашел на вики.<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b><i><u>Комментарий ВК:</u></i></b> Это подтверждается и тех поддержкой
производителя, который указывает что:</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="background: #ECF3F7; line-height: 16.8pt;">
<span style="color: #333333; font-family: "trebuchet ms"; font-size: 10.0pt;">Только в
нашем случае, указывая перечисленные факторы, приходится говорить не о
скорости, а о наличии связи как таковой.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: #ECF3F7; line-height: 11.25pt;">
<i><span style="color: #4080bf; font-family: "verdana"; font-size: 10.0pt;">Ответил инженер ОТП
Гуськов Сергей</span></i><span style="color: #333333; font-family: "verdana"; font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b><i><u>Комментарий ВК:</u></i></b> Наличие связи не гарантирует доставку
данных.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b><u>Проблемма
технологии </u></b><b><u><span lang="EN-US">PLC</span> №5<o:p></o:p></u></b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Влияние сдвига фаз на передачу данных по <span lang="EN-US">PLC</span>. <o:p></o:p></div>
<div class="MsoNormal">
Эта проблема возникает на двух трех трансформаторных
подстанциях, когда трансформаторы включены неодинаково. </div>
<h3 style="background: #E1EBF2; line-height: 15.75pt;">
<span style="color: #115098; font-family: "trebuchet ms"; font-size: 10.0pt;"><a href="http://www.incotexcom.ru/faqmercury/viewtopic.php?f=18&t=44#p241"><span style="color: #105289; text-decoration: none;">Сетевой фильтр,
и схема включения тр-ра.</span></a><o:p></o:p></span></h3>
<div class="author" style="background: #E1EBF2; line-height: 14.4pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 180.0pt; margin-top: 0cm;">
<span style="color: #333333; font-family: "verdana"; font-size: 10.0pt;"><a href="http://www.incotexcom.ru/faqmercury/viewtopic.php?p=241#p241"><span style="color: #105289; text-decoration: none;"><!--[if gte vml 1]><v:shape
id="_x0000_i1033" type="#_x0000_t75" alt="Сообщение" style='width:8.25pt;
height:6.75pt' o:button="t">
<v:imagedata src="file:///C:\DOCUME~1\9335~1\LOCALS~1\Temp\msohtml1\01\clip_image001.gif"
o:href="http://www.incotexcom.ru/faqmercury/styles/prosilver/imageset/icon_post_target.gif"/>
</v:shape><![endif]--><!--[if !vml]--><img alt="Сообщение" border="0" height="9" src="file:///C:/DOCUME~1/9335~1/LOCALS~1/Temp/msohtml1/01/clip_image001.gif" v:shapes="_x0000_i1033" width="11" /><!--[endif]--></span></a><span class="apple-converted-space"> </span><b><a href="http://www.incotexcom.ru/faqmercury/memberlist.php?mode=viewprofile&u=63"><span style="color: #105289; text-decoration: none;">cka4</span></a></b><span class="apple-converted-space"> </span>» 10 апр 2013, 12:15<o:p></o:p></span></div>
<div class="MsoNormal" style="background: #E1EBF2; line-height: 16.8pt;">
<span style="color: #333333; font-family: "trebuchet ms"; font-size: 10.0pt;">День добрый.<br />
Вопрос возник такой, имеем двух-, трех- и.т.д трансформаторную подстанцию. для
экономии концентраторов используем фильтр. все прекрасно работает, НО, только
на тр-рах подключённых одинаково. то есть треугольник-треугольник,
звезда-звезда. даже фазировка сильно не важна. но если включен треугольник-
звезда, фильтр не пропускает сигналы не в какую сторону. Лет пять назад уже
задавали вопрос А. Ушакову, из-за чего фильтр не пропускает сигнал, он обещал
выяснить и пропал. Вот недавно выяснили, что из-за схемы включения. Подскажите,
как сделать, чтоб сигнал проходил? Пока приходится использовать шесть
концентраторов.<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Возможные варианты решения предлагает завод производитель
решения <span lang="EN-US">PLC</span>:<o:p></o:p></div>
<h3 style="background: #ECF3F7; line-height: 13.5pt;">
<span style="color: #115098; font-family: "trebuchet ms"; font-size: 10.0pt;"><a href="http://www.incotexcom.ru/faqmercury/viewtopic.php?f=18&t=44#p253"><span style="color: #105289; text-decoration: none;">Re: Сетевой
фильтр, и схема включения тр-ра.</span></a><o:p></o:p></span></h3>
<div class="author" style="background: #ECF3F7; line-height: 14.4pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 180.0pt; margin-top: 0cm;">
<span style="color: #333333; font-family: "verdana"; font-size: 10.0pt;"><a href="http://www.incotexcom.ru/faqmercury/viewtopic.php?p=253#p253"><span style="color: #105289; text-decoration: none;"><!--[if gte vml 1]><v:shape
id="_x0000_i1034" type="#_x0000_t75" alt="Сообщение" style='width:8.25pt;
height:6.75pt' o:button="t">
<v:imagedata src="file:///C:\DOCUME~1\9335~1\LOCALS~1\Temp\msohtml1\01\clip_image001.gif"
o:href="http://www.incotexcom.ru/faqmercury/styles/prosilver/imageset/icon_post_target.gif"/>
</v:shape><![endif]--><!--[if !vml]--><img alt="Сообщение" border="0" height="9" src="file:///C:/DOCUME~1/9335~1/LOCALS~1/Temp/msohtml1/01/clip_image001.gif" v:shapes="_x0000_i1034" width="11" /><!--[endif]--></span></a><span class="apple-converted-space"> </span><b><a href="http://www.incotexcom.ru/faqmercury/memberlist.php?mode=viewprofile&u=55"><span style="color: #105289; text-decoration: none;">Sergey</span></a></b><span class="apple-converted-space"> </span>» 10 апр 2013, 16:53<o:p></o:p></span></div>
<div class="MsoNormal" style="background: #EBEADD; line-height: 16.8pt;">
<cite><b><span style="color: #333333; font-family: "trebuchet ms"; font-size: 10.0pt; font-style: normal;">cka4 писал(а):</span></b></cite><span style="color: #333333; font-family: "trebuchet ms"; font-size: 10.0pt;">около 120<o:p></o:p></span></div>
<div class="MsoNormal" style="background: #ECF3F7; line-height: 16.8pt;">
<span style="color: #333333; font-family: "trebuchet ms"; font-size: 10.0pt;"><br />
<br />
Поясню технологию связи PLC. Информационный сигнал в PLC передается в момент
нулевого значения напряжения. Если между фазами есть сдвиг, то моменты нулевого
напряжения разнесены. Значит передача осуществляется в разные моменты времени.
Устройства на разных фазах со сдвигом, передают данные в разные моменты, а
значит они друг друга не "услышат".<span class="apple-converted-space"> </span><br />
Напряжение должно быть около нуля.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: #ECF3F7; line-height: 11.25pt;">
<i><span style="color: #4080bf; font-family: "verdana"; font-size: 10.0pt;">Ответил инженер ОТП
Гуськов Сергей</span></i><span style="color: #333333; font-family: "verdana"; font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b><i><u>Комментарий ВК:</u></i></b> Решение проблемы с множеством
трансформаторов на ТП решается установкой дополнительного оборудования. В
данном случае это 6 сетевый фильтров <span lang="EN-US">PLC</span>. Для простого электрика, или среднего персонала, эта проблема
неподсильна без тех поддержки. Значит запуск системы <span lang="EN-US">PLC</span><span lang="EN-US"> </span>для
конкретного объекта требует помимо заполнения опросного листа, еще и выездного
обследования.</div>
<div class="MsoNormal">
Еще по фазировке и помехам в линии</div>
<div class="MsoNormal">
<a href="http://www.electrik.org/forum/index.php?showtopic=40188">http://www.electrik.org/forum/index.php?showtopic=40188</a></div>
<div class="MsoNormal">
Система Матрица для данного объекта собирает 77% счетчиков.
Оставшееся колво – то работает то нет.</div>
<div class="MsoNormal">
Анализ топика показывает, что люди долго не хотят верить в
то, что помехи это основная причина неработоспособности. Обсуждения факта
правильной фазировки также имеет место. Отдельно по Матрице можно сказать:
Система вродь работает, то о чем многие говорят, но 23% недосбора, это вне
всяких допусков. <o:p></o:p></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b><u>Проблемма
технологии </u></b><b><u><span lang="EN-US">PLC</span> №6<o:p></o:p></u></b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Совместимость <span lang="EN-US">PLC</span><span lang="EN-US"> </span>систем на предмет совместной
работоспособности в пределах одной трансформаторной подстанции. Например ТП
обслуживает 3 улицы. На одной установили технологию <span lang="EN-US">PLC</span><span lang="EN-US"> </span>одного
производителя, а через время, решили доставить на другую улицу счетчики и <span lang="EN-US">PLC</span><span lang="EN-US"> </span>систему
сбора другого производителя. Результат: ничего работать не будет. Системы
разных производителей мешают друг другу. </div>
<div class="MsoNormal">
<br /></div>
<h3 style="background: #E1EBF2; line-height: 15.75pt;">
<span style="color: #115098; font-family: "trebuchet ms"; font-size: 10.0pt;"><a href="http://www.incotexcom.ru/faqmercury/viewtopic.php?f=18&t=40#p223"><span style="color: #105289; text-decoration: none;">Совместимость
систем Матрицы и Меркурия</span></a><o:p></o:p></span></h3>
<div class="author" style="background: #E1EBF2; line-height: 14.4pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 180.0pt; margin-top: 0cm;">
<span style="color: #333333; font-family: "verdana"; font-size: 10.0pt;"><a href="http://www.incotexcom.ru/faqmercury/viewtopic.php?p=223#p223"><span style="color: #105289; text-decoration: none;"><!--[if gte vml 1]><v:shape
id="_x0000_i1035" type="#_x0000_t75" alt="Сообщение" style='width:8.25pt;
height:6.75pt' o:button="t">
<v:imagedata src="file:///C:\DOCUME~1\9335~1\LOCALS~1\Temp\msohtml1\01\clip_image001.gif"
o:href="http://www.incotexcom.ru/faqmercury/styles/prosilver/imageset/icon_post_target.gif"/>
</v:shape><![endif]--><!--[if !vml]--><img alt="Сообщение" border="0" height="9" src="file:///C:/DOCUME~1/9335~1/LOCALS~1/Temp/msohtml1/01/clip_image001.gif" v:shapes="_x0000_i1035" width="11" /><!--[endif]--></span></a><span class="apple-converted-space"> </span><b><a href="http://www.incotexcom.ru/faqmercury/memberlist.php?mode=viewprofile&u=106"><span style="color: #105289; text-decoration: none;">HARCONEN</span></a></b><span class="apple-converted-space"> </span>» 03 апр 2013, 13:52<o:p></o:p></span></div>
<div class="MsoNormal" style="background: #E1EBF2; line-height: 16.8pt;">
<span style="color: #333333; font-family: "trebuchet ms"; font-size: 10.0pt;">Доброго
