<snapdata remixID="12431813"><project name="SnipOS 9" app="Snap! 8.2, https://snap.berkeley.edu" version="2"><notes>Welcome to SnipOS 9&#xD;&#xD;SnipOS is an operating system simulator by Hyposyn Software. Remember, this is an operating system simulator, and is not to be compared to something like macOS Ventura, or Windows 11.&#xD;&#xD;SnipOS 9 is the new, most powerful application that hyposyn has made on Snap! &#xD;&#xD;Featured Feature: ColdFusion 1.0, frees memory to speed up the OS*, or uses more to improve quality.&#xD;&#xD;(* Speed Up not promised to work on all browsers)&#xD;&#xD;In OS7, (and OS6) we have decided to use applications curated by the hyposyn &amp; Snap! community, and we have expanded that in OS9&#xD;&#xD;Here is some info for some apps for SnipOS 9!&#xD;&#xD;LXP Studio&#xD;Hyposyn&apos;s most powerful DAW yet for advance users. with auto-play recording, over 15 piano instruments, and 10x faster then Hydro Tracks without turbo mode&#xD;&#xD;Notebook&#xD;Notebook (or Analog Notebook) is the new way to take notes on SnipOS.&#xD;&#xD;Hyposyn Maps.&#xD;One of the most powerful applications on SnipOS 9, is a google maps alternative.&#xD;Press "Space" to set the location to a custom longitude and latitude.&#xD;&#xD;</notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="SnipOS 9"><notes>Welcome to SnipOS 9&#xD;&#xD;SnipOS is an operating system simulator by Hyposyn Software. Remember, this is an operating system simulator, and is not to be compared to something like macOS Ventura, or Windows 11.&#xD;&#xD;SnipOS 9 is the new, most powerful application that hyposyn has made on Snap! &#xD;&#xD;Featured Feature: ColdFusion 1.0, frees memory to speed up the OS*, or uses more to improve quality.&#xD;&#xD;(* Speed Up not promised to work on all browsers)&#xD;&#xD;In OS7, (and OS6) we have decided to use applications curated by the hyposyn &amp; Snap! community, and we have expanded that in OS9&#xD;&#xD;Here is some info for some apps for SnipOS 9!&#xD;&#xD;LXP Studio&#xD;Hyposyn&apos;s most powerful DAW yet for advance users. with auto-play recording, over 15 piano instruments, and 10x faster then Hydro Tracks without turbo mode&#xD;&#xD;Notebook&#xD;Notebook (or Analog Notebook) is the new way to take notes on SnipOS.&#xD;&#xD;Hyposyn Maps.&#xD;One of the most powerful applications on SnipOS 9, is a google maps alternative.&#xD;Press "Space" to set the location to a custom longitude and latitude.&#xD;&#xD;</notes><palette><category name="Qdow API" color="57,163,0,1"/><category name="Applications" color="201,201,201,1"/></palette><hidden> reportJSFunction reportPipe receiveUserEdit getPosition reportMousePosition doDefineBlock doSetBlockAttribute doDeleteBlock reportBlockAttribute reportThisContext</hidden><headers></headers><code></code><blocks><block-definition s="menu examples" type="command" category="sensing"><comment x="0" y="0" w="212" collapsed="false">open my definition to look at examples how to use the menu blocks</comment><header></header><code></code><translations></translations><inputs></inputs><scripts><script x="10" y="79"><block s="doAsk"><l>what&apos;s your name?</l></block></script><script x="10" y="118"><custom-block s="ask %s"><l>what&apos;s your name?</l></custom-block></script><script x="10" y="151.00000000000003"><custom-block s="notify %s"><l>Alert!</l></custom-block></script><script x="10" y="190.00000000000003"><custom-block s="prompt %s options %mult%s"><l>choose!</l><list><l>foo</l><l>bar</l><l>baz</l></list></custom-block></script><script x="10" y="223.00000000000006"><custom-block s="prompt %s options %mult%s"><l>choose!</l><block s="reportGet"><l><option>costumes</option></l></block></custom-block></script><script x="10" y="260.99999999999994"><custom-block s="submenu %s items %mult%s"><l>more</l><list><l>frob</l><l>quux</l><l>garply</l></list></custom-block></script><script x="10" y="293.99999999999994"><custom-block s="prompt %s options %mult%s"><l>choose!</l><list><l>foo</l><l>bar</l><custom-block s="divider"></custom-block><custom-block s="submenu %s items %mult%s"><l>more</l><list><l>frob</l><custom-block s="submenu %s items %mult%s"><l></l><list><l>fred</l><l>test</l></list></custom-block><custom-block s="divider"></custom-block><l>quux</l><l>garply</l></list></custom-block><l>baz</l></list></custom-block></script><script x="10" y="377.83333333333337"><custom-block s="menu item icon %s label %s value %s"><l></l><l>option</l><l></l></custom-block></script><script x="10" y="411.83333333333337"><custom-block s="prompt %s options %mult%s"><l>choose!</l><list><custom-block s="menu item icon %s label %s value %s"><l>monkey</l><l>monkey</l><block s="reportObject"><l>monkey</l></block></custom-block><custom-block s="menu item icon %s label %s value %s"><l>Octo</l><l></l><l>42</l></custom-block><custom-block s="menu item icon %s label %s value %s"><l></l><l>choice</l><l>yay!</l></custom-block><custom-block s="divider"></custom-block><custom-block s="submenu %s items %mult%s"><l>more</l><list><custom-block s="menu item icon %s label %s value %s"><l>Alonzo</l><l>Alonzo</l><block s="reportObject"><l>Alonzo</l></block></custom-block><custom-block s="menu item icon %s label %s value %s"><l></l><l>foo</l><l>bar</l></custom-block></list></custom-block></list></custom-block></script><script x="10" y="565.8333333333333"><custom-block s="menu item speech ballon %s message %s value %s"><l>left</l><l>hey!</l><l></l></custom-block></script><script x="10" y="599.8333333333334"><custom-block s="prompt %s options %mult%s"><l>choose!</l><list><custom-block s="menu item speech ballon %s message %s value %s"><l>left</l><l>hey!</l><l></l></custom-block><custom-block s="menu item speech ballon %s message %s value %s"><l>right</l><l>wassup?</l><l></l></custom-block><custom-block s="menu item speech ballon %s message %s value %s"><l>left</l><block s="reportObject"><l>Alonzo</l></block><l></l></custom-block><custom-block s="menu item speech ballon %s message %s value %s"><l>right</l><l>so?</l><block s="reportGet"><l><option>costumes</option></l></block></custom-block></list></custom-block></script></scripts></block-definition><block-definition s="ask %&apos;question&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s">what&apos;s your name?</input></inputs><script><block s="doAsk"><block var="question"/></block><block s="doReport"><block s="getLastAnswer"></block></block></script></block-definition><block-definition s="notify %&apos;message&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s">Alert!</input></inputs><script><block s="doTellTo"><block s="reportGet"><l><option>stage</option></l></block><block s="reifyScript"><script><block s="doAsk"><block s="reportNewList"><list><block s="reportApplyExtension"><l>ide_translate(text)</l><list><block var="message"/></list></block><block s="reportNewList"><list><block s="reportApplyExtension"><l>ide_translate(text)</l><list><l>Ok</l></list></block></list></block></list></block></block></script><list></list></block><list></list></block></script></block-definition><block-definition s="prompt %&apos;title&apos; options %&apos;options&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s">choose!</input><input type="%mult%s"></input></inputs><script><block s="doReport"><custom-block s="ask %s"><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="title"/><l></l></list></block><block var="options"/><block s="reportNewList"><list><block s="reportApplyExtension"><l>ide_translate(text)</l><list><block var="title"/></list></block><block var="options"/></list></block></block></custom-block></block></script></block-definition><block-definition s="submenu %&apos;title&apos; items %&apos;items&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s">title</input><input type="%mult%s"></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="title"/><l></l></list></block><l>menu</l><block s="reportApplyExtension"><l>ide_translate(text)</l><list><block var="title"/></list></block></block><block var="items"/></list></block></block></script></block-definition><block-definition s="divider" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block-definition><block-definition s="menu item icon %&apos;icon&apos; label %&apos;text&apos; value %&apos;value&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>§_objectsMenu</options></input><input type="%s">option</input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="icon"/><l></l></list></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="text"/><l></l></list></block><block var="value"/><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="value"/><l></l></list></block><block var="text"/><block s="reportNewList"><list><block var="text"/><block var="value"/></list></block></block></block><block s="reportNewList"><list><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="text"/><l></l></list></block><block s="reportIfElse"><block s="reportIsA"><block var="icon"/><l><option>text</option></l></block><block s="reportObject"><block var="icon"/></block><block var="icon"/></block><block s="reportNewList"><list><block s="reportIfElse"><block s="reportIsA"><block var="icon"/><l><option>text</option></l></block><block s="reportObject"><block var="icon"/></block><block var="icon"/></block><block var="text"/></list></block></block><block var="value"/></list></block></block></block></script></block-definition><block-definition s="menu item speech ballon %&apos;orientation&apos; message %&apos;message&apos; value %&apos;value&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">left<options>left&#xD;right</options></input><input type="%s">hey!