времени суток!<br />
Вопрос в следующем, на некоторых домах стоя Матрицы (общедомовой учёт), а на
подстанции маршрутизаторы. Остальные дома планируется оснащать Меркуриями, как
по схеме подключения видно, что на каждую фазу(шину) на подстанции происходит
подключение модуля. Не будут конфликтовать системы Матрицы и Меркурия между
собой, при том что будут установлены для Матриц модули Матриц, а для Меркурев
модули Меркуриев?<o:p></o:p></span></div>
<h3 style="background: #E1EBF2; line-height: 13.5pt;">
<span style="color: #115098; font-family: "trebuchet ms"; font-size: 10.0pt;"><a href="http://www.incotexcom.ru/faqmercury/viewtopic.php?f=18&t=40#p225"><span style="color: #105289; text-decoration: none;">Re:
Совместимость систем Матрицы и Меркурия</span></a><o:p></o:p></span></h3>
<div class="author" style="background: #E1EBF2; line-height: 14.4pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 180.0pt; margin-top: 0cm;">
<span style="color: #333333; font-family: "verdana"; font-size: 10.0pt;"><a href="http://www.incotexcom.ru/faqmercury/viewtopic.php?p=225#p225"><span style="color: #105289; text-decoration: none;"><!--[if gte vml 1]><v:shape
id="_x0000_i1036" type="#_x0000_t75" alt="Сообщение" style='width:8.25pt;
height:6.75pt' o:button="t">
<v:imagedata src="file:///C:\DOCUME~1\9335~1\LOCALS~1\Temp\msohtml1\01\clip_image001.gif"
o:href="http://www.incotexcom.ru/faqmercury/styles/prosilver/imageset/icon_post_target.gif"/>
</v:shape><![endif]--><!--[if !vml]--><img alt="Сообщение" border="0" height="9" src="file:///C:/DOCUME~1/9335~1/LOCALS~1/Temp/msohtml1/01/clip_image001.gif" v:shapes="_x0000_i1036" width="11" /><!--[endif]--></span></a><span class="apple-converted-space"> </span><b><a href="http://www.incotexcom.ru/faqmercury/memberlist.php?mode=viewprofile&u=55"><span style="color: #105289; text-decoration: none;">Sergey</span></a></b><span class="apple-converted-space"> </span>» 04 апр 2013, 11:18<o:p></o:p></span></div>
<div class="MsoNormal" style="background: #EBEADD; line-height: 16.8pt;">
<cite><b><span style="color: #333333; font-family: "trebuchet ms"; font-size: 10.0pt; font-style: normal;">HARCONEN писал(а):</span></b></cite><span style="color: #333333; font-family: "trebuchet ms"; font-size: 10.0pt;">Доброго времени суток!<br />
Вопрос в следующем, на некоторых домах стоя Матрицы (общедомовой учёт), а на
подстанции маршрутизаторы. Остальные дома планируется оснащать Меркуриями, как
по схеме подключения видно, что на каждую фазу(шину) на подстанции происходит
подключение модуля. Не будут конфликтовать системы Матрицы и Меркурия между
собой, при том что будут установлены для Матриц модули Матриц, а для Меркурев
модули Меркуриев?<o:p></o:p></span></div>
<div class="MsoNormal" style="background: #E1EBF2; line-height: 16.8pt;">
<span style="color: #333333; font-family: "trebuchet ms"; font-size: 10.0pt;"><br />
<br />
Сигнал PLC, системы Матрица и системы Меркурий PLCII , находятся в близких
диапазонах. А если брать систему Матрица и Меркурий PLC I то в перекрывающихся
диапазонах. Поэтому сигнал одной системы будет выступать для другой системы
помехой и соответственно нарушать работоспособность друг друга. Я не скажу
категорично, что работать ничего не будет, может будет, но вероятность этого
невелика.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: #E1EBF2; line-height: 11.25pt;">
<i><span style="color: #4080bf; font-family: "verdana"; font-size: 10.0pt;">Ответил инженер ОТП
Гуськов Сергей</span></i><span style="color: #333333; font-family: "verdana"; font-size: 10.0pt;"><o:p></o:p></span></div>
<h3 style="background: #ECF3F7; line-height: 13.5pt;">
<span style="color: #115098; font-family: "trebuchet ms"; font-size: 10.0pt;"><a href="http://www.incotexcom.ru/faqmercury/viewtopic.php?f=18&t=40#p227"><span style="color: #105289; text-decoration: none;">Re:
Совместимость систем Матрицы и Меркурия</span></a><o:p></o:p></span></h3>
<div class="author" style="background: #ECF3F7; line-height: 14.4pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 180.0pt; margin-top: 0cm;">
<span style="color: #333333; font-family: "verdana"; font-size: 10.0pt;"><a href="http://www.incotexcom.ru/faqmercury/viewtopic.php?p=227#p227"><span style="color: #105289; text-decoration: none;"><!--[if gte vml 1]><v:shape
id="_x0000_i1037" type="#_x0000_t75" alt="Сообщение" style='width:8.25pt;
height:6.75pt' o:button="t">
<v:imagedata src="file:///C:\DOCUME~1\9335~1\LOCALS~1\Temp\msohtml1\01\clip_image001.gif"
o:href="http://www.incotexcom.ru/faqmercury/styles/prosilver/imageset/icon_post_target.gif"/>
</v:shape><![endif]--><!--[if !vml]--><img alt="Сообщение" border="0" height="9" src="file:///C:/DOCUME~1/9335~1/LOCALS~1/Temp/msohtml1/01/clip_image001.gif" v:shapes="_x0000_i1037" width="11" /><!--[endif]--></span></a><span class="apple-converted-space"> </span><b><a href="http://www.incotexcom.ru/faqmercury/memberlist.php?mode=viewprofile&u=60"><span style="color: #105289; text-decoration: none;">yuoras</span></a></b><span class="apple-converted-space"> </span>» 04 апр 2013, 13:27<o:p></o:p></span></div>
<div class="MsoNormal" style="background: #ECF3F7; line-height: 16.8pt;">
<span style="color: #333333; font-family: "trebuchet ms"; font-size: 10.0pt;">Проверенно
лично не работает.<br />
Матрица вылетает<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<a href="http://www.blogger.com/blogger.g?blogID=587063241041653161" name="OLE_LINK1"><b><i><u>Комментарий ВК: </u></i></b></a>Без слов.
Автор <span lang="EN-US">yuoras</span><span lang="EN-US"> </span>все сказал.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b><u>Проблемма
технологии </u></b><b><u><span lang="EN-US">PLC</span> №7<o:p></o:p></u></b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Отсутствие шифрования в <span lang="EN-US">PLC</span>. <o:p></o:p></div>
<div class="MsoNormal">
Данную проблему освещает энергетик, у которого счетчики были
перепрограмированы по каналу <span lang="EN-US">PLC</span>.
Канал оптопорта в счетчике по его утверждению был закрыт для
перепрограммирования. </div>
<h3 style="background: #E1EBF2; line-height: 15.75pt;">
<span style="color: #115098; font-family: "trebuchet ms"; font-size: 10.0pt;"><a href="http://www.incotexcom.ru/faqmercury/viewtopic.php?f=19&t=10#p21"><span style="color: #105289; text-decoration: none;">Шифрование
PLC-II.</span></a><o:p></o:p></span></h3>
<div class="author" style="background: #E1EBF2; line-height: 14.4pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 180.0pt; margin-top: 0cm;">
<span style="color: #333333; font-family: "verdana"; font-size: 10.0pt;"><a href="http://www.incotexcom.ru/faqmercury/viewtopic.php?p=21#p21"><span style="color: #105289; text-decoration: none;"><!--[if gte vml 1]><v:shape
id="_x0000_i1038" type="#_x0000_t75" alt="Сообщение" style='width:8.25pt;
height:6.75pt' o:button="t">
<v:imagedata src="file:///C:\DOCUME~1\9335~1\LOCALS~1\Temp\msohtml1\01\clip_image001.gif"
o:href="http://www.incotexcom.ru/faqmercury/styles/prosilver/imageset/icon_post_target.gif"/>
</v:shape><![endif]--><!--[if !vml]--><img alt="Сообщение" border="0" height="9" src="file:///C:/DOCUME~1/9335~1/LOCALS~1/Temp/msohtml1/01/clip_image001.gif" v:shapes="_x0000_i1038" width="11" /><!--[endif]--></span></a><span class="apple-converted-space"> </span><b><a href="http://www.incotexcom.ru/faqmercury/memberlist.php?mode=viewprofile&u=63"><span style="color: #105289; text-decoration: none;">cka4</span></a></b><span class="apple-converted-space"> </span>» 07 фев 2013, 16:27<o:p></o:p></span></div>
<div class="MsoNormal" style="background: #E1EBF2; line-height: 16.8pt;">
<span style="color: #333333; font-family: "trebuchet ms"; font-size: 10.0pt;">Здравствуйте.
Начали на этой недели ставить счетчики. Вопрос возник такой , можно как-нибудь
установить пароль на plc? Хотим установить ограничение по мощности, поэтому
хотелось бы защитить эту функцию.<o:p></o:p></span></div>
<h3 style="background: #ECF3F7; line-height: 13.5pt;">
<span style="color: #115098; font-family: "trebuchet ms"; font-size: 10.0pt;"><a href="http://www.incotexcom.ru/faqmercury/viewtopic.php?f=19&t=10#p44"><span style="color: #105289; text-decoration: none;">Re: Шифрование
PLC-II.</span></a><o:p></o:p></span></h3>
<div class="author" style="background: #ECF3F7; line-height: 14.4pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 180.0pt; margin-top: 0cm;">
<span style="color: #333333; font-family: "verdana"; font-size: 10.0pt;"><a href="http://www.incotexcom.ru/faqmercury/viewtopic.php?p=44#p44"><span style="color: #105289; text-decoration: none;"><!--[if gte vml 1]><v:shape
id="_x0000_i1039" type="#_x0000_t75" alt="Сообщение" style='width:8.25pt;
height:6.75pt' o:button="t">
<v:imagedata src="file:///C:\DOCUME~1\9335~1\LOCALS~1\Temp\msohtml1\01\clip_image001.gif"
o:href="http://www.incotexcom.ru/faqmercury/styles/prosilver/imageset/icon_post_target.gif"/>
</v:shape><![endif]--><!--[if !vml]--><img alt="Сообщение" border="0" height="9" src="file:///C:/DOCUME~1/9335~1/LOCALS~1/Temp/msohtml1/01/clip_image001.gif" v:shapes="_x0000_i1039" width="11" /><!--[endif]--></span></a><span class="apple-converted-space"> </span><b><a href="http://www.incotexcom.ru/faqmercury/memberlist.php?mode=viewprofile&u=55"><span style="color: #105289; text-decoration: none;">Sergey</span></a></b><span class="apple-converted-space"> </span>» 11 фев 2013, 09:50<o:p></o:p></span></div>
<div class="MsoNormal" style="background: #EBEADD; line-height: 16.8pt;">
<cite><b><span style="color: #333333; font-family: "trebuchet ms"; font-size: 10.0pt; font-style: normal;">cka4 писал(а):</span></b></cite><span style="color: #333333; font-family: "trebuchet ms"; font-size: 10.0pt;">Здравствуйте. Начали на этой недели
ставить счетчики. Вопрос возник такой , можно как-нибудь установить пароль на
plc? Хотим установить ограничение по мощности, поэтому хотелось бы защитить эту
функцию.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: #ECF3F7; line-height: 16.8pt;">
<span style="color: #333333; font-family: "trebuchet ms"; font-size: 10.0pt;">PLC II не