</input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="value"/><l></l></list></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="orientation"/><l>right</l></list></block><block s="reportNewList"><list><l></l><block var="message"/></list></block><block s="reportNewList"><list><block var="message"/></list></block></block><block s="reportNewList"><list><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="orientation"/><l>right</l></list></block><block s="reportNewList"><list><l></l><block var="message"/></list></block><block s="reportNewList"><list><block var="message"/></list></block></block><block var="value"/></list></block></block></block></script></block-definition><block-definition s="costume from text %&apos;text&apos; size %&apos;size&apos;" type="reporter" category="looks"><header></header><code></code><translations>de:Kostüm aus Text _ Größe _&#xD;pt:um traje com o texto _ de tamanho _&#xD;ca:vestit amb el text _ i mida _&#xD;</translations><inputs><input type="%s">A</input><input type="%n">72</input></inputs><script><block s="doDeclareVariables"><list><l>costume</l><l>x</l><l>y</l><l>dir</l><l>cst</l><l>trails</l><l>pen state</l></list></block><block s="doSetVar"><l>x</l><block s="xPosition"></block></block><block s="doSetVar"><l>y</l><block s="yPosition"></block></block><block s="doSetVar"><l>dir</l><block s="direction"></block></block><block s="doSetVar"><l>cst</l><block s="reportGet"><l><option>costume</option></l></block></block><block s="doSetVar"><l>pen state</l><block s="getPenDown"></block></block><block s="up"></block><block s="doGotoObject"><l><option>center</option></l></block><block s="setHeading"><l>90</l></block><block s="doSwitchToCostume"><l><option>Turtle</option></l></block><block s="doSetVar"><l>trails</l><block s="reportPenTrailsAsCostume"></block></block><block s="clear"></block><block s="gotoXY"><block s="reportAttributeOf"><l><option>left</option></l><l>Stage</l></block><l>0</l></block><block s="write"><block var="text"/><block var="size"/></block><block s="gotoXY"><block s="reportAttributeOf"><l><option>left</option></l><l>Stage</l></block><l>0</l></block><block s="doSetVar"><l>costume</l><block s="reportPenTrailsAsCostume"></block></block><block s="clear"></block><block s="doApplyExtension"><l>obj_name(obj, name)</l><list><block var="costume"/><block s="reportJoinWords"><list><block var="text"/></list></block></list></block><block s="doGotoObject"><l><option>center</option></l></block><block s="doSwitchToCostume"><block var="trails"/></block><block s="doStamp"></block><block s="doSwitchToCostume"><block var="cst"/></block><block s="gotoXY"><block var="x"/><block var="y"/></block><block s="setHeading"><block var="dir"/></block><block s="doIf"><block var="pen state"/><script><block s="down"></block></script></block><block s="doReport"><block var="costume"/></block></script></block-definition><block-definition s="store key: %&apos;key&apos; value: %&apos;value&apos; in browser" type="command" category="other"><header></header><code></code><translations>ca:desa clau: _ amb valor: _ al navegador&#xD;</translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doApplyExtension"><l>db_store(key, val)</l><list><block var="key"/><block var="value"/></list></block></script></block-definition><block-definition s="stored data in browser" type="reporter" category="other"><header></header><code></code><translations>ca:dades desades al navegador&#xD;</translations><inputs></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>db_getall</l><list></list></block></block></script></block-definition><block-definition s="remove key: %&apos;key&apos; in browser" type="command" category="other"><header></header><code></code><translations>ca:esborra clau: _ del navegador&#xD;</translations><inputs><input type="%s"></input></inputs><script><block s="doApplyExtension"><l>db_remove(key)</l><list><block var="key"/></list></block></script></block-definition><block-definition s="clear data in browser" type="command" category="other"><header></header><code></code><translations>ca:esborra dades del navegador&#xD;</translations><inputs></inputs><script><block s="doWarp"><script><block s="doForEach"><l>item</l><custom-block s="stored data in browser"></custom-block><script><custom-block s="remove key: %s in browser"><block s="reportListItem"><l>1</l><block var="item"/></block></custom-block></script></block></script></block></script></block-definition><block-definition s="get value from key: %&apos;key&apos; in browser" type="reporter" category="other"><comment x="0" y="0" w="199.33333333333334" collapsed="false">Reports the value previously stored under&#xD;the input key in the browser&apos;s local storage.&#xD;Reports False if the key is not found.</comment><header></header><code></code><translations>ca:obté valor de clau: _ al navegador&#xD;</translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>db_get(key)</l><list><block var="key"/></list></block></block></script></block-definition><block-definition s="listify %&apos;jsonString&apos;" type="reporter" category="operators"><header></header><code></code><translations>pt:os dados JSON _ em formato de lista&#xD;</translations><inputs><input type="%mlt"></input></inputs><script><block s="doReport"><block s="reportTextSplit"><block var="jsonString"/><l><option>json</option></l></block></block></script></block-definition><block-definition s="value at key %&apos;key&apos; of %&apos;lst&apos;" type="reporter" category="operators"><header></header><code></code><translations>pt:o valor com chave _ em _&#xD;</translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doWarp"><script><block s="doForEach"><l>each item</l><block var="lst"/><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportListItem"><l>1</l><block var="each item"/></block><block var="key"/></list></block><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="each item"/></block></block></script></block></script></block></script></block><block s="doReport"><l></l></block></script></block-definition><block-definition s="%&apos;method&apos; url: %&apos;url&apos; send: %&apos;payload&apos; headers: %&apos;headers&apos;" type="reporter" category="sensing"><header></header><code></code><translations>pt:a resposta a _ de _ enviando _ e cabeçalhos _&#xD;</translations><inputs><input type="%s" readonly="true">GET<options>GET&#xD;POST&#xD;PUT&#xD;DELETE</options></input><input type="%s">https://snap.berkeley.edu</input><input type="%s"></input><input type="%mult%l" readonly="true"></input></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>xhr_request(mth, url, dta, hdrs)</l><list><block var="method"/><block var="url"/><block var="payload"/><block var="headers"/></list></block></block></script></block-definition><block-definition s="key: %&apos;key&apos; value: %&apos;value&apos;" type="reporter" category="operators"><header></header><code></code><translations>pt:um par (chave: _ , valor: _ )&#xD;</translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block var="key"/><block var="value"/></list></block></block></script></block-definition><block-definition s="current location" type="reporter" category="sensing"><comment x="0" y="0" w="200" collapsed="false">Reports a three-item list containing the latitude and longitude of the user, and the precision of the measurements.  