поддерживает шифрования. И скорей всего не будет поддерживать, В принципе
абоненту желающему изменить настройки лимита проще осуществить это при помощи
оптопорта, чем через PLC II? так что в первую очередь "закройте "
этот канал связи.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: #ECF3F7; line-height: 11.25pt;">
<i><span style="color: #4080bf; font-family: "verdana"; font-size: 10.0pt;">Ответил инженер ОТП
Гуськов Сергей</span></i><span style="color: #333333; font-family: "verdana"; font-size: 10.0pt;"><o:p></o:p></span></div>
<h3 style="background: #E1EBF2; line-height: 13.5pt;">
<span style="color: #115098; font-family: "trebuchet ms"; font-size: 10.0pt;"><a href="http://www.incotexcom.ru/faqmercury/viewtopic.php?f=19&t=10#p69"><span style="color: #105289; text-decoration: none;">Re: Шифрование
PLC-II.</span></a><o:p></o:p></span></h3>
<div class="author" style="background: #E1EBF2; line-height: 14.4pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 180.0pt; margin-top: 0cm;">
<span style="color: #333333; font-family: "verdana"; font-size: 10.0pt;"><a href="http://www.incotexcom.ru/faqmercury/viewtopic.php?p=69#p69"><span style="color: #105289; text-decoration: none;"><!--[if gte vml 1]><v:shape
id="_x0000_i1040" type="#_x0000_t75" alt="Сообщение" style='width:8.25pt;
height:6.75pt' o:button="t">
<v:imagedata src="file:///C:\DOCUME~1\9335~1\LOCALS~1\Temp\msohtml1\01\clip_image001.gif"
o:href="http://www.incotexcom.ru/faqmercury/styles/prosilver/imageset/icon_post_target.gif"/>
</v:shape><![endif]--><!--[if !vml]--><img alt="Сообщение" border="0" height="9" src="file:///C:/DOCUME~1/9335~1/LOCALS~1/Temp/msohtml1/01/clip_image001.gif" v:shapes="_x0000_i1040" width="11" /><!--[endif]--></span></a><span class="apple-converted-space"> </span><b><a href="http://www.incotexcom.ru/faqmercury/memberlist.php?mode=viewprofile&u=63"><span style="color: #105289; text-decoration: none;">cka4</span></a></b><span class="apple-converted-space"> </span>» 18 фев 2013, 15:42<o:p></o:p></span></div>
<div class="MsoNormal" style="background: #E1EBF2; line-height: 16.8pt;">
<span style="color: #333333; font-family: "trebuchet ms"; font-size: 10.0pt;">оптопорт
закрыт. Если бы концентраторы не были в свободной продаже, то да, шифрование не
нуж-но. А так уже всплыли счетчики, которые перепрограммированы.<o:p></o:p></span></div>
<h3 style="background: #ECF3F7; line-height: 13.5pt;">
<span style="color: #115098; font-family: "trebuchet ms"; font-size: 10.0pt;"><a href="http://www.incotexcom.ru/faqmercury/viewtopic.php?f=19&t=10#p72"><span style="color: #105289; text-decoration: none;">Re: Шифрование
PLC-II.</span></a><o:p></o:p></span></h3>
<div class="author" style="background: #ECF3F7; line-height: 14.4pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 180.0pt; margin-top: 0cm;">
<span style="color: #333333; font-family: "verdana"; font-size: 7.5pt;"><a href="http://www.incotexcom.ru/faqmercury/viewtopic.php?p=72#p72"><span style="color: #105289; text-decoration: none;"><!--[if gte vml 1]><v:shape
id="_x0000_i1041" type="#_x0000_t75" alt="Сообщение" style='width:8.25pt;
height:6.75pt' o:button="t">
<v:imagedata src="file:///C:\DOCUME~1\9335~1\LOCALS~1\Temp\msohtml1\01\clip_image001.gif"
o:href="http://www.incotexcom.ru/faqmercury/styles/prosilver/imageset/icon_post_target.gif"/>
</v:shape><![endif]--><!--[if !vml]--><img alt="Сообщение" border="0" height="9" src="file:///C:/DOCUME~1/9335~1/LOCALS~1/Temp/msohtml1/01/clip_image001.gif" v:shapes="_x0000_i1041" width="11" /><!--[endif]--></span></a><span class="apple-converted-space"> </span><b><a href="http://www.incotexcom.ru/faqmercury/memberlist.php?mode=viewprofile&u=65"><span style="color: #d31141;">dmitriy</span></a></b><span class="apple-converted-space"> </span>» 18 фев 2013, 16:50<o:p></o:p></span></div>
<div class="MsoNormal" style="background: #ECF3F7; line-height: 16.8pt;">
<span style="color: #333333; font-family: "trebuchet ms"; font-size: 10.0pt;">В счётчиках
есть журналы куда заносятся принятые к исполнению команды, так что факт
вмешательства документируется. Возможность ввести парольный доступ в канал PLC
есть, но только для трёхфазных счётчиков. Выяснилось, что данный режим в
реальной работе не слишком удобен, поэтому по умолчанию доступ открыт. Для
однофазных закрыть канал невозможно.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: #ECF3F7; line-height: 11.25pt;">
<span style="color: #333333; font-family: "verdana"; font-size: 10.0pt;">Ответил инженер ОТП
Дмитрий Редькин тел. (831) 466-63-55<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b><i><u>Комментарий ВК: </u></i></b>Отсутствие шифрования привело к
проблемме. Как инженер могу добавить, что шифрование в принципе невозможно
реализовать в <span lang="EN-US">PLC</span>, так
как эта возможность ограничена полосой пропускания и без того малой скоростью
передачи данных. Реализация функции шифрования дополнительно замедлит и без
того невысокую скорость считывания.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b><u>Проблемма
технологии </u></b><b><u><span lang="EN-US">PLC</span> №8<o:p></o:p></u></b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Особенности включения трехфазных счетчиков при считывании
данных по <span lang="EN-US">PLC</span> каналу. </div>
<div class="MsoNormal">
Опять добавлю, что простому энергетику непонимающему глубоко
в тонкостях технологии <span lang="EN-US">PLC</span><span lang="EN-US"> </span>тяжело понять на какую фазу подключать модем <span lang="EN-US">PLC</span><span lang="EN-US"> </span>в
трехфазном счетчике. Этот персонал непонимает разницу питания модема <span lang="EN-US">PLC</span><span lang="EN-US"> </span>в
1ф и 3ф счетчиках. Все это влечет сложности с запусками и требует
ПОДГОТОВЛЕННОСТИ обслуживающего персонала. Зачастую и сам производитель или его
персонал, не может понять, причину неработоспособности того или иного счетчика
с <span lang="EN-US">PLC</span>.<o:p></o:p></div>
<h3 style="background: #E1EBF2; line-height: 15.75pt;">
<span style="color: #115098; font-family: "trebuchet ms"; font-size: 10.0pt;"><a href="http://www.incotexcom.ru/faqmercury/viewtopic.php?f=19&t=176#p828"><span style="color: #105289; text-decoration: none;">Причины
отсутствия опроса PLC-II</span></a><o:p></o:p></span></h3>
<div class="author" style="background: #E1EBF2; line-height: 14.4pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 180.0pt; margin-top: 0cm;">
<span style="color: #333333; font-family: "verdana"; font-size: 10.0pt;"><a href="http://www.incotexcom.ru/faqmercury/viewtopic.php?p=828#p828"><span style="color: #105289; text-decoration: none;"><!--[if gte vml 1]><v:shape
id="_x0000_i1042" type="#_x0000_t75" alt="Сообщение" style='width:8.25pt;
height:6.75pt' o:button="t">
<v:imagedata src="file:///C:\DOCUME~1\9335~1\LOCALS~1\Temp\msohtml1\01\clip_image001.gif"
o:href="http://www.incotexcom.ru/faqmercury/styles/prosilver/imageset/icon_post_target.gif"/>
</v:shape><![endif]--><!--[if !vml]--><img alt="Сообщение" border="0" height="9" src="file:///C:/DOCUME~1/9335~1/LOCALS~1/Temp/msohtml1/01/clip_image001.gif" v:shapes="_x0000_i1042" width="11" /><!--[endif]--></span></a><span class="apple-converted-space"> </span><b><a href="http://www.incotexcom.ru/faqmercury/memberlist.php?mode=viewprofile&u=352"><span style="color: #105289; text-decoration: none;">PO_SES</span></a></b><span class="apple-converted-space"> </span>» 14 окт 2013, 18:35<o:p></o:p></span></div>
<div class="MsoNormal" style="background: #E1EBF2; line-height: 16.8pt;">
<span style="color: #333333; font-family: "trebuchet ms"; font-size: 10.0pt;">1. Трехфазный
счетчик МЕРКУРИЙ 233 ART. подключено только две или одна фаза (не предлагайте
установить однофазный). может ли это являться причиной неопроса? возможен ли
опрос в таких условиях? имеет ли значение какая фаза на счетчике?<o:p></o:p></span></div>
<h3 style="background: #E1EBF2; line-height: 13.5pt;">
<span style="color: #115098; font-family: "trebuchet ms"; font-size: 10.0pt;"><a href="http://www.incotexcom.ru/faqmercury/viewtopic.php?f=19&t=176#p860"><span style="color: #105289; text-decoration: none;">Re: Причины
отсутствия опроса PLC-II</span></a><o:p></o:p></span></h3>
<div class="author" style="background: #E1EBF2; line-height: 14.4pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 180.0pt; margin-top: 0cm;">
<span style="color: #333333; font-family: "verdana"; font-size: 10.0pt;"><a href="http://www.incotexcom.ru/faqmercury/viewtopic.php?p=860#p860"><span style="color: #105289; text-decoration: none;"><!--[if gte vml 1]><v:shape
id="_x0000_i1043" type="#_x0000_t75" alt="Сообщение" style='width:8.25pt;
height:6.75pt' o:button="t">
<v:imagedata src="file:///C:\DOCUME~1\9335~1\LOCALS~1\Temp\msohtml1\01\clip_image001.gif"
o:href="http://www.incotexcom.ru/faqmercury/styles/prosilver/imageset/icon_post_target.gif"/>
</v:shape><![endif]--><!--[if !vml]--><img alt="Сообщение" border="0" height="9" src="file:///C:/DOCUME~1/9335~1/LOCALS~1/Temp/msohtml1/01/clip_image001.gif" v:shapes="_x0000_i1043" width="11" /><!--[endif]--></span></a><span class="apple-converted-space"> </span><b><a href="http://www.incotexcom.ru/faqmercury/memberlist.php?mode=viewprofile&u=55"><span style="color: #105289; text-decoration: none;">Sergey</span></a></b><span class="apple-converted-space"> </span>» 18 окт 2013, 12:34<o:p></o:p></span></div>
<div class="MsoNormal" style="background: #EBEADD; line-height: 16.8pt;">
<cite><b><span style="color: #333333; font-family: "trebuchet ms"; font-size: 10.0pt; font-style: normal;">PO_SES писал(а):</span></b></cite><span style="color: #333333; font-family: "trebuchet ms"; font-size: 10.0pt;">1. Трехфазный счетчик МЕРКУРИЙ 233
ART. подключено только две или одна фаза (не предлагайте установить
однофазный). может ли это являться причиной неопроса? возможен ли опрос в таких
условиях? имеет ли значение какая фаза на счетчике?<o:p></o:p></span></div>
<div class="MsoNormal" style="background: #E1EBF2; line-height: 16.8pt;">
<span style="color: #333333; font-family: "trebuchet ms"; font-size: 10.0pt;">Имеет, т.к.
данные передаются по одно только фазе и сам модуль PLC работает от линейного
напряжения.<o:p></o:p></span></div>
<h3 style="background: #E1EBF2; line-height: 13.5pt;">
<span style="font-size: 10.0pt;"> </span><span style="color: #115098; font-family: "trebuchet ms"; font-size: 10.0pt;"><a href="http://www.incotexcom.ru/faqmercury/viewtopic.php?f=19&t=176#p865"><span style="color: #105289; text-decoration: none;">Re: Причины
отсутствия опроса PLC-II</span></a><o:p></o:p></span></h3>
<div class="author" style="background: #E1EBF2; line-height: 14.4pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 180.0pt; margin-top: 0cm;">
<span style="color: #333333; font-family: "verdana"; font-size: 10.0pt;"><a href="http://www.incotexcom.ru/faqmercury/viewtopic.php?p=865#p865"><span style="color: #105289; text-decoration: none;"><!--[if gte vml 1]><v:shape
id="_x0000_i1044" type="#_x0000_t75" alt="Сообщение" style='width:8.25pt;
height:6.75pt' o:button="t">
<v:imagedata src="file:///C:\DOCUME~1\9335~1\LOCALS~1\Temp\msohtml1\01\clip_image001.gif"
o:href="http://www.incotexcom.ru/faqmercury/styles/prosilver/imageset/icon_post_target.gif"/>
</v:shape><![endif]--><!--[if !vml]--><img alt="Сообщение" border="0" height="9" src="file:///C:/DOCUME~1/9335~1/LOCALS~1/Temp/msohtml1/01/clip_image001.gif" v:shapes="_x0000_i1044" width="11" /><!--[endif]--></span></a><span class="apple-converted-space"> </span><b><a href="http://www.incotexcom.ru/faqmercury/memberlist.php?mode=viewprofile&u=55"><span style="color: #105289; text-decoration: none;">Sergey</span></a></b><span class="apple-converted-space"> </span>» 18 окт 2013, 15:12<o:p></o:p></span></div>
<div class="MsoNormal" style="background: #EBEADD; line-height: 16.8pt;">
<cite><b><span style="color: #333333; font-family: "trebuchet ms"; font-size: 10.0pt; font-style: normal;">PO_SES писал(а):</span></b></cite><span style="color: #333333; font-family: "trebuchet ms"; font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: #EFEED9; line-height: 16.8pt;">
<st1:personname><st1:personname><cite><b><span style="color: #333333; font-family: "trebuchet ms"; font-size: 10.0pt; font-style: normal;">Serge</span></b></cite></st1:personname><cite><b><span style="color: #333333; font-family: "trebuchet ms"; font-size: 10.0pt; font-style: normal;">y</span></b></cite></st1:personname><cite><b><span style="color: #333333; font-family: "trebuchet ms"; font-size: 10.0pt; font-style: normal;"> писал(а):</span></b></cite><span style="color: #333333; font-family: "trebuchet ms"; font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: #EBEADD; line-height: 16.8pt;">
<cite><b><span style="color: #333333; font-family: "trebuchet ms"; font-size: 10.0pt; font-style: normal;">PO_SES писал(а):</span></b></cite><span style="color: #333333; font-family: "trebuchet ms"; font-size: 10.0pt;">1. Трехфазный счетчик МЕРКУРИЙ 233
ART. подключено только две или одна фаза (не предлагайте установить
однофазный). может ли это являться причиной неопроса? возможен ли опрос в таких
условиях? имеет ли значение какая фаза на счетчике?<o:p></o:p></span></div>
<div class="MsoNormal" style="background: #EBEADD; line-height: 16.8pt;">
<span style="color: #333333; font-family: "trebuchet ms"; font-size: 10.0pt;"><br />
Имеет, т.к. данные передаются по одно только фазе и сам модуль PLC работает от
линейного напряжения.<br />
<br />
Если устанавливаем модуль PLC в ту же фазу, которая пирсутствует на счетчике,
точнее подаем на счетчик фазу на тот контакт, от которого запитан модуль PLC,
тогда опрос должен быть?<br />
как сделать так чтобы при неполнофазном режиме 3ф счетчик опрашивался по PLC
каналу?<o:p></o:p></span></div>
<div class="MsoNormal" style="background: #E1EBF2; line-height: 16.8pt;">
<span style="color: #333333; font-family: "trebuchet ms"; font-size: 10.0pt;"><br />
Повторюсь. Для модуля нужно линейное напряжение, а линейное напряжение это две
фазы, как минимум.<o:p></o:p></span></div>
<h3 style="background: #E1EBF2; line-height: 13.5pt;">
<span style="color: #115098; font-family: "trebuchet ms"; font-size: 10.0pt;"><a href="http://www.incotexcom.ru/faqmercury/viewtopic.php?f=19&t=176#p867"><span style="color: #105289; text-decoration: none;">Re: Причины
отсутствия опроса PLC-II</span></a><o:p></o:p></span></h3>
<div class="author" style="background: #E1EBF2; line-height: 14.4pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 180.0pt; margin-top: 0cm;">
<span style="color: #333333; font-family: "verdana"; font-size: 10.0pt;"><a href="http://www.incotexcom.ru/faqmercury/viewtopic.php?p=867#p867"><span style="color: #105289; text-decoration: none;"><!--[if gte vml 1]><v:shape
id="_x0000_i1045" type="#_x0000_t75" alt="Сообщение" style='width:8.25pt;
height:6.75pt' o:button="t">
<v:imagedata src="file:///C:\DOCUME~1\9335~1\LOCALS~1\Temp\msohtml1\01\clip_image001.gif"
o:href="http://www.incotexcom.ru/faqmercury/styles/prosilver/imageset/icon_post_target.gif"/>
</v:shape><![endif]--><!--[if !vml]--><img alt="Сообщение" border="0" height="9" src="file:///C:/DOCUME~1/9335~1/LOCALS~1/Temp/msohtml1/01/clip_image001.gif" v:shapes="_x0000_i1045" width="11" /><!--[endif]--></span></a><span class="apple-converted-space"> </span><b><a href="http://www.incotexcom.ru/faqmercury/memberlist.php?mode=viewprofile&u=55"><span style="color: #105289; text-decoration: none;">Sergey</span></a></b><span class="apple-converted-space"> </span>» 18 окт 2013, 15:56<o:p></o:p></span></div>
<div class="MsoNormal" style="background: #EBEADD; line-height: 16.8pt;">
<cite><b><span style="color: #333333; font-family: "trebuchet ms"; font-size: 10.0pt; font-style: normal;">PO_SES писал(а):</span></b></cite><span style="color: #333333; font-family: "trebuchet ms"; font-size: 10.0pt;">Повторюсь. Для модуля нужно линейное
напряжение, а линейное напряжение это две фазы, как минимум.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: #E1EBF2; line-height: 16.8pt;">
<span style="color: #333333; font-family: "trebuchet ms"; font-size: 10.0pt;"><br />
модуль PLC II одинаковый, что для 1ф, что для 3ф? почему в 1ф счетчике модуль
обеспечивает связь, а в 3ф нужно линейное напряжение?[/quote]<br />
<br />
Потому что по разному реализовано питание модуля<o:p></o:p></span></div>
<div class="MsoNormal" style="background: #E1EBF2; line-height: 11.25pt;">
<i><span style="color: #4080bf; font-family: "verdana"; font-size: 10.0pt;">Ответил инженер ОТП
Гуськов Сергей</span></i><span style="color: #333333; font-family: "verdana"; font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b><i><u>Вывод: <o:p></o:p></u></i></b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
8 описанных проблем технологии <span lang="EN-US">PLC</span><span lang="EN-US"> </span>подтверждают
несовершенство технологии для выполнения задач передачи данных по линии 0.4 кВ.
Основная проблема работы <span lang="EN-US">PLC</span>
– это шумы, которые зависят от потребительских приборов. (Их очень много, и
какие еще придумают, неизвестно. Известно одно, все они включаются в сеть 220В
и вносят шумы).</div>
<div class="MsoNormal">
Как результат: многие пытаются <span lang="EN-US">PLC</span><span lang="EN-US"> </span>технологию
дублировать радиоканалом. Производители чипов эту идею заганяют через маркетинг
и выбивают деньги через Сколково. (например <span lang="EN-US">MobiX</span><span lang="EN-US"> </span>или <span lang="EN-US">Mobichip</span>) Даже <span lang="EN-US">Yitran</span><span lang="EN-US"> </span>на выставке в Амстердаме меня
лично агитировал пойти на такой шаг и сделать надежный гибрид двух технологий <span lang="EN-US">PLC</span> + <span lang="EN-US">Zigbee</span>. И дальше опять энергетикам
внушают что это класное решение.<o:p></o:p></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Альтернативная технология <span lang="EN-US">Zigbee</span>, на несколько порядков выше по совершенству. Все проблемы,
которые описаны выше, отсутствуют в технологии <span lang="EN-US">Zigbee</span> с модемами <span lang="EN-US">Embee</span>. </div>
<div class="MsoNormal">
Самое главное, как показывают реальные объекты работающие с <span lang="EN-US">Embee</span><span lang="EN-US"> </span>радиосетью
– затраты на обслуживание отсутствуют!!!!! </div>
<div class="MsoNormal">
Затраты на монтаж системы с <span lang="EN-US">Embee</span> – минимальные. (При соблюдении
всех тех процессов.) <o:p></o:p></div>
<div class="MsoNormal">
<br /></div>
<br />
<div class="MsoNormal">
<br /></div>
</div>
EMBEE Ltdhttp://www.blogger.com/profile/08283391653715760179noreply@blogger.com0tag:blogger.com,1999:blog-587063241041653161.post-76078217231800797762014-01-23T08:21:00.001-08:002014-01-23T08:29:54.325-08:00Сравнительный анализ АСКУЭ Zigbee и АСКУЭ PLC<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: left;">
Сравнительный анализ работы АСКУЭ Zigbee с АСКУЭ PLC сделаем по следующему плану:</div>
<div style="text-align: left;">
</div>
<ol style="text-align: left;">
<li>Предпроектное обследование</li>
<li>Инсталяция системы АСКУЭ с Zigbee и с PLC.</li>
<li>Запуск системы АСКУЭ Zigbee и АСКУЭ PLC.</li>
<li>Обслуживание системы АСКУЭ Zigbee и АСКУЭ PLC через 2-5 лет работы.</li>
<li>Сравнительный анализ цены т. у системы АСКУЭ Zigbee и АСКУЭ PLC</li>
</ol>
<div style="text-align: center;">
<table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; margin-left: 4.6pt; mso-padding-alt: 0cm 0cm 0cm 0cm;">
<tbody>
<tr style="height: 21.05pt; mso-yfti-irow: 0;">
<td style="border: solid windowtext 1.0pt; height: 21.05pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 121.3pt;" valign="top" width="162"><div align="center" style="margin-bottom: .0001pt; margin: 0cm; text-align: center;">
<b>Выполняемые
задачи</b></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; height: 21.05pt; mso-border-left-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 5.0cm;" valign="top" width="189"><div align="center" style="margin-bottom: .0001pt; margin: 0cm; text-align: center;">
<b>АСКУЭ
PLC</b></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; height: 21.05pt; mso-border-left-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 148.85pt;" valign="top" width="198"><div align="center" style="margin-bottom: .0001pt; margin: 0cm; text-align: center;">
<b>АСКУЭ
Zigbee</b></div>
</td>
</tr>
<tr style="height: 26.5pt; mso-yfti-irow: 1;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 26.5pt; mso-border-top-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 121.3pt;" valign="top" width="162"><div style="margin-bottom: .0001pt; margin: 0cm;">
<span style="font-family: Arial; font-size: 7.5pt;">Предпроектное обследование объекта АСКУЭ в сельской
местности и котеджных застроек. <i>Акцент
на простых объектах "многоэтажки" не делается. Это категория
простых объектов.</i></span><span style="font-size: 7.5pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 26.5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 5.0cm;" valign="top" width="189"><div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="font-family: Arial; font-size: 7.5pt;">Неотъемлемая часть перед проектом,
на которую нужно выделить время, деньги, ресурсы. Каждый объект должен быть
проанализирован на предмет правильности представления балансных групп. Нужно
провести анализ включений трансформаторов на самих ТП. От этого зависит
кол-во дополнительного оборудования, что влияет на конечную стоимость
проекта. Предпроектное обследование не дает точно цифры затрат на установку
фильтров от помех, или дополнительных фильтров компенсаторов емкостных
нагрузок потребителей. </span></div>
<div style="margin-bottom: .0001pt; margin: 0cm;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 26.5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 148.85pt;" valign="top" width="198"><div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="font-family: Arial; font-size: 7.5pt;">Предпроектное обследование объекта
простое по карте в Google maps или другой. Не занимает много времени и
ресурсов. В большинстве случаев может вообще отсутствовать. С большой
точностью анализ такого обследования дает представление о конечной цене точки
учета.</span></div>
<div align="center" style="margin-bottom: .0001pt; margin: 0cm; text-align: center;">
<br /></div>
</td>
</tr>
<tr style="height: 115.45pt; mso-yfti-irow: 2;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 115.45pt; mso-border-top-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 121.3pt;" valign="top" width="162"><div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="font-family: Arial; font-size: 7.5pt;">Установка оборудования на объекте
после обследования<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 115.45pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 5.0cm;" valign="top" width="189"><div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="font-family: Arial; font-size: 7.5pt;">Перед установкой ставятся на ТП
концентраторы-координаторы, после этого счетчики. Идет жесткая привязка к ТП
по оборудованию. <b>На каждую ТП нужно
устанавливать оборудование.</b> При установке оборудования нужно учитывать
схемы включения трансформаторов самой ТП, учитывать правильность подключения