Works only if the user allows snap.berkeley.edu access to location data.  Some browsers also require an HTTPS connection to Snap!.</comment><header></header><code></code><translations>pt:a localização actual do dispositivo&#xD;</translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>callback</l></list></block><block s="doSetVar"><l>callback</l><block s="reportApplyExtension"><l>geo_location(acc?)</l><list><block s="reportBoolean"><l><bool>true</bool></l></block></list></block></block><block s="doWaitUntil"><block s="reportVariadicEquals"><list><block s="reportListAttribute"><l><option>length</option></l><block s="evaluate"><block var="callback"/><list></list></block></block><l>3</l></list></block></block><block s="doReport"><block s="evaluate"><block var="callback"/><list></list></block></block></script></block-definition><block-definition s="notify %&apos;message&apos; opitions %&apos;options...&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s">Alert!</input><input type="%s"></input></inputs><script><block s="doReport"><custom-block s="ask %s"><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="title"/><l></l></list></block><block var="options..."/><block s="reportNewList"><list><block s="reportApplyExtension"><l>ide_translate(text)</l><list><block var="title"/></list></block><block var="options..."/></list></block></block></custom-block></block></script><scripts><script x="64.22018348623853" y="146.68195718654428"><block s="doTellTo"><block s="reportGet"><l><option>stage</option></l></block><block s="reifyScript"><script><block s="doAsk"><block s="reportNewList"><list><block s="reportApplyExtension"><l>ide_translate(text)</l><list><block var="message"/></list></block><block s="reportNewList"><list><block s="reportApplyExtension"><l>ide_translate(text)</l><list><block var="Yes"/></list></block></list></block></list></block></block></script><list></list></block><list></list></block></script><script x="230.61899850827842" y="126.50458715596318"><block var="Yes"/></script><script x="375.9821234186856" y="28.076452599388396"><block var="options"/></script><script x="360.5605715130448" y="118.565749235474"><block var="options"/></script></scripts></block-definition><block-definition s="%&apos;head&apos; in front of stream %&apos;tail&apos;" type="reporter" category="lists"><comment x="0" y="0" w="418.6106770833333" collapsed="false">The stream version of IN FRONT OF.&#xD;&#xD;Streams, also called lazy lists, are like lists except that&#xD;items are not computed until they&apos;re needed.  This allows&#xD;for more efficient handling of large computed lists, and&#xD;even infinite lists.  The only piece of magic is here in &#xD;IN FRONT OF STREAM, whose second input is of type &#xD;Unevaluated, which means that it&apos;s a procedure, with &#xD;a sort of invisible gray ring. So HEAD OF STREAM is just &#xD;ITEM 1 OF, but TAIL OF STREAM has a CALL block &#xD;to make the computation happen.&#xD;&#xD;For a tutorial introduction to streams, read SICP 3.5:&#xD;https://mitpress.mit.edu/sites/default/files/sicp/full-text/book/book-Z-H-24.html#%_sec_3.5&#xD;or Brian&apos;s lecture notes (start on page 74):&#xD;https://people.eecs.berkeley.edu/&#126;bh/61a-pages/Volume2/notes.pdf&#xD;The above are clickable links!</comment><header></header><code></code><translations>pt:a prefixação de _ ao canal _&#xD;</translations><inputs><input type="%s"></input><input type="%anyUE"></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block var="head"/><block var="tail"/><block s="reportBoolean"><l><bool>false</bool></l></block><block s="reportBoolean"><l><bool>false</bool></l></block></list></block></block></script></block-definition><block-definition s="head of stream %&apos;stream&apos;" type="reporter" category="lists"><comment x="0" y="0" w="418.6106770833333" collapsed="false">The stream version of ITEM 1 OF.&#xD;&#xD;Streams, also called lazy lists, are like lists except that&#xD;items are not computed until they&apos;re needed.  This allows&#xD;for more efficient handling of large computed lists, and&#xD;even infinite lists.  The only piece of magic is in &#xD;IN FRONT OF STREAM, whose second input is of type &#xD;Unevaluated, which means that it&apos;s a procedure, with &#xD;a sort of invisible gray ring. So HEAD OF STREAM is just &#xD;ITEM 1 OF, but TAIL OF STREAM has a CALL block &#xD;to make the computation happen.&#xD;&#xD;For a tutorial introduction to streams, read SICP 3.5:&#xD;https://mitpress.mit.edu/sites/default/files/sicp/full-text/book/book-Z-H-24.html#%_sec_3.5&#xD;or Brian&apos;s lecture notes (start on page 74):&#xD;https://people.eecs.berkeley.edu/&#126;bh/61a-pages/Volume2/notes.pdf&#xD;The above are clickable links!</comment><header></header><code></code><translations>pt:o primeiro item do canal _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="stream"/></block></block></script></block-definition><block-definition s="tail of stream %&apos;stream&apos;" type="reporter" category="lists"><comment x="0" y="0" w="418.6106770833333" collapsed="false">The stream version of ALL BUT FIRST OF.&#xD;&#xD;Streams, also called lazy lists, are like lists except that&#xD;items are not computed until they&apos;re needed.  This allows&#xD;for more efficient handling of large computed lists, and&#xD;even infinite lists.  The only piece of magic is in &#xD;IN FRONT OF STREAM, whose second input is of type &#xD;Unevaluated, which means that it&apos;s a procedure, with &#xD;a sort of invisible gray ring. So HEAD OF STREAM is just &#xD;ITEM 1 OF, but TAIL OF STREAM has a CALL block &#xD;to make the computation happen.&#xD;&#xD;For a tutorial introduction to streams, read SICP 3.5:&#xD;https://mitpress.mit.edu/sites/default/files/sicp/full-text/book/book-Z-H-24.html#%_sec_3.5&#xD;or Brian&apos;s lecture notes (start on page 74):&#xD;https://people.eecs.berkeley.edu/&#126;bh/61a-pages/Volume2/notes.pdf&#xD;The above are clickable links!</comment><header></header><code></code><translations>pt:um canal com todos os itens de _ menos o primeiro&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doWarp"><script><block s="doIf"><block s="reportListItem"><l>3</l><block var="stream"/></block><script><block s="doReport"><block s="reportListItem"><l>4</l><block var="stream"/></block></block></script></block><block s="doReplaceInList"><l>4</l><block var="stream"/><block s="evaluate"><block s="reportListItem"><l>2</l><block var="stream"/></block><list></list></block></block><block s="doReplaceInList"><l>3</l><block var="stream"/><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doReport"><block s="reportListItem"><l>4</l><block var="stream"/></block></block></script></block></script></block-definition><block-definition s="map %&apos;function&apos; over stream %&apos;stream&apos;" type="reporter" category="lists"><comment x="0" y="0" w="418.6106770833333" collapsed="false">The stream version of variadic MAP (any number of input lists, like&#xD;MULTIMAP in the list utilities library).&#xD;&#xD;Streams, also called lazy lists, are like lists except that&#xD;items are not computed until they&apos;re needed.  This allows&#xD;for more efficient handling of large computed lists, and&#xD;even infinite lists.  The only piece of magic is in &#xD;IN FRONT OF STREAM, whose second input is of type &#xD;Unevaluated, which means that it&apos;s a procedure, with &#xD;a sort of invisible gray ring. So HEAD OF STREAM is just &#xD;ITEM 1 OF, but TAIL OF STREAM has a CALL block &#xD;to make the computation happen.&#xD;&#xD;For a tutorial introduction to streams, read SICP 3.5:&#xD;https://mitpress.mit.edu/sites/default/files/sicp/full-text/book/book-Z-H-24.html#%_sec_3.5&#xD;or Brian&apos;s lecture notes (start on page 74):&#xD;https://people.eecs.berkeley.edu/&#126;bh/61a-pages/Volume2/notes.pdf&#xD;The above are clickable links!