к фазам однофазных и трехфазных счетчиков. В случае если это не будет учтено,
это приводит к неработоспособности и неопросу некоторых груп счетчиков какой
либо из фаз. На это может уйти время, если неподготовленный человек будет
самостоятельно делать подключение и сделает ошибку.<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 115.45pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 148.85pt;" valign="top" width="198"><div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial; font-size: 7.5pt;">Устанавливаются счетчики электроэнергии на объекте. После
установки счетчиков, в любом месте на объекте, на любой ТП (на ТП внутри,
снаружи, на столбе, в подвале, и.т.д) устанавливается
координатор-концентратор. Может быть установлен на несколько ТП один
концентратор- координатор. Например одно большое село до 1000 точек учета с 8
ТП может быть включено в единую систему АСКУЭ. Баланс разводится в ПО
верхнего уровня, куда система АСКУЭ передает данные. Это дает снижение цены
точки учета. Все в несколько раз проще чем в </span><span lang="EN-US" style="font-family: Arial; font-size: 7.5pt; mso-ansi-language: EN-US;">PLC</span><span lang="EN-US" style="font-family: Arial; font-size: 7.5pt;"> </span><span style="font-family: Arial; font-size: 7.5pt;">и доступно неподготовленному
энергетику. Для больших объектов возможно понадобится установка 1-2 роутеров на опоры.(характерно для объектов с большой протяжностью 5-10 км.)<o:p></o:p></span></div>
</td>
</tr>
<tr style="height: 90.45pt; mso-yfti-irow: 3;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 90.45pt; mso-border-top-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 121.3pt;" valign="top" width="162"><div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="font-family: Arial; font-size: 7.5pt;">Запуск системы АСКУЭ<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 90.45pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 5.0cm;" valign="top" width="189"><div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="font-family: Arial; font-size: 7.5pt;">В зависимости от производителя
АСКУЭ </span><span lang="EN-US" style="font-family: Arial; font-size: 7.5pt; mso-ansi-language: EN-US;">PLC</span><span lang="EN-US" style="font-family: Arial; font-size: 7.5pt;"> </span><span style="font-family: Arial; font-size: 7.5pt;">как
правило все системы имеют встроенные алгоритмы самоорганизации сети
счетчиков. Единственная проблема, не всегда счетчики определяются в системе
из за множества факторов, влияющих на работу системы АСКУЭ </span><span lang="EN-US" style="font-family: Arial; font-size: 7.5pt; mso-ansi-language: EN-US;">PLC</span><span style="font-family: Arial; font-size: 7.5pt;"> (помехи, скрутки, синфазность, др.)<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 90.45pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 148.85pt;" valign="top" width="198"><div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial; font-size: 7.5pt;">Как и у </span><span lang="EN-US" style="font-family: Arial; font-size: 7.5pt; mso-ansi-language: EN-US;">PLC</span><span style="font-family: Arial; font-size: 7.5pt;">, наличие алгоритмов </span><span lang="EN-US" style="font-family: Arial; font-size: 7.5pt; mso-ansi-language: EN-US;">Plug</span><span style="font-family: Arial; font-size: 7.5pt;">&</span><span lang="EN-US" style="font-family: Arial; font-size: 7.5pt; mso-ansi-language: EN-US;">Play</span><span lang="EN-US" style="font-family: Arial; font-size: 7.5pt;"> </span><span style="font-family: Arial; font-size: 7.5pt;">позволяет в автоматическом режиме
самонастраиваться радиосети счетчиков в системе АСКУЭ. Ежеминутная
оптимизация маршрутов, позволяет надежно 100% собирать данные с большых
сетей. Для некоторых больших объектов, возможно понадобится дополнительный
удаленный внешний перевод на другие частотные каналы связи. <o:p></o:p></span></div>
</td>
</tr>
<tr style="height: 115.45pt; mso-yfti-irow: 4;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 115.45pt; mso-border-top-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 121.3pt;" valign="top" width="162"><div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="font-family: Arial; font-size: 7.5pt;">Факторы влияющие на работу системы
АСКУЭ<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 115.45pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 5.0cm;" valign="top" width="189"><div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="font-family: Arial; font-size: 7.5pt;">Помехи в линии 0.4кВ. Наличие
скруток проводов. Качество самой электропроводки. Наличие в линии емкостных
нагрузок, создающиеся от энергосберегающих ламп, импульсных блоков питания,
бесперебойных источников питания. В любой момент, в течении всего срока
эксплуатации 10-15 лет, может возникнуть необходимость установки фильтров на
объекте, которые уберут источники помех и емкости. <o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 115.45pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 148.85pt;" valign="top" width="198"><div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial; font-size: 7.5pt;">Все перечисленные факторы </span><span lang="EN-US" style="font-family: Arial; font-size: 7.5pt; mso-ansi-language: EN-US;">PLC</span><span style="font-family: Arial; font-size: 7.5pt;"> не влияют для </span><span lang="EN-US" style="font-family: Arial; font-size: 7.5pt; mso-ansi-language: EN-US;">Zigbee</span><span style="font-family: Arial; font-size: 7.5pt;">. Помехи в радиосигнале,
компенсируются системой коррекции ошибок, самих модемов </span><span lang="EN-US" style="font-family: Arial; font-size: 7.5pt; mso-ansi-language: EN-US;">Zigbee</span><span style="font-family: Arial; font-size: 7.5pt;">. Для потребителя система
опрашивает 100% данные со счетчиков. Деревья, изменение условий эфира, не
влияют на сбор данных. <o:p></o:p></span></div>
</td>
</tr>
<tr style="height: 56.2pt; mso-yfti-irow: 5;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 56.2pt; mso-border-top-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 121.3pt;" valign="top" width="162"><div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="font-family: Arial; font-size: 7.5pt;">Статистика опроса данных в течение
суток. По анализу множества объектов, во всем мире.<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 56.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 5.0cm;" valign="top" width="189"><div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="font-family: Arial; font-size: 7.5pt;">75-80% - для сельской местности<o:p></o:p></span></div>
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="font-family: Arial; font-size: 7.5pt;">80-94% - для многоэтажек<o:p></o:p></span></div>
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<br /></div>
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="font-family: Arial; font-size: 7.5pt;">Зависит от множества параметров и
от степени «вылизывания объекта» интегратором или энергетиком.<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 56.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 148.85pt;" valign="top" width="198"><div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial; font-size: 7.5pt;">100% - для любого объекта на котором установлена </span><span lang="EN-US" style="font-family: Arial; font-size: 7.5pt; mso-ansi-language: EN-US;">Embee</span><span lang="EN-US" style="font-family: Arial; font-size: 7.5pt;"> </span><span style="font-family: Arial; font-size: 7.5pt;">радиосеть технологии </span><span lang="EN-US" style="font-family: Arial; font-size: 7.5pt; mso-ansi-language: EN-US;">Zigbee</span><span style="font-family: Arial; font-size: 7.5pt;">. <o:p></o:p></span></div>
</td>
</tr>
<tr style="height: 34.45pt; mso-yfti-irow: 6;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 34.45pt; mso-border-alt: solid windowtext 1.0pt; mso-border-right-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 121.3pt;" valign="top" width="162"><div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="font-family: Arial; font-size: 7.5pt;">Среднее величина сети АСКУЭ на
объекте в сельской местности <o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 34.45pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 5.0cm;" valign="top" width="189"><div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="font-family: Arial; font-size: 7.5pt;">Средняя сеть АСКУЭ до от 60-150 т.у
на один концентратор-координтор.<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 34.45pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 148.85pt;" valign="top" width="198"><div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial; font-size: 7.5pt;">Единая сеть АСКУЭ на один концентратор-координатор может составляеть до 1000 т. у. и может охватывать множество ТП в единой радиосети. <o:p></o:p></span></div>
</td>
</tr>
<tr style="height: 55.6pt; mso-yfti-irow: 7;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 55.6pt; mso-border-top-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 121.3pt;" valign="top" width="162"><div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="font-family: Arial; font-size: 7.5pt;">Стравнительная характеристика цены
т. у на объекте (населенный пункт из 800 домов). При одинаковой цене
счетчик+модем.<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 55.6pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 5.0cm;" valign="top" width="189"><div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<b><span style="font-family: Arial; font-size: 7.5pt;">На 20-30%</span></b><span style="font-family: Arial; font-size: 7.5pt;">
цена точки учета объекта дороже чем у АСКУЭ </span><span lang="EN-US" style="font-family: Arial; font-size: 7.5pt; mso-ansi-language: EN-US;">Zigbee</span><span style="font-family: Arial; font-size: 7.5pt;">-</span><span lang="EN-US" style="font-family: Arial; font-size: 7.5pt; mso-ansi-language: EN-US;">Embee</span><span style="font-family: Arial; font-size: 7.5pt;">. (За счет нескольких ТП, требуется
установка на каждую фазу маршрутизаторов, фильтров, и др оборудования) <o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 55.6pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 148.85pt;" valign="top" width="198"><div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial; font-size: 7.5pt;">Минимальная цена точки учета, так как дополнительное
оборудование практически не требуется устанавливать. Один ящик АСКУЭ на весь
населенный пункт.<o:p></o:p></span></div>
</td>
</tr>
<tr style="height: 115.45pt; mso-yfti-irow: 8; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 115.45pt; mso-border-top-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 121.3pt;" valign="top" width="162"><div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<b><span style="font-family: Arial; font-size: 7.5pt;">Обслуживание систем АСКУЭ.</span></b><span style="font-family: Arial; font-size: 7.5pt;"> Неучитываются факторы выхода со строя самих счетчиков
электроэнергии, которые не зависят от качества системы сбора.<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 115.45pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 5.0cm;" valign="top" width="189"><div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<b><span style="font-family: Arial; font-size: 7.5pt;">Требуется.</span></b><span style="font-family: Arial; font-size: 7.5pt;">
Нужно постоянно уделять время поискам выпадающих из системы АСКУЭ счетчиков,
из за внешних факторов. Это затраты + установка дополнительного оборудования.
<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 115.45pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 148.85pt;" valign="top" width="198"><div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<b><span style="font-family: Arial; font-size: 7.5pt;">Не требуется. <o:p></o:p></span></b></div>
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<br /></div>
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<br /></div>
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<br /></div>
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<br /></div>
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<br /></div>
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="text-align: left;">
Вывод: </div>
<div class="MsoNormal" style="text-align: justify;">
В итоге можно сделать вывод, что АСКУЭ <span lang="EN-US">Zigbee</span><span lang="EN-US"> </span>предпочтительней
чем <span lang="EN-US">PLC</span>. Цена точки
учета <span lang="EN-US">PLC</span><span lang="EN-US"> </span>дороже на 20-30% чем у <span lang="EN-US">Zigbee</span>. <span lang="EN-US">PLC</span><span lang="EN-US"> </span>нуждается в обслуживании и постоянном контроле наличия
выпадающих счетчиков из за влияния внешних факторов в линии 0.4кВ.<o:p></o:p></div>
<br />
<div class="MsoNormal">
<br /></div>
</div>
</div>
EMBEE Ltdhttp://www.blogger.com/profile/08283391653715760179noreply@blogger.com5tag:blogger.com,1999:blog-587063241041653161.post-29974358886906638712014-01-15T01:05:00.000-08:002014-01-15T01:05:48.862-08:00<div dir="ltr" style="text-align: left;" trbidi="on">
<h3 style="text-align: left;">
<b><u>Несовершенство PLC технологии. Против ФАКТОВ тяжело отказываться. </u></b></h3>