</comment><header></header><code></code><translations>pt:a aplicação de _ aos itens dos canais _&#xD;</translations><inputs><input type="%repRing"></input><input type="%mult%l"></input></inputs><script><block s="doWarp"><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportListItem"><l>1</l><block var="stream"/></block><block s="reportNewList"><list></list></block></list></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doReport"><custom-block s="%s in front of stream %anyUE"><block s="evaluate"><block var="function"/><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="head of stream %l"><l/></custom-block></autolambda><list></list></block><block var="stream"/></block></block><custom-block s="map %repRing over stream %mult%l"><block var="function"/><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="tail of stream %l"><l/></custom-block></autolambda><list></list></block><block var="stream"/></block></custom-block></custom-block></block></script></block></script></block-definition><block-definition s="keep items such that %&apos;pred&apos; from stream %&apos;stream&apos;" type="reporter" category="lists"><comment x="0" y="0" w="418.6106770833333" collapsed="false">The stream version of KEEP.&#xD;&#xD;Streams, also called lazy lists, are like lists except that&#xD;items are not computed until they&apos;re needed.  This allows&#xD;for more efficient handling of large computed lists, and&#xD;even infinite lists.  The only piece of magic is in &#xD;IN FRONT OF STREAM, whose second input is of type &#xD;Unevaluated, which means that it&apos;s a procedure, with &#xD;a sort of invisible gray ring. So HEAD OF STREAM is just &#xD;ITEM 1 OF, but TAIL OF STREAM has a CALL block &#xD;to make the computation happen.&#xD;&#xD;For a tutorial introduction to streams, read SICP 3.5:&#xD;https://mitpress.mit.edu/sites/default/files/sicp/full-text/book/book-Z-H-24.html#%_sec_3.5&#xD;or Brian&apos;s lecture notes (start on page 74):&#xD;https://people.eecs.berkeley.edu/&#126;bh/61a-pages/Volume2/notes.pdf&#xD;The above are clickable links!</comment><header></header><code></code><translations>pt:os itens tais que _ do canal _&#xD;</translations><inputs><input type="%predRing"></input><input type="%l"></input></inputs><script><block s="doWarp"><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="stream"/><block s="reportNewList"><list></list></block></list></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doIfElse"><block s="evaluate"><block var="pred"/><list><custom-block s="head of stream %l"><block var="stream"/></custom-block></list></block><script><block s="doReport"><custom-block s="%s in front of stream %anyUE"><custom-block s="head of stream %l"><block var="stream"/></custom-block><custom-block s="keep items such that %predRing from stream %l"><block var="pred"/><custom-block s="tail of stream %l"><block var="stream"/></custom-block></custom-block></custom-block></block></script><script><block s="doReport"><custom-block s="keep items such that %predRing from stream %l"><block var="pred"/><custom-block s="tail of stream %l"><block var="stream"/></custom-block></custom-block></block></script></block></script></block></script></block-definition><block-definition s="show stream %&apos;stream&apos; %&apos;number&apos;" type="reporter" category="lists"><comment x="0" y="0" w="364" collapsed="false">The inputs are a stream and a positive integer.  SHOW STREAM reports a&#xD;regular finite list of length less than (for short finite streams) or equal to the&#xD;second input.  It&apos;s useful because an infinite stream can&apos;t be displayed in a&#xD;finite amount of time.</comment><header></header><code></code><translations>pt:uma lista com os itens do canal _ até ao _ º&#xD;</translations><inputs><input type="%l"></input><input type="%n">10</input></inputs><script><block s="doIf"><block s="reportListIsEmpty"><block var="stream"/></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="number"/><l>0</l></list></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doReport"><block s="reportCONS"><custom-block s="head of stream %l"><block var="stream"/></custom-block><custom-block s="show stream %l %n"><custom-block s="tail of stream %l"><block var="stream"/></custom-block><block s="reportDifference"><block var="number"/><l>1</l></block></custom-block></block></block></script></block-definition><block-definition s="stream %&apos;items&apos;" type="reporter" category="lists"><comment x="0" y="0" w="343.3333333333333" collapsed="false">Make a stream from a finite collection of items, like the LIST primitive.&#xD;Since this block is typically used for small amounts of data, it does not&#xD;delay computation of its inputs.</comment><header></header><code></code><translations>pt:um canal com _&#xD;</translations><inputs><input type="%mult%s"></input></inputs><script><block s="doIf"><block s="reportListIsEmpty"><block var="items"/></block><script><block s="doReport"><block var="items"/></block></script></block><block s="doReport"><custom-block s="%s in front of stream %anyUE"><block s="reportListItem"><l>1</l><block var="items"/></block><custom-block s="stream %mult%s"><block s="reportCDR"><block var="items"/></block></custom-block></custom-block></block></script></block-definition><block-definition s="sieve %&apos;stream&apos;" type="reporter" category="lists"><comment x="0" y="0" w="477.99999999999994" collapsed="false">Call this block with STREAM WITH NUMBERS FROM 2&#xD;as its input to get the infinite stream of all the prime numbers.&#xD;&#xD;It&apos;s called SIEVE because the algorithm it uses is the Sieve of&#xD;Eratosthenes (clickable link):&#xD;https://en.wikipedia.org/wiki/Sieve_of_Eratosthenes&#xD;&#xD;Look inside; it&apos;s a beautifully elegant algorithm.&#xD;&#xD;For a tutorial introduction to streams, read SICP 3.5:&#xD;https://mitpress.mit.edu/sites/default/files/sicp/full-text/book/book-Z-H-24.html#%_sec_3.5&#xD;or Brian&apos;s lecture notes (start on page 74):&#xD;https://people.eecs.berkeley.edu/&#126;bh/61a-pages/Volume2/notes.pdf&#xD;The above are clickable links!</comment><header></header><code></code><translations>pt:a crivagem do canal _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doWarp"><script><block s="doReport"><custom-block s="%s in front of stream %anyUE"><custom-block s="head of stream %l"><block var="stream"/></custom-block><custom-block s="sieve %l"><custom-block s="keep items such that %predRing from stream %l"><block s="reifyPredicate"><autolambda><block s="reportVariadicGreaterThan"><list><block s="reportModulus"><l></l><custom-block s="head of stream %l"><block var="stream"/></custom-block></block><l>0</l></list></block></autolambda><list></list></block><custom-block s="tail of stream %l"><block var="stream"/></custom-block></custom-block></custom-block></custom-block></block></script></block></script></block-definition><block-definition s="stream with numbers from %&apos;start&apos;" type="reporter" category="lists"><comment x="0" y="0" w="418.6106770833333" collapsed="false">The stream version of NUMBERS FROM 1 TO, with no&#xD;ending number because it reports the infinite stream of all&#xD;the integers greater than or equal to its input.&#xD;&#xD;Read the code!  It&apos;s deceptively simple.&#xD;&#xD;Streams, also called lazy lists, are like lists except that&#xD;items are not computed until they&apos;re needed.  This allows&#xD;for more efficient handling of large computed lists, and&#xD;even infinite lists.  The only piece of magic is in &#xD;IN FRONT OF STREAM, whose second input is of type &#xD;Unevaluated, which means that it&apos;s a procedure, with &#xD;a sort of invisible gray ring. So HEAD OF STREAM is just &#xD;ITEM 1 OF, but TAIL OF STREAM has a CALL block &#xD;to make the computation happen.&#xD;&#xD;For a tutorial introduction to streams, read SICP 3.5:&#xD;https://mitpress.mit.edu/sites/default/files/sicp/full-text/book/book-Z-H-24.html#%_sec_3.5&#xD;or Brian&apos;s lecture notes (start on page 74):&#xD;https://people.eecs.berkeley.edu/&#126;bh/61a-pages/Volume2/notes.pdf&#xD;The above are clickable links!</comment><header></header><code></code><translations>pt:um canal com os números a partir de _&#xD;</translations><inputs><input type="%n">1</input></inputs><script><block s="doReport"><custom-block s="%s in front of stream %anyUE"><block var="start"/><custom-block s="stream with numbers from %n"><block s="reportVariadicSum"><list><block var="start"/><l>1</l></list></block></custom-block></custom-block></block></script></block-definition><block-definition s="stream demo" type="command" category="lists"><comment x="0" y="0" w="174.66666666666666" collapsed="true">Read the code while running it, </comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>ones</l><l>ints</l><l>primes</l></list></block><block s="doSetVar"><l>ones</l><custom-block s="%s in front of stream %anyUE"><l>1</l><block var="ones"/></custom-block></block><block s="doSetVar"><l>ints</l><custom-block s="%s in front of stream %anyUE"><l>1</l><custom-block s="map %repRing over stream %mult%l"><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block><list><block var="ones"/><block var="ints"/></list></custom-block></custom-block></block><block s="doSetVar"><l>primes</l><custom-block s="sieve %l"><custom-block s="stream with numbers from %n"><l>2</l></custom-block></custom-block></block><block s="doSayFor"><custom-block s="show stream %l %n"><block var="ones"/><l>10</l></custom-block><l>2</l></block><block s="doSayFor"><custom-block s="show stream %l %n"><block var="ints"/><l>10</l></custom-block><l>2</l></block><block s="doSayFor"><custom-block s="show stream %l %n"><block var="primes"/><l>10</l></custom-block><l>2</l></block></script></block-definition><block-definition s="add wave" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doWarp"><script><block s="doDeclareVariables"><list><l>pos</l></list></block><block s="changeYPosition"><l>-20</l></block><block s="doSetVar"><l>pos</l><block s="getPosition"></block></block><block s="doGotoObject"><block s="reportVariadicSum"><list><block s="reportNewList"><list><block s="reportMonadic"><l><option>neg</option></l><block s="reportQuotient"><block s="reportGetImageAttribute"><l><option>width</option></l><l>SPIKE</l></block><l>4</l></block></block><l></l></list></block><block var="pos"/></list></block></block><block s="down"></block><block s="doFor"><l>i</l><l>0</l><l>18</l><script><block s="doGotoObject"><block s="reportVariadicSum"><list><block s="getPosition"></block><block s="reportNewList"><list><l>2.5</l><l>40</l></list></block></list></block></block><block s="changeYPosition"><block s="reportMonadic"><l><option>sin</option></l><block s="reportVariadicProduct"><list><block s="reportVariadicSum"><list><block var="i"/><block var="wv"/></list></block><l>20</l></list></block></block></block><block s="doGotoObject"><block s="reportVariadicSum"><list><block s="getPosition"></block><block s="reportNewList"><list><l>2.5</l><l>-40</l></list></block></list></block></block></script></block><block s="up"></block></script></block><block s="doChangeVar"><l>wv</l><l>1</l></block></script><scripts><script x="123.99999999999999" y="172.13333333333304"><block s="changeXPosition"><l>2</l></block></script></scripts></block-definition><block-definition s="smooth glide from %&apos;f&apos; to %&apos;t&apos; reduce %&apos;r&apos;" type="reporter" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n">5</input></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportDifference"><block var="t"/><block var="f"/></block><block var="r"/></block></block></script></block-definition><block-definition s="editnotify %&apos;message&apos; %&apos;Yes&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s">Alert!</input><input type="%s">Yes</input></inputs><script><block s="doTellTo"><block s="reportGet"><l><option>stage</option></l></block><block s="reifyScript"><script><block s="doAsk"><block s="reportNewList"><list><block s="reportApplyExtension"><l>ide_translate(text)</l><list><block var="message"/></list></block><block s="reportNewList"><list><block s="reportApplyExtension"><l>ide_translate(text)</l><list><block var="Yes"/></list></block></list></block></list></block></block></script><list></list></block><list></list></block></script><scripts><script x="378.2354842719681" y="42.116207951070415"><block var="message"/></script><script x="224.50837693520643" y="9.174311926605505"><block var="Ok"/></script><script x="397.90287234805044" y="46.703363914373114"><block var="No"/></script><script x="391.4808539994266" y="32.94189602446485"><block var="No"/></script><script x="391.109934171624" y="39.66360856269109"><block var="No"/></script></scripts></block-definition><block-definition s="$smallStage %&apos;new window&apos; $nl title %&apos;name&apos; $nl width %&apos;w&apos; height %&apos;h&apos; $nl script %&apos;Script&apos;" type="command" category="Qdow API"><comment x="0" y="0" w="90" collapsed="false">creates a new window with just a few attributes </comment><header></header><code></code><translations></translations><inputs><input type="%upvar"></input><input type="%txt">New Window</input><input type="%n">240</input><input type="%n">180</input><input type="%cmdRing"></input></inputs><script><custom-block s="safely try %cs then if %upvar %cs"><script><custom-block s="create %s var %mult%txt"><l>global</l><list><l>windows</l></list></custom-block><block s="doIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="windows"/><l>0</l></list></block><block s="reportVariadicEquals"><list><block s="reportListAttribute"><l><option>length</option></l><custom-block s="$poster windows"></custom-block></block><l>0</l></list></block></list></block><script><custom-block s="set var %s to %s"><l>windows</l><block s="reportNewList"><list></list></block></custom-block></script><script></script></block><block s="doIfElse"><block s="reportListContainsItem"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportAskFor"><l></l><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>name</option></l></block></autolambda><list></list></block><list></list></block></autolambda><list></list></block><block s="reportGet"><l><option>clones</option></l></block></block><block s="reportJoinWords"><list><block var="name"/><l> (QdowAPI)</l></list></block></block><script><custom-block s="error %txt"><l>A Window with the same name already exists!</l></custom-block></script><script><block s="doTellTo"><block s="newClone"><l><option>myself</option></l></block><block s="reifyScript"><script><block s="doSetVar"><l>new window</l><block s="reportGet"><l><option>self</option></l></block></block><block s="clearEffects"></block><block s="doSetVar"><l><option>my name</option></l><block s="reportJoinWords"><list><block var="name"/><l> (QdowAPI)</l><l></l></list></block></block><custom-block s="render.window %s %n %n %n %mult%s"><block var="name"/><block var="w"/><block var="h"/><block s="reportRound"><block s="reportQuotient"><block s="reportAttributeOf"><l><option>width</option></l><l>Stage</l></block><l>480</l></block></block><list></list></custom-block><block s="doIfElse"><block s="reportListContainsItem"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>1</l><l/></block></autolambda><list></list></block><block var="windows"/></block><block var="name"/></block><script></script><script><block s="doAddToList"><block s="reportNewList"><list><block s="reportGet"><l><option>self</option></l></block><block s="xPosition"></block><block s="yPosition"></block><block var="w"/><block var="h"/></list></block><block var="windows"/></block></script></block><block s="fork"><block s="reifyScript"><script><block s="doDeclareVariables"><list><l>isMaximized</l><l>prevSizeW</l><l>prevSizeH</l></list></block><block s="doSetVar"><l>isMaximized</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doSetVar"><l><option>my draggable?</option></l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doIfElse"><block s="reportListIsEmpty"><block s="reportAspect"><l><option>sprites</option></l><l><option>myself</option></l></block></block><script></script><script></script></block><block s="doRun"><block var="Script"/><list></list></block><block s="doForever"><script><custom-block s="safely try %cs then if %upvar %cs"><script><block s="doIfElse"><block var="isMaximized"/><script></script><script><block s="doSetVar"><l>prevSizeW</l><block s="reportGetImageAttribute"><l><option>width</option></l><l><option>current</option></l></block></block><block s="doSetVar"><l>prevSizeH</l><block s="reportGetImageAttribute"><l><option>height</option></l><l><option>current</option></l></block></block></script></block><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicAnd"><list><block s="reportVariadicAnd"><list><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="reportMouseY"></block><block s="reportDifference"><block s="reportAttributeOf"><l><option>top</option></l><block s="reportGet"><l><option>self</option></l></block></block><l>22</l></block></list></block><block s="reportVariadicLessThan"><list><block s="reportMouseY"></block><block s="reportAttributeOf"><l><option>top</option></l><block s="reportGet"><l><option>self</option></l></block></block></list></block></list></block><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="reportMouseX"></block><block s="reportDifference"><block s="reportAttributeOf"><l><option>right</option></l><block s="reportGet"><l><option>self</option></l></block></block><l>30</l></block></list></block><block