<div>
Ниже предлагаю еще один пример того, как инсталяторы на форуме в теме по АСКУЭ, подтверждают, несовершенство PLC технологии. А ведь на реальном объекте, где эксплуатируется PLC в любое время могут включить какой нибудь бытовой прибор, у которого емкостная нагрузка близка к рабочим частотам PLC. Как результат, нужно выезжать и искать и ставить фильтр. При запуске системы все заработает, но в процессе эксплуатации, будут проблемы, которые нужно решать с выездом на объект и тратить свои деньги.</div>
<div>
<br /></div>
<a href="http://eom.com.ua/index.php?topic=15555.15">http://eom.com.ua/index.php?topic=15555.15</a><br />
<div>
<h5 id="subject_113521" style="background-color: #f0f4f7; font-size: 1em; margin: 0px; padding: 0px;">
<a href="http://eom.com.ua/index.php?topic=15555.msg113521#msg113521" rel="nofollow" style="color: #334466; text-decoration: none;">Re: АСКУЭ с системой сбора Zigbee или PLC предпочтительней?</a></h5>
</div>
<div>
<h4 style="background-color: #f0f4f7; color: #c06002; font-size: 15px; margin: 0.2em 0px 0.4em 1.1em; padding: 0px;">
<a href="http://www.blogger.com/blogger.g?blogID=587063241041653161">Сергей 1</a></h4>
</div>
<div>
<span style="background-color: #f0f4f7; font-family: verdana, sans-serif; font-size: 14px;">« </span><strong style="background-color: #f0f4f7; font-family: verdana, sans-serif; font-size: 14px;">Ответ #19 :</strong><span style="background-color: #f0f4f7; font-family: verdana, sans-serif; font-size: 14px;"> 14 Января 2014, 12:36:34 pm »</span></div>
<div>
<span style="background-color: #f0f4f7; line-height: 22.390625px;">Добрый день, уважаемые господа !</span><br />
<span style="background-color: #f0f4f7; line-height: 22.390625px;">К счастью, пока абоненты мало кто знает как поставить помехи PLC, </span><strong style="background-color: #f0f4f7; line-height: 22.390625px;"><span class="bbc_size" style="font-size: 12pt; line-height: 1.4em;">но</span></strong><br />
<span style="background-color: #f0f4f7; line-height: 22.390625px;">Вариант 1. </span><br />
<span style="background-color: #f0f4f7; line-height: 22.390625px;">У нас уже есть случаи, когда абоненты в сеть "втыкают" конденсатор, как компенсатор реактивной энергии, что по закону возможно, и всё PLC умерло</span><br />
<span style="background-color: #f0f4f7; line-height: 22.390625px;">Вариант 2. </span><br />
<span style="background-color: #f0f4f7; line-height: 22.390625px;">в сети включена зарядка от сотового телефона, при этом конденсатор фильтра питания по 220 В выпаян, и включена нагрузка - лампочка, спектр помех очень широкий, PLC не работает.</span><br />
<br style="background-color: #f0f4f7; line-height: 22.390625px;" />
<span style="background-color: #f0f4f7; line-height: 22.390625px;">Вывод: в PLC очень простыми способами можно поставить помехи, если абонент "захочет", </span><br />
<span style="background-color: #f0f4f7; line-height: 22.390625px;"> а АСКУЭ создаётся как раз в первую очередь для абонентов, который "хочет влиять" на счётчик</span></div>
<div>
<br /></div>
<div>
<h4 style="background-color: #f0f4f7; color: #c06002; font-size: 15px; margin: 0.2em 0px 0.4em 1.1em; padding: 0px;">
<a href="http://www.blogger.com/blogger.g?blogID=587063241041653161">yuoras</a></h4>
</div>
<div>
<span style="background-color: #f0f4f7; font-family: verdana, sans-serif; font-size: 14px;">« </span><strong style="background-color: #f0f4f7; font-family: verdana, sans-serif; font-size: 14px;">Ответ #21 :</strong><span style="background-color: #f0f4f7; font-family: verdana, sans-serif; font-size: 14px;"> 14 Января 2014, 12:47:47 pm »</span></div>
<div>
<span style="background-color: #f0f4f7; font-family: verdana, sans-serif; font-size: 14px;"><br /></span></div>
<div>
<strong style="background-color: #f0f4f7; line-height: 22.390625px;">Сергей 1</strong><span style="background-color: #f0f4f7; line-height: 22.390625px;">, </span><br />
<span style="background-color: #f0f4f7; line-height: 22.390625px;">Смотрите , ситуация немного не такая яркая , как Вы описываете.</span><br />
<span style="background-color: #f0f4f7; line-height: 22.390625px;">Зарядка и Конденсатор маломощные устройства и по тому могут заглушить не более 3-4 счётчиков от одной фазы.</span><br />
<span style="background-color: #f0f4f7; line-height: 22.390625px;">Так же интересно, что с этого выигрывает абонент?.</span><br />
<span style="background-color: #f0f4f7; line-height: 22.390625px;">Счётчик как считал активную Энергию , так и считает.</span><br />
<br style="background-color: #f0f4f7; line-height: 22.390625px;" />
<span style="background-color: #f0f4f7; line-height: 22.390625px;">Посмотрите,сколько сейчас в продаже глушилок беспроводных связей !.</span><br />
<span style="background-color: #f0f4f7; line-height: 22.390625px;">Включил и тоже лягло, а если рядом возле концентратора-координатора , лягла прям вся система!!.</span><br />
<br style="background-color: #f0f4f7; line-height: 22.390625px;" />
<span style="background-color: #f0f4f7; line-height: 22.390625px;">Так что , Везде есть недостатки и приоритеты.</span></div>
<div>
<h4 style="background-color: #f0f4f7; color: #c06002; font-size: 15px; margin: 0.2em 0px 0.4em 1.1em; padding: 0px;">
<a href="http://www.blogger.com/blogger.g?blogID=587063241041653161"><br /></a></h4>
<h4 style="background-color: #f0f4f7; color: #c06002; font-size: 15px; margin: 0.2em 0px 0.4em 1.1em; padding: 0px;">
<a href="http://www.blogger.com/blogger.g?blogID=587063241041653161">Сергей 1</a></h4>
</div>
<div>
<span style="background-color: #e7eaef; font-family: verdana, sans-serif; font-size: 14px;">« </span><strong style="background-color: #e7eaef; font-family: verdana, sans-serif; font-size: 14px;">Ответ #22 :</strong><span style="background-color: #e7eaef; font-family: verdana, sans-serif; font-size: 14px;"> 14 Января 2014, 13:08:34 pm »</span></div>
<div>
<strong style="background-color: #f0f4f7; line-height: 22.390625px;">Уважаемый yuoras,</strong><br />
<span style="background-color: #f0f4f7; line-height: 22.390625px;">Я работал и с PLC и с Zigbee </span><br />
<span style="background-color: #f0f4f7; line-height: 22.390625px;">Если включена на линии помеха (на 3-и фазы), то далее по линии сигнал никак не пройдет.</span><br />
<span style="background-color: #f0f4f7; line-height: 22.390625px;">Я просто сравниваю, что помехи на PLC во много раз </span><strong style="background-color: #f0f4f7; line-height: 22.390625px;">проще и дешевле </strong><span style="background-color: #f0f4f7; line-height: 22.390625px;">сделать даже "неподкованному специалисту", и всё по закону, компенсация реактивной мощности</span><br />
<span style="background-color: #f0f4f7; line-height: 22.390625px;">а равно также, как и возникающие случайные помехи диапазонов PLC, это к сожалению статистика</span><br />
<span style="background-color: #f0f4f7; line-height: 22.390625px;">а вот на 2,4 ГГц надо покупать Jammer, или иметь неплохие знания в ВЧ чтобы сделать.</span><br />
<span style="background-color: #f0f4f7; line-height: 22.390625px;">2,4 ГГц - это также и WiFi, если его глушить, то у жителей будут проблемы с WiFi, а это противозаконно</span><br />
<span style="background-color: #f0f4f7; line-height: 22.390625px;">Так что для нас, энергетиков, это очень даже неплохо </span><br />
<br style="background-color: #f0f4f7; line-height: 22.390625px;" />
<span style="background-color: #f0f4f7; line-height: 22.390625px;">но хочу заметить, что не каждая технология Zigbee, так же как и PLC успешно работает</span><br />
<span style="background-color: #f0f4f7; line-height: 22.390625px;">но это уже другая история </span></div>
<div>
<h4 style="background-color: #f0f4f7; color: #c06002; font-size: 15px; margin: 0.2em 0px 0.4em 1.1em; padding: 0px;">
<a href="http://www.blogger.com/blogger.g?blogID=587063241041653161">yuoras</a></h4>
</div>
<div>
<span style="background-color: #e7eaef; font-family: verdana, sans-serif; font-size: 14px;">« </span><strong style="background-color: #e7eaef; font-family: verdana, sans-serif; font-size: 14px;">Ответ #24 :</strong><span style="background-color: #e7eaef; font-family: verdana, sans-serif; font-size: 14px;"> 14 Января 2014, 13:57:51 pm »</span></div>
<div>
<strong style="line-height: 1.4em;">Сергей 1</strong><span style="line-height: 1.4em;">,</span></div>
<div>
<a href="http://eom.com.ua/index.php?topic=15555.msg113532#msg113532" style="color: #334466; font-size: x-small; font-weight: bold; line-height: 1.4em; text-decoration: none;">Цитата: Сергей 1 от 14 Января 2014, 13:42:32 pm</a></div>
<div>
<span style="background-color: #d7daec; font-size: xx-small; line-height: 1.4em;">Если включена на линии помеха (на 3-и фазы)</span></div>
<div>
<span style="line-height: 1.4em;">Ещё раз поясню , нужна </span><strong style="line-height: 1.4em;">мощность</strong><span style="line-height: 1.4em;"> для перекрытия всего сигнала.</span></div>
<div>
<span style="line-height: 1.4em;">Тиристорный регулятор какой мощный..</span></div>
<div>
<span style="line-height: 1.4em;">Вашими методами можно заглушить пару счётчиков!!.</span></div>
<div>
<span style="line-height: 1.4em;">Я тоже не Дурак , работаю с PLC с 2005 года.</span></div>
<div>
<span style="line-height: 1.4em;">Так же считаю , что не особо круто , тут в общем доступе выкладывать все нюансы работы обоих систем!!!.</span></div>
<div>
<div class="moderatorbar" style="clear: right; margin: 0px 0px 0px 16em;">
<div class="smalltext modified" id="modified_113533" style="background-color: #e7eaef; float: left; font-family: verdana, sans-serif; font-size: 0.85em;">
</div>
</div>
</div>
<div>
<br /></div>
<div>
<h4 style="background-color: #f0f4f7; color: #c06002; font-size: 15px; margin: 0.2em 0px 0.4em 1.1em; padding: 0px;">
<a href="http://www.blogger.com/blogger.g?blogID=587063241041653161">yuoras</a></h4>
</div>
<div>
<span style="background-color: #f0f4f7; font-family: verdana, sans-serif; font-size: 14px;">« </span><strong style="background-color: #f0f4f7; font-family: verdana, sans-serif; font-size: 14px;">Ответ #25 :</strong><span style="background-color: #f0f4f7; font-family: verdana, sans-serif; font-size: 14px;"> 14 Января 2014, 13:59:42 pm »</span></div>
<div>
<div class="quoteheader" style="background-color: #f0f4f7; color: #666666; font-size: x-small; font-weight: bold; line-height: 22.390625px; padding: 0px 0.3em;">
<div class="topslice_quote">
<a href="http://eom.com.ua/index.php?topic=15555.msg113532#msg113532" style="color: #334466; text-decoration: none;">Цитата: Сергей 1 от 14 Января 2014, 13:42:32 pm</a></div>
</div>
<blockquote class="bbc_standard_quote" style="background-color: #d7daec; background-image: url(http://eom.com.ua/Themes/default/images/theme/quote.png); background-position: 0.1em 0.1em; background-repeat: no-repeat no-repeat; border-bottom-color: rgb(153, 153, 170); border-bottom-style: solid; border-bottom-width: 2px; border-top-color: rgb(153, 153, 170); border-top-style: solid; border-top-width: 2px; font-size: x-small; line-height: 1.4em; margin: 0.1em 0px 0.3em; overflow: auto; padding: 1.1em 1.4em;">
если его глушить, то у жителей будут проблемы с WiFi, а это противозаконно</blockquote>
<div class="quotefooter" style="background-color: #f0f4f7; line-height: 22.390625px;">
<div class="botslice_quote">
</div>
</div>
<span style="background-color: #f0f4f7; line-height: 22.390625px;">Глушить PLC типа законно </span><img alt=":D" class="smiley" src="http://eom.com.ua/Smileys/MiniSmiles/grin.gif" style="background-color: #f0f4f7; line-height: 22.390625px; vertical-align: bottom;" title="Grin" /></div>
<div>
<br /></div>
<div>
<br /></div>
<div>
<h4 style="background-color: #e7eaef; color: #c06002; font-size: 15px; margin: 0.2em 0px 0.4em 1.1em; padding: 0px;">
<a href="http://www.blogger.com/blogger.g?blogID=587063241041653161">Сергей 1</a></h4>
</div>
<div>
<span style="background-color: #e7eaef; font-family: verdana, sans-serif; font-size: 14px;">« </span><strong style="background-color: #e7eaef; font-family: verdana, sans-serif; font-size: 14px;">Ответ #26 :</strong><span style="background-color: #e7eaef; font-family: verdana, sans-serif; font-size: 14px;"> 14 Января 2014, 14:43:19 pm »</span></div>
<div>
<div class="quoteheader" style="background-color: #e7eaef; color: #666666; font-size: x-small; font-weight: bold; line-height: 22.390625px; padding: 0px 0.3em;">
<div class="topslice_quote">
<a href="http://eom.com.ua/index.php?topic=15555.msg113534#msg113534" style="color: #334466; text-decoration: none;">Цитата: yuoras от 14 Января 2014, 13:59:42 pm</a></div>
</div>
<blockquote class="bbc_standard_quote" style="background-color: #d7daec; background-image: url(http://eom.com.ua/Themes/default/images/theme/quote.png); background-position: 0.1em 0.1em; background-repeat: no-repeat no-repeat; border-bottom-color: rgb(153, 153, 170); border-bottom-style: solid; border-bottom-width: 2px; border-top-color: rgb(153, 153, 170); border-top-style: solid; border-top-width: 2px; font-size: x-small; line-height: 1.4em; margin: 0.1em 0px 0.3em; overflow: auto; padding: 1.1em 1.4em;">
Глушить PLC типа законно</blockquote>