s="reportVariadicLessThan"><list><block s="reportMouseX"></block><block s="reportDifference"><block s="reportAttributeOf"><l><option>right</option></l><block s="reportGet"><l><option>self</option></l></block></block><l>15</l></block></list></block></list></block></list></block><block s="reportVariadicEquals"><list><block s="reportListItem"><l><option>last</option></l><block s="reportAspect"><l><option>sprites</option></l><l><option>mouse-pointer</option></l></block></block><block s="reportGet"><l><option>self</option></l></block></list></block></list></block><block s="reportMouseDown"></block></list></block><script><custom-block s="$trash close window %s"><block var="name"/></custom-block></script><script><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicAnd"><list><block s="reportVariadicAnd"><list><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="reportMouseY"></block><block s="reportDifference"><block s="reportAttributeOf"><l><option>top</option></l><block s="reportGet"><l><option>self</option></l></block></block><l>22</l></block></list></block><block s="reportVariadicLessThan"><list><block s="reportMouseY"></block><block s="reportAttributeOf"><l><option>top</option></l><block s="reportGet"><l><option>self</option></l></block></block></list></block></list></block><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="reportMouseX"></block><block s="reportDifference"><block s="reportAttributeOf"><l><option>right</option></l><block s="reportGet"><l><option>self</option></l></block></block><l>50</l></block></list></block><block s="reportVariadicLessThan"><list><block s="reportMouseX"></block><block s="reportDifference"><block s="reportAttributeOf"><l><option>right</option></l><block s="reportGet"><l><option>self</option></l></block></block><l>35</l></block></list></block></list></block></list></block><block s="reportVariadicEquals"><list><block s="reportListItem"><l><option>last</option></l><block s="reportAspect"><l><option>sprites</option></l><l><option>mouse-pointer</option></l></block></block><block s="reportGet"><l><option>self</option></l></block></list></block></list></block><block s="reportMouseDown"></block></list></block><script><block s="doIfElse"><block var="isMaximized"/><script><block s="doSetVar"><l>isMaximized</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="resize window %txt %br width %n height %n %br go back? %b"><block var="name"/><block var="w"/><block var="h"/><l><bool>true</bool></l></custom-block><block s="gotoXY"><l>0</l><l>0</l></block></script><script><block s="doSetVar"><l>prevSizeW</l><block s="reportDifference"><block s="reportGetImageAttribute"><l><option>width</option></l><l><option>current</option></l></block><l>1</l></block></block><block s="doSetVar"><l>prevSizeH</l><block s="reportDifference"><block s="reportGetImageAttribute"><l><option>height</option></l><l><option>current</option></l></block><l>1</l></block></block><block s="doSetVar"><l>isMaximized</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><custom-block s="$grow maximize window %s"><block var="name"/></custom-block><block s="gotoXY"><l>0</l><l></l></block></script></block><block s="doWaitUntil"><block s="reportMouseDown"></block></block></script><script><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicAnd"><list><block s="reportVariadicAnd"><list><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="reportMouseY"></block><block s="reportDifference"><block s="reportAttributeOf"><l><option>top</option></l><block s="reportGet"><l><option>self</option></l></block></block><l>22</l></block></list></block><block s="reportVariadicLessThan"><list><block s="reportMouseY"></block><block s="reportAttributeOf"><l><option>top</option></l><block s="reportGet"><l><option>self</option></l></block></block></list></block></list></block><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="reportMouseX"></block><block s="reportDifference"><block s="reportAttributeOf"><l><option>right</option></l><block s="reportGet"><l><option>self</option></l></block></block><l>75</l></block></list></block><block s="reportVariadicLessThan"><list><block s="reportMouseX"></block><block s="reportDifference"><block s="reportAttributeOf"><l><option>right</option></l><block s="reportGet"><l><option>self</option></l></block></block><l>55</l></block></list></block></list></block></list></block><block s="reportVariadicEquals"><list><block s="reportListItem"><l><option>last</option></l><block s="reportAspect"><l><option>sprites</option></l><l><option>mouse-pointer</option></l></block></block><block s="reportGet"><l><option>self</option></l></block></list></block></list></block><block s="reportMouseDown"></block></list></block><script><block s="doIfElse"><block s="reportShown"></block><script><block s="hide"></block><block s="doWaitUntil"><block s="reportShown"></block></block></script><script></script></block></script><script><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicAnd"><list><block s="reportVariadicAnd"><list><block s="reportVariadicAnd"><list><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="reportMouseY"></block><block s="reportDifference"><block s="reportAttributeOf"><l><option>top</option></l><block s="reportGet"><l><option>self</option></l></block></block><l>35</l></block></list></block><block s="reportVariadicLessThan"><list><block s="reportMouseY"></block><block s="reportAttributeOf"><l><option>top</option></l><block s="reportGet"><l><option>self</option></l></block></block></list></block></list></block><block s="reportVariadicLessThan"><list><block s="reportMouseX"></block><block s="reportDifference"><block s="reportAttributeOf"><l><option>right</option></l><block s="reportGet"><l><option>self</option></l></block></block><l>85</l></block></list></block></list></block><block s="reportVariadicEquals"><list><block s="reportListItem"><l><option>last</option></l><block s="reportAspect"><l><option>sprites</option></l><l><option>mouse-pointer</option></l></block></block><block s="reportGet"><l><option>self</option></l></block></list></block></list></block><block s="reportMouseDown"></block></list></block><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="reportMouseX"></block><block s="reportAttributeOf"><l><option>left</option></l><l>Stage</l></block></list></block><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="reportMouseY"></block><block s="reportAttributeOf"><l><option>bottom</option></l><l>Stage</l></block></list></block><block s="reportVariadicAnd"><list><block s="reportVariadicLessThan"><list><block s="reportMouseX"></block><block s="reportAttributeOf"><l><option>right</option></l><l>Stage</l></block></list></block><block s="reportVariadicLessThan"><list><block s="reportMouseY"></block><block s="reportAttributeOf"><l><option>top</option></l><l>Stage</l></block></list></block></list></block></list></block></list></block></list></block><script><block s="doIfElse"><block var="isMaximized"/><script><custom-block s="resize window %txt %br width %n height %n %br go back? %b"><block var="name"/><block var="w"/><block var="h"/><l><bool>false</bool></l></custom-block><block s="doSetVar"><l>isMaximized</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="setXPosition"><block s="reportMouseX"></block></block><block s="changeYPosition"><block s="reportDifference"><block s="reportMouseY"></block><l>12</l></block></block></script><script></script></block><block s="doUntil"><block s="reportNot"><block s="reportMouseDown"></block></block><script><block s="doDeclareVariables"><list><l>OG X</l><l>OG Y</l><l>x</l><l>y</l></list></block><block s="doSetVar"><l>OG X</l><block s="reportMouseX"></block></block><block s="doSetVar"><l>OG Y</l><block s="reportMouseY"></block></block><block s="doWait"><l>0</l></block><block s="changeXPosition"><block s="reportVariadicProduct"><list><block s="reportMonadic"><l><option>neg</option></l><block s="reportDifference"><block var="OG X"/><block s="reportMouseX"></block></block></block><l>2</l></list></block></block><block s="changeYPosition"><block s="reportVariadicProduct"><list><block s="reportMonadic"><l><option>neg</option></l><block s="reportDifference"><block var="OG Y"/><block s="reportMouseY"></block></block></block><l>2</l></list></block></block></script></block></script><script></script></block></script></block></script></block></script></block></script><l>error</l><script></script></custom-block></script></block></script><list></list></block><list></list></block></script><list></list></block><list></list></block></script></block></script><l>error</l><script></script></custom-block></script><scripts><comment x="527" y="13.000000000000455" w="80" collapsed="false">Qdow 1.3&#xD;Made by Unify</comment><script x="491" y="2827.166666666667"><block s="doTellTo"><custom-block s="$poster window %txt"><block var="name"/></custom-block><block s="reifyScript"><script><custom-block s="error.WindowAPI %s %s"><block var="name"/><block var="error"/></custom-block></script><list></list></block><list></list></block></script><script x="113" y="2840.333333333334"><block s="doTellTo"><custom-block s="$poster window %txt"><block var="name"/></custom-block><block s="reifyScript"><script><block s="doWarp"><script><block s="doForEach"><l>sprite</l><block s="reportAspect"><l><option>sprites</option></l><l><option>myself</option></l></block><script><block s="doTellTo"><block var="sprite"/><block s="reifyScript"><script><block s="setEffect"><l><option>brightness</option></l><l>0</l></block><custom-block s="animate %s by %n in %n secs easing %s"><l>brightness effect</l><l>30</l><l>0.5</l><l>linear</l></custom-block><block s="doWait"><l>2</l></block><block s="doPasteOn"><block s="reportObject"><l><option>myself</option></l></block></block><block s="setEffect"><l><option>brightness</option></l><l>0</l></block></script><list></list></block><list></list></block></script></block></script></block></script><list></list></block><list></list></block><block s="doTellTo"><l>Stage</l><block s="reifyScript"><script><block s="doAsk"><block s="reportNewList"><list><block s="reportApplyExtension"><l>ide_translate(text)</l><list><block s="reportJoinWords"><list><l>Error! </l><block s="reportUnicodeAsLetter"><l>10</l></block><block s="reportJoinWords"><list><block var="name"/><l> reported an error: "</l><block var="error"/><l>" do you wish to stop this process?</l></list></block></list></block></list></block><block s="reportNewList"><list><block s="reportApplyExtension"><l>ide_translate(text)</l><list><l>Stop</l></list></block><block s="reportApplyExtension"><l>ide_translate(text)</l><list><l>Continue</l></list></block></list></block></list></block></block></script><list></list></block><list></list></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Stop</l></list></block><script><block s="removeClone"></block></script><script><block s="setEffect"><l><option>brightness</option></l><l>0</l></block></script></block></script></scripts></block-definition><block-definition s="$poster window %&apos;name&apos;" type="reporter" category="Qdow API"><header></header><code></code><translations></translations><inputs><input type="%txt">New Window</input></inputs><script><block s="doReport"><block s="reportIfElse"><block s="reportIsA"><block var="name"/><l><option>sprite</option></l></block><block var="name"/><block s="reportListItem"><l>1</l><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><block s="reportAskFor"><l></l><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>name</option></l></block></autolambda><list></list></block><list></list></block><block s="reportJoinWords"><list><block var="name"/><l> (QdowAPI)</l></list></block></list></block></autolambda><list></list></block><block s="reportGet"><l><option>clones</option></l></block></block></block></block></block></script></block-definition><block-definition s="error.WindowAPI %&apos;name&apos; %&apos;error&apos;" type="command" category="Qdow API"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="setEffect"><l><option>brightness</option></l><l>0</l></block><custom-block s="animate %s by %n in %n secs easing %s"><l>brightness effect</l><l>30</l><l>0.5</l><l>linear</l></custom-block><block s="doWait"><l>2</l></block><block s="doPasteOn"><block s="reportObject"><l><option>myself</option></l></block></block><block s="setEffect"><l><option>brightness</option></l><l>0</l></block><block s="doTellTo"><l>Stage</l><block s="reifyScript"><script><block s="doAsk"><block s="reportNewList"><list><block s="reportApplyExtension"><l>ide_translate(text)</l><list><block s="reportJoinWords"><list><l>Error! </l><block s="reportUnicodeAsLetter"><l>10</l></block><block s="reportJoinWords"><list><block var="name"/><l> reported an error: "</l><block var="error"/><l>" do you wish to stop this process?</l></list></block></list></block></list></block><block s="reportNewList"><list><block s="reportApplyExtension"><l>ide_translate(text)</l><list><l>Stop</l></list></block><block s="reportApplyExtension"><l>ide_translate(text)</l><list><l>Continue</l></list></block></list></block></list></block></block></script><list></list></block><list></list></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Stop</l></list></block><script><block s="removeClone"></block></script><script><block s="setEffect"><l><option>brightness</option></l><l>0</l></block></script></block></script></block-definition><block-definition s="animate %&apos;attribute&apos; by %&apos;delta&apos; in %&apos;duration&apos; secs easing %&apos;easing&apos;" type="command" category="motion"><header></header><code></code><translations>de:animiere _ um _ in _ Sek. beschleunigt: _&#xD;ca:modifica _ amb _ en _ segons de forma _&#xD;pt:anima _ de _ em _ s de forma _&#xD;</translations><inputs><input type="%s" readonly="true">x position<options>x position&#xD;y position&#xD;direction&#xD;size&#xD;ghost effect&#xD;color effect&#xD;saturation effect&#xD;brightness effect&#xD;fisheye effect&#xD;whirl effect&#xD;pixelate effect&#xD;mosaic effect&#xD;negative effect&#xD;tempo&#xD;volume&#xD;balance</options></input><input type="%n">50</input><input type="%n">1</input><input type="%s" readonly="true">linear<options>linear&#xD;quadratic={&#xD;quadratic-in&#xD;quadratic-out&#xD;quadratic-in-out&#xD;}&#xD;cubic={&#xD;cubic-in&#xD;cubic-out&#xD;cubic-in-out&#xD;}&#xD;quart={&#xD;quart-in&#xD;quart-out&#xD;quart-in-out&#xD;}&#xD;sinusoidal={&#xD;sine-in&#xD;sine-out&#xD;sine-in-out&#xD;}&#xD;elastic</options></input></inputs><script><block s="doDeclareVariables"><list><l>accessors</l><l>func</l></list></block><block s="doSetVar"><l>accessors</l><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="attribute"/><l>x position</l></list></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setXPosition"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="xPosition"></block></autolambda><list></list></block></list></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="attribute"/><l>y position</l></list></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setYPosition"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="yPosition"></block></autolambda><list></list></block></list></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="attribute"/><l>direction</l></list></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setHeading"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="direction"></block></autolambda><list></list></block></list></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="attribute"/><l>size</l></list></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setScale"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="getScale"></block></autolambda><list></list></block></list></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="attribute"/><l>tempo</l></list></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="doSetTempo"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="getTempo"></block></autolambda><list></list></block></list></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="attribute"/><l>volume</l></list></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setVolume"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="getVolume"></block></autolambda><list></list></block></list></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="attribute"/><l>balance</l></list></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setPan"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="getPan"></block></autolambda><list></list></block></list></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setEffect"><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="attribute"/><l> </l></block></block><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="getEffect"><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="attribute"/><l> </l></block></block></block></autolambda><list></list></block></list></block></block></block></block></block></block></block></block></block><block