<div class="quotefooter" style="background-color: #e7eaef; line-height: 22.390625px;">
<div class="botslice_quote">
</div>
</div>
<br style="background-color: #e7eaef; line-height: 22.390625px;" />
<span style="background-color: #e7eaef; line-height: 22.390625px;">нет, глушить PLC незаконно, но законно включать в сеть компенсирующий (или в фильтре) конденсатор</span><br />
<span style="background-color: #e7eaef; line-height: 22.390625px;">а если про конденсатор, то давайте считать, а не полемизировать,</span><br />
<span style="background-color: #e7eaef; line-height: 22.390625px;">вспомним формулу - Реактивное сопротивление ёмкости Xc = 1/(2πƒC)</span><br />
<span style="background-color: #e7eaef; line-height: 22.390625px;">можете на калькуляторе </span><br />
<a class="bbc_link" href="http://001-lab.at.ua/publ/ehlektronika/on_lajn_raschety_1/3-1-0-25" style="background-color: #e7eaef; color: lightslategrey; line-height: 22.390625px; text-decoration: none;" target="_blank">http://001-lab.at.ua/publ/ehlektronika/on_lajn_raschety_1/3-1-0-25</a><br />
<span style="background-color: #e7eaef; line-height: 22.390625px;">так вот, конденсатор 2 мкф при частоте 50 кГц, Хс=1,6 Ом, а 5 мкф Хс=0,6 Ом</span><br />
<span style="background-color: #e7eaef; line-height: 22.390625px;">нагрузка на линии для частот PLC легко может быть менее 1 Ом, </span><br />
<span style="background-color: #e7eaef; line-height: 22.390625px;">этот гасящий резистор (конденсатор на частоте PLC 40-95 rUw) наверняка снизит уровень сигнала и прд и прм, </span><br />
<span style="background-color: #e7eaef; line-height: 22.390625px;">поскольку мощность прд ограничена, уровень сигнала сильно ослабевает </span><br />
<span style="background-color: #e7eaef; line-height: 22.390625px;">я вам говорю про проблемы, которые у нас возникают, </span><br />
<span style="background-color: #e7eaef; line-height: 22.390625px;">инженеры всегда доверяют расчётам и моделированию ситуации</span><br />
<span style="background-color: #e7eaef; line-height: 22.390625px;">попробуйте у себя включить конденсатор 10 мкф на "живом" объекте</span></div>
<div>
<br /></div>
<div>
<h4 style="background-color: #f0f4f7; color: #c06002; font-size: 15px; margin: 0.2em 0px 0.4em 1.1em; padding: 0px;">
<a href="http://www.blogger.com/blogger.g?blogID=587063241041653161">yuoras</a></h4>
</div>
<div>
<span style="background-color: #f0f4f7; font-family: verdana, sans-serif; font-size: 14px;">« </span><strong style="background-color: #f0f4f7; font-family: verdana, sans-serif; font-size: 14px;">Ответ #27 :</strong><span style="background-color: #f0f4f7; font-family: verdana, sans-serif; font-size: 14px;"> 14 Января 2014, 14:52:02 pm »</span></div>
<div>
<strong style="background-color: #f0f4f7; line-height: 22.390625px;">Сергей 1</strong><span style="background-color: #f0f4f7; line-height: 22.390625px;">, Спасибо , за развернутый ответ.</span><br />
<span style="background-color: #f0f4f7; line-height: 22.390625px;">Я конденсаторами для затухания занимался ещё в 2010 году , Вы правы уровень полезного сигнала падает (и я про это уже писал ,постами выше).Его хватает на пару счётчиков.</span><br />
<br style="background-color: #f0f4f7; line-height: 22.390625px;" />
<span style="background-color: #f0f4f7; line-height: 22.390625px;">Огромная просьба, мне приятно дискутировать с человеком , который имеет опыт и знание.</span><br />
<span style="background-color: #f0f4f7; line-height: 22.390625px;">Мы можем пообщаться ,через Личные сообщения.</span><br />
<br style="background-color: #f0f4f7; line-height: 22.390625px;" />
<span style="background-color: #f0f4f7; line-height: 22.390625px;">Тут много людей читают темы, зачем нам лишнии эксперименты абонентов на наших обьектах !!.</span><br />
<span style="background-color: #f0f4f7; line-height: 22.390625px;">Удалите последний Ваш пост , или отредактируйте!!.</span><br />
<span style="background-color: #f0f4f7; line-height: 22.390625px;">Спасибо за взаимопонимание!!</span></div>
<div>
<br /></div>
<div>
<h4 style="background-color: #f0f4f7; color: #c06002; font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 15px; line-height: 15px; margin: 0.2em 0px 0.4em 1.1em; padding: 0px;">
<a href="http://www.blogger.com/blogger.g?blogID=587063241041653161">yuoras</a></h4>
</div>
<div>
<span style="background-color: #f0f4f7; font-family: verdana, sans-serif; font-size: 10px; line-height: 15px;">« </span><strong style="background-color: #f0f4f7; font-family: verdana, sans-serif; font-size: 10px; line-height: 15px;">Ответ #29 :</strong><span style="background-color: #f0f4f7; font-family: verdana, sans-serif; font-size: 10px; line-height: 15px;"> 14 Января 2014, 15:52:40 pm »</span></div>
<div>
<strong style="background-color: #f0f4f7; font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 12px; line-height: 16.796875px;">Embee</strong><span style="background-color: #f0f4f7; font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 12px; line-height: 16.796875px;">, давайте сейчас начнём абонентов учить ,как нужно создавать проблемы нам , нашими же рекомендациями!!!!</span><br />
<br style="background-color: #f0f4f7; font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 12px; line-height: 16.796875px;" />
<span style="background-color: #f0f4f7; font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 12px; line-height: 16.796875px;">Вот мне ,как раз не интересно, что бы на моей территории были эксперименты.</span><br />
<span style="background-color: #f0f4f7; font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 12px; line-height: 16.796875px;">Я понимаю Ваш интерес к PLC , так как Вы являетесь конкурентом для PLC.</span><br />
<br style="background-color: #f0f4f7; font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 12px; line-height: 16.796875px;" />
<span style="background-color: #f0f4f7; font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 12px; line-height: 16.796875px;">Считаю для себя тему закрытой.</span></div>
<div>
<br /></div>
</div>
EMBEE Ltdhttp://www.blogger.com/profile/08283391653715760179noreply@blogger.com0tag:blogger.com,1999:blog-587063241041653161.post-11282734607380627112014-01-15T00:57:00.002-08:002014-01-15T01:05:55.804-08:00<div dir="ltr" style="text-align: left;" trbidi="on">
<h3 style="text-align: left;">
<b><u>Для PLC технологии нужна "нянька" для поддержания работоспособности. </u></b></h3>
<h3 style="text-align: left;">
<b><u>Отзыв производителя АСКУЭ PLC и ее работа на реальном объекте... </u></b><b><u>Сбор показаний 78% из 100%</u></b></h3>
Еще одно подтверждение, что технология PLC несовершенна, и требует постоянного внимания на протяжении всего периода эксплуатации, так как шумы никто в сети 0.4кВ не отменял, а бороться с ними, не всегда удается легко...<br />
<span style="font-family: Times, Times New Roman, serif;"><br /></span>
<br />
<div style="text-align: right;">
<span style="background-color: white;"><span style="font-family: Times, Times New Roman, serif;">Директор ОАО «Павлово-Посадская электросеть»</span></span></div>
<div style="text-align: right;">
<span style="background-color: white;"><span style="font-family: Times, Times New Roman, serif;">А.Г. Горбачев</span></span></div>
<div style="text-align: justify;">
<span style="background-color: white;"><span style="font-family: Times, Times New Roman, serif;"><br /></span></span></div>
<div style="text-align: right;">
</div>
<div style="text-align: justify;">
<span style="font-family: Times, Times New Roman, serif;"><span style="background-color: white; margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"> По состоянию на 01.11.2009г. в Павлово - Посадском районе установлено 1049 электросчетчиков типа NP5 юридическим абонентам, что составляет 52,9% от общего числа зарегистрированных точек учета и 3251 электросчетчиков типа NP5 бытовым абонентам, что составляет 35,4% от общего количества зарегистрированных точек учета у бытовых абонентов. </span></span><span style="background-color: white; margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"> </span></span></span></div>
<span style="font-family: Times, Times New Roman, serif;"><span style="background-color: white; margin: 0px; padding: 0px; text-align: -webkit-left;"></span></span><br />
<div style="text-align: justify;">
<span style="font-family: Times, Times New Roman, serif;"><span style="background-color: white; margin: 0px; padding: 0px; text-align: -webkit-left;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"> </span></span><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Из 245 трансформаторных подстанций – 240 оснащены маршрутизаторами (устройствами, предназначенными для транзита цифровых информационных потоков между исполнительными устройствами в сети потребления электроэнергии и Центром) и приборами учета для составления баланса электроэнергии по ТП и питающим центрам ОАО «МОЭсК», что составляет 98% от общего количества ТП.</span></span></span></span></div>
<span style="font-family: Times, Times New Roman, serif;"><span style="background-color: white; margin: 0px; padding: 0px; text-align: -webkit-left;">
</span><span style="background-color: white; margin: 0px; padding: 0px; text-align: -webkit-left;"></span></span>
<br />
<div style="text-align: justify;">
<span style="font-family: Times, Times New Roman, serif;"><span style="background-color: white; margin: 0px; padding: 0px; text-align: -webkit-left;"> За 2009г. установлено 1786 счетчиков (в т.ч. маршрутизаторов - 31 шт., 1F - 1052 шт., 3F - 698 шт., 3F(высоковольтные) - 5 шт.).</span></span></div>
<span style="font-family: Times, Times New Roman, serif;"><span style="background-color: white; margin: 0px; padding: 0px; text-align: -webkit-left;">
<span style="margin: 0px; padding: 0px;"></span></span></span>
<div style="text-align: justify;">
<span style="font-family: Times, Times New Roman, serif;"><span style="background-color: white; margin: 0px; padding: 0px; text-align: -webkit-left;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"> </span></span><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Совместно с П-П РО ф-ла ОАО «МЦП» ОАО «Мосэнергосбыт», оформлены как расчетные - 538 электросчетчик с юридическими абонентами, 97 электросчетчиков <span style="margin: 0px; padding: 0px;"> </span>- с бытовыми абонентами, что позволило снизить потери электроэнергии за 10 месяцев 2009г. на 3098000 кВт.ч.(2,0%) по сравнению с аналогичным периодом прошлого года.</span></span></span></span></span></div>
<span style="font-family: Times, Times New Roman, serif;"><span style="background-color: white; margin: 0px; padding: 0px; text-align: -webkit-left;">
</span></span><span style="background-color: white; margin: 0px; padding: 0px; text-align: -webkit-left;"><div style="text-align: justify;">
<span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"> </span></span><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Передают показания <u style="margin: 0px; padding: 0px;">ежесуточно</u> в Центр – 3809 эл.счетчика, <b><u>что составляет 78%</u></b> от общего количества установленных эл.счетчиков.</span></span></div>
</span><span style="background-color: white; margin: 0px; padding: 0px; text-align: -webkit-left;"><div style="text-align: justify;">
<span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"> </span></span><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">По расчетным эл.счетчикам передают показания <u style="margin: 0px; padding: 0px;">ежесуточно</u> 508 шт, <b><u>что составляет 94,4%</u></b> от общего количества принятых эл.счетчиков.</span></span></div>
</span><span style="background-color: white; margin: 0px; padding: 0px; text-align: -webkit-left;"><div style="text-align: justify;">
<span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"> В систему через интерфейсный модуль AIU-5 включены и передают показания эл. счетчики Меркурий 230ART2-00 в количестве 4 шт., которые являются расчетными.</span></span><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"> </span></span></span></div>
</span><span style="background-color: white; margin: 0px; padding: 0px; text-align: -webkit-left;"><div style="text-align: justify;">
</div>
<span style="margin: 0px; padding: 0px;"><div style="text-align: justify;">
<span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"> </span></span></span><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Всего установлено:<span style="margin: 0px; padding: 0px;"> </span>4874 счетчика (+5шт. - NP541)</span></span></div>
</span></span><span style="background-color: white; margin: 0px; padding: 0px; text-align: -webkit-left;"><div style="text-align: justify;">
В т.ч.<span style="margin: 0px; padding: 0px;"> </span>юр.лица – 1049,</div>
</span><span style="background-color: white; margin: 0px; padding: 0px; text-align: -webkit-left;"><div style="text-align: justify;">
<span style="margin: 0px; padding: 0px;"> </span><span style="margin: 0px; padding: 0px;"> </span>физ.лица – 3251,</div>
</span><span style="background-color: white; margin: 0px; padding: 0px; text-align: -webkit-left;"><div style="text-align: justify;">
<span style="font-family: Times, Times New Roman, serif;"><span style="margin: 0px; padding: 0px;"> </span><span style="margin: 0px; padding: 0px;"> </span>в ТП – 574,</span></div>
<span style="margin: 0px; padding: 0px;"><div style="text-align: justify;">
<span style="font-family: Times, Times New Roman, serif;"> маршрутизаторов - 240.</span></div>
<div style="text-align: justify;">
<span style="font-family: Times, Times New Roman, serif;"><b>Вывод: </b></span><br />
<span style="font-family: Times, Times New Roman, serif;"><b>78% это низкий показатель. Самое главное, что данное число близко коррелирует с аналитикой metering.com которые указывают что во всем мире, среднестатистический сбор по PLC соответствует 75%. </b></span></div>
</span></span></div>
EMBEE Ltdhttp://www.blogger.com/profile/08283391653715760179noreply@blogger.com0tag:blogger.com,1999:blog-587063241041653161.post-60920215963748040062014-01-13T09:41:00.000-08:002014-01-15T00:56:49.194-08:00<div dir="ltr" style="text-align: left;" trbidi="on">
<h4 style="text-align: left;">
<span style="font-family: Times, Times New Roman, serif;"><span style="color: #333333;"><b><u>Отзывы о интеграции АСКУЭ PLC и ее дальнейшей эксплуатации.... </u></b></span><span style="color: #333333;"><b>Факты, с которыми приходится бороться персоналу.. </b></span><b>ТАК НЕ СТОИТ ЛИ ЗАДУМАЛЬСЯ О ZIGBEE-EMBEE?</b></span></h4>
<div class="MsoNormal" style="background-color: white; color: silver; padding: 0px; text-align: right;">
<span style="color: #333333; margin: 0px; padding: 0px;"><span style="font-family: Times, Times New Roman, serif; margin: 0px; padding: 0px;">Зам главного инженера</span></span></div>
<div class="MsoNormal" style="background-color: white; color: silver; padding: 0px; text-align: right;">
<span style="color: #333333; margin: 0px; padding: 0px;"><span style="font-family: Times, Times New Roman, serif; margin: 0px; padding: 0px;">ОП "Энергосбыт"</span></span></div>
<div class="MsoNormal" style="background-color: white; color: silver; padding: 0px; text-align: right;">
<span style="color: #333333; margin: 0px; padding: 0px;"><span style="font-family: Times, Times New Roman, serif; margin: 0px; padding: 0px;">ОАО "Сахалинэнерго"</span></span></div>
<div class="MsoNormal" style="background-color: white; color: silver; padding: 0px; text-align: right;">
<span style="color: #333333; margin: 0px; padding: 0px;"><span style="font-family: Times, Times New Roman, serif; margin: 0px; padding: 0px;">Пономарев А.Ю.</span></span></div>
<div class="MsoNormal" style="background-color: white; color: silver; padding: 0px;">
<span style="color: #333333; margin: 0px; padding: 0px;"><span style="font-family: Times, Times New Roman, serif; margin: 0px; padding: 0px;"><br /></span></span></div>
<div class="MsoNormal" style="background-color: white; padding: 0px;">
<span style="margin: 0px; padding: 0px;"><span style="font-family: Times, Times New Roman, serif; margin: 0px; padding: 0px;"><span style="color: #333333;">1. Необходимо учитывать особенности района в котором планируется внедрение дорогостоящего проекта АСКУЭ. </span><span style="color: #333333;">(</span><i><b><u>Комментарий Embee:</u> от этого зависит цена конечного дополнительного оборудования и как результат финальная стоимость проекта АСКУЭ PLC</b></i><span style="color: #333333;">)</span></span></span></div>
<div class="MsoNormal" style="background-color: white; padding: 0px;">
<span style="font-family: Times, Times New Roman, serif;"><span style="color: #333333;">2. Производить монтаж системы собственным персоналом - не эффективно.(</span><i><b><u>Комментарий Embee:</u> Так как тяжело бороться неподготовленному человеку проблемами PLC. См. публикацию за 13.01.2014<u> </u></b></i><span style="color: #333333;">)</span></span></div>
<div class="MsoNormal" style="background-color: white; color: silver; padding: 0px;">
<span style="color: #333333; margin: 0px; padding: 0px;"><span style="font-family: Times, Times New Roman, serif; margin: 0px; padding: 0px;">3. Установка счетчика в квартире затрудняет как монтаж системы, так и дальнейшую работу по снижению небалансов. Необходимо выносить ПУ на лестничную клетку, но с проработкой вопросов по защите ПУ от повреждения.</span></span></div>
<div class="MsoNormal" style="background-color: white; padding: 0px;">
<span style="font-family: Times, Times New Roman, serif;"><span style="color: #333333; margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">4. Необходимо реализовывать Программу внедрения АСКУЭ параллельно с Программой восстановления внутридомовых сетей. </span></span><span style="background-color: transparent; color: #333333;">(</span><i style="background-color: transparent;"><b><u>Комментарий Embee:</u><span style="color: silver;"> </span>Систему АСКУЭ с Embee можно устанавливать не меняя внутридомовые сети. Радиосигналу скрутки и помехи сети не мешают.</b></i><span style="background-color: transparent; color: #333333;">)</span></span></div>
<div class="MsoNormal" style="background-color: white; color: silver; padding: 0px;">
<span style="color: #333333; margin: 0px; padding: 0px;"><span style="font-family: Times, Times New Roman, serif; margin: 0px; padding: 0px;">5. Положительный эффект удается достичь только благодаря оптимизации применяемых технических решений в совокупности с реорганизацией энергосбытовой деятельности.</span></span></div>
<div class="MsoNormal" style="background-color: white; padding: 0px;">
<span style="font-family: Times, Times New Roman, serif;"><span style="color: #333333; margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">6. В процессе работы проводится тщательная (100%) инвентаризация распределительных сетей 10кВ - 0.4кВ. Небалансы электроэнергии зависят не только от потерь электроэнергии, а и от правильности представления балансных групп. Для получения скорейшего эффекта от АСКУЭ, необходимо уделить большое внимание проверке фактической схемы электроснабжения объекта. </span></span><span style="background-color: transparent; color: #333333;">(</span><i style="background-color: transparent;"><b><u>Комментарий Embee:</u><span style="color: silver; text-decoration: underline;"> </span>Для Zigbee нет проблемы обеспечить организацию баланса объекта. Для этого не нужно уделять время проверке фактической схемы электропотребления</b></i><span style="background-color: transparent; color: #333333;">)</span></span></div>
<div class="MsoNormal" style="background-color: white; padding: 0px;">
<span style="background-color: transparent; color: #333333;"><span style="font-family: Times, Times New Roman, serif;"><br /></span></span></div>
<div class="MsoNormal" style="background-color: white; padding: 0px;">
<span style="background-color: transparent;"><span style="color: #333333; font-family: Times, Times New Roman, serif;"><u><b>Отзыв потребителя о проблеме АСКУЭ PLC: </b></u></span></span></div>
<div class="MsoNormal" style="background-color: white; padding: 0px; text-align: right;">
<b><span style="font-family: Times, Times New Roman, serif;"><span style="margin: 0px; padding: 0px; text-align: -webkit-left;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Неретин А.Н.</span></span></span><br style="margin: 0px; padding: 0px; text-align: -webkit-left;" /><span style="margin: 0px; padding: 0px; text-align: -webkit-left;">главный инженер ООО "Энергосбыт Бареж" г. Балашиха</span></span></b></div>
<div class="MsoNormal" style="background-color: white; padding: 0px; text-align: right;">
<b><span style="font-family: Times, Times New Roman, serif; margin: 0px; padding: 0px; text-align: -webkit-left;"><br /></span></b></div>
<div class="MsoNormal" style="background-color: white; padding: 0px;">
<span style="font-family: Times, Times New Roman, serif;">Хотелось бы отметить ряд трудностей, с которыми столкнулись при эксплуатации системы. Чаще всего персонал сталкивается с такой проблемой, как наличие шумов в сети и невозможностью передать сигнал. Основными источниками шумов является оборудование, предназначенное для плавного пуска (тиристорные и частотные преобразователи) установленное на ЦТП, объектах ВКХ. Для локализации источника помех приходится устанавливать дополнительное оборудование - сетевые фильтры, которые позволяют избавиться от данной проблемы.</span></div>
<div class="MsoNormal" style="background-color: white; font-family: Tahoma, Arial, Helvetica, sans-serif; padding: 0px;">
<span style="font-size: x-small;"><br /></span></div>
<div class="MsoNormal" style="background-color: white; padding: 0px;">
<span style="font-family: Times, Times New Roman, serif;"><b><br /></b></span></div>
<div class="MsoNormal" style="background-color: white; padding: 0px;">
<span style="font-family: Times, Times New Roman, serif;"><b>ВЫВОД:</b></span></div>
<div class="MsoNormal" style="background-color: white; padding: 0px;">
<span style="font-family: Times, Times New Roman, serif;"><b><br /></b></span></div>
<div class="MsoNormal" style="background-color: white; padding: 0px;">
<span style="font-family: Times, Times New Roman, serif;"><b>Zigbee технология намного проще в интеграции, к тому же в результате имеем значительно дешевле точку учета. Не нужно привязываться к ТП для беспечения баланса в сельской местности. Одной радиосетью можно покрыть весь населенный пункт из множества ТП. В любом месте, можно установить ящик АСКУЭ с Embee координатором и GSM модемом и все данные отправить на сервер для дальнейшей обработки в ПО верхнего уровня. </b></span></div>
<div class="MsoNormal" style="background-color: white; padding: 0px;">
<span style="font-family: Times, Times New Roman, serif;"><b>Это не просто слова, а реальные факты работы объектов. некоторые из них выложены по ссылке <a href="http://www.embee.ua/index.php/ru/completed-projects/2013-11-08-15-08-45.html" style="background-color: transparent;">http://www.embee.ua/index.php/ru/completed-projects/2013-11-08-15-08-45.html</a> </b></span></div>
<div class="MsoNormal" style="background-color: white; padding: 0px;">
<span style="font-family: Times, Times New Roman, serif;"><b>Алгоритм установки системы АСКУЭ с EMBEE сводится к </b></span></div>
<div class="MsoNormal" style="background-color: white; padding: 0px;">
<span style="font-family: Times, Times New Roman, serif;"><b>1. установке счетчиков на объекте.</b></span></div>
<div class="MsoNormal" style="background-color: white; padding: 0px;">
<span style="font-family: Times, Times New Roman, serif;"><b>2. установке ящика АСКУЭ в любом месте поселка на любой ТП из имеющихся.</b></span></div>
<div class="MsoNormal" style="background-color: white; padding: 0px;">
<span style="font-family: Times, Times New Roman, serif;"><b>3. Регистрация счетчиков в ПО верхнего уровня. </b></span></div>
<div class="MsoNormal" style="background-color: white; padding: 0px;">
<span style="font-family: Times, Times New Roman, serif;"><b><br /></b></span></div>
<div class="MsoNormal" style="background-color: white; padding: 0px;">
<span style="font-family: Times, Times New Roman, serif;"><b>Отсутствует проблема шумов, с которыми приходится сталкиваться в PLC на протяжении всего времени эксплуатации. По статистике работающих объектов, система обеспечивает 100% опрос данных на протяжении длительного времени работы. На данный момент времени, первая работающая система АСКУЭ EMBEE показала стабильную работу на протяжении 4,5 лет. </b></span></div>
<div class="MsoNormal" style="background-color: white; font-family: Tahoma, Arial, Helvetica, sans-serif; padding: 0px;">
<span style="font-size: x-small;"><br /></span></div>
</div>
EMBEE Ltdhttp://www.blogger.com/profile/08283391653715760179noreply@blogger.com5tag:blogger.com,1999:blog-587063241041653161.post-44908819402606279412013-09-26T10:12:00.002-07:002013-09-26T10:12:50.462-07:00Компания ООО НПО ЭМБИ открыла свой блог<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="background-color: #f8f9fa; color: #222222; font-family: Arial, Helvetica, sans-serif; font-size: 13px; line-height: 19px; margin-bottom: 15px; padding: 0px; text-align: justify;">
EMBEE LTD – единственное в CНГ научно-производственное объединение, которое занимается изготовлением и продажей низкоскоростных локальных радиосетей Zigbee под торговой маркой EMBEE. Цены на радиосети EMBEE вне всякой конкуренции. </div>
<div style="background-color: #f8f9fa; color: #222222; font-family: Arial, Helvetica, sans-serif; font-size: 13px; line-height: 19px; margin-bottom: 15px; padding: 0px; text-align: justify;">
Компонентами беспроводной радиосети EMBEE являются радиомодемы <a href="http://embee.ua/index.php/ru/product/embedded-modems-emb.html" target="_blank">http://embee.ua/index.php/ru/product/embedded-modems-emb.html</a>.</div>
<div style="background-color: #f8f9fa; color: #222222; font-family: Arial, Helvetica, sans-serif; font-size: 13px; line-height: 19px; margin-bottom: 15px; padding: 0px; text-align: justify;">
В ноябре 2006 года мы начали производить собственные модемы, которые качественно отличаются от зарубежных аналогов - имеют надежные операционные системы координатора, роутера и спящего устройства на одном кристалле. </div>
</div>
EMBEE Ltdhttp://www.blogger.com/profile/08283391653715760179noreply@blogger.com0