s="doIfElse"><block s="reportIsA"><block var="easing"/><l><option>reporter</option></l></block><script><block s="doSetVar"><l>func</l><block var="easing"/></block></script><script><block s="doSetVar"><l>func</l><custom-block s="easing %txt"><block var="easing"/></custom-block></block></script></block><custom-block s="animate setter %cmdRing getter %repRing delta %n over %n secs easing %repRing"><block s="reportListItem"><l>1</l><block var="accessors"/></block><block s="reportListItem"><l>2</l><block var="accessors"/></block><block var="delta"/><block var="duration"/><block var="func"/></custom-block></script></block-definition><block-definition s="easing %&apos;choice&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Beschleunigung _&#xD;ca:de forma _&#xD;pt:a forma _&#xD;</translations><inputs><input type="%txt" readonly="true">linear<options>linear&#xD;quadratic={&#xD;quadratic-in&#xD;quadratic-out&#xD;quadratic-in-out&#xD;}&#xD;cubic={&#xD;cubic-in&#xD;cubic-out&#xD;cubic-in-out&#xD;}&#xD;quart={&#xD;quart-in&#xD;quart-out&#xD;quart-in-out&#xD;}&#xD;sinusoidal={&#xD;sine-in&#xD;sine-out&#xD;sine-in-out&#xD;}&#xD;elastic</options></input></inputs><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>linear</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportMonadic"><l><option>id</option></l><l></l></block></autolambda><list></list></block></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>quadratic-in</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l></l></list></block></autolambda><list></list></block></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>quadratic-out</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><block s="reportDifference"><l>2</l><l></l></block></list></block></autolambda><list></list></block></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>quadratic-in-out</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportVariadicLessThan"><list><l></l><l>.5</l></list></block><block s="reportVariadicProduct"><list><l>2</l><block s="reportVariadicProduct"><list><l></l><l></l></list></block></list></block><block s="reportDifference"><block s="reportVariadicProduct"><list><block s="reportDifference"><l>4</l><block s="reportVariadicProduct"><list><l>2</l><l></l></list></block></block><l></l></list></block><l>1</l></block></block></autolambda><list></list></block></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>cubic-in</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><block s="reportVariadicProduct"><list><l></l><l></l></list></block></list></block></autolambda><list></list></block></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>cubic-out</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportVariadicProduct"><list><custom-block s="-- %anyUE"><block var="t"/></custom-block><block var="t"/></list></block><block var="t"/></list></block><l>1</l></list></block></autolambda><list><l>t</l></list></block></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>cubic-in-out</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportVariadicLessThan"><list><l></l><l>.5</l></list></block><block s="reportVariadicProduct"><list><l>4</l><block s="reportVariadicProduct"><list><l></l><block s="reportVariadicProduct"><list><l></l><l></l></list></block></list></block></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportVariadicProduct"><list><block s="reportDifference"><l></l><l>1</l></block><block s="reportDifference"><block s="reportVariadicProduct"><list><l>2</l><l></l></list></block><l>2</l></block></list></block><block s="reportDifference"><block s="reportVariadicProduct"><list><l>2</l><l></l></list></block><l>2</l></block></list></block><l>1</l></list></block></block></autolambda><list></list></block></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>quart-in</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><block s="reportVariadicProduct"><list><l></l><block s="reportVariadicProduct"><list><l></l><l></l></list></block></list></block></list></block></autolambda><list></list></block></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>quart-out</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportDifference"><l>1</l><block s="reportVariadicProduct"><list><custom-block s="-- %anyUE"><block var="t"/></custom-block><block s="reportVariadicProduct"><list><block var="t"/><block s="reportVariadicProduct"><list><block var="t"/><block var="t"/></list></block></list></block></list></block></block></autolambda><list><l>t</l></list></block></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>quart-in-out</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportVariadicLessThan"><list><l></l><l>.5</l></list></block><block s="reportVariadicProduct"><list><l>8</l><block s="reportVariadicProduct"><list><l></l><block s="reportVariadicProduct"><list><l></l><block s="reportVariadicProduct"><list><l></l><l></l></list></block></list></block></list></block></list></block><block s="evaluate"><block s="reifyReporter"><autolambda><block s="reportDifference"><l>1</l><block s="reportVariadicProduct"><list><l>8</l><block s="reportVariadicProduct"><list><custom-block s="-- %anyUE"><block var="t"/></custom-block><block s="reportVariadicProduct"><list><block var="t"/><block s="reportVariadicProduct"><list><block var="t"/><block var="t"/></list></block></list></block></list></block></list></block></block></autolambda><list><l>t</l></list></block><list><l></l></list></block></block></autolambda><list></list></block></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>sine-in</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportDifference"><l>1</l><block s="reportMonadic"><l><option>sin</option></l><block s="reportVariadicSum"><list><l>90</l><block s="reportVariadicProduct"><list><l></l><l>90</l></list></block></list></block></block></block></autolambda><list></list></block></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>sine-out</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportMonadic"><l><option>sin</option></l><block s="reportVariadicProduct"><list><l></l><l>90</l></list></block></block></autolambda><list></list></block></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>sine-in-out</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportQuotient"><block s="reportDifference"><l>1</l><block s="reportMonadic"><l><option>cos</option></l><block s="reportVariadicProduct"><list><l></l><l>180</l></list></block></block></block><l>2</l></block></autolambda><list></list></block></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>elastic</l></list></block><script><block s="doReport"><block s="reifyScript"><script><block s="doDeclareVariables"><list><l>p</l></list></block><block s="doSetVar"><l>p</l><l>0.3</l></block><block s="doReport"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportPower"><l>2</l><block s="reportVariadicProduct"><list><l>-10</l><l></l></list></block></block><block s="reportMonadic"><l><option>sin</option></l><custom-block s="degrees %n"><block s="reportVariadicProduct"><list><block s="reportDifference"><l></l><block s="reportQuotient"><block var="p"/><l>4</l></block></block><block s="reportQuotient"><block s="reportVariadicProduct"><list><l>2</l><custom-block s="PI"></custom-block></list></block><block var="p"/></block></list></block></custom-block></block></list></block><l>1</l></list></block></block></script><list></list></block></block></script></block><custom-block s="error %s"><block s="reportJoinWords"><list><l>unknown easing function "</l><block var="choice"/><l>"</l></list></block></custom-block></script></block-definition><block-definition s="-- %&apos;n&apos;" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs><input type="%anyUE" readonly="true"></input></inputs><script><block s="doRun"><block s="reifyScript"><script><block s="doChangeVar"><l></l><l>-1</l></block></script><list></list></block><list><block var="n"/></list></block><block s="doReport"><block s="evaluate"><block var="n"/><list></list></block></block></script></block-definition><block-definition s="PI" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l>3.141592653589793</l></block></script></block-definition><block-definition s="degrees %&apos;radians&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Grad _&#xD;ca:graus de _ radians&#xD;pt:_ radianos em graus&#xD;</translations><inputs><input type="%n">0.5</input></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="radians"/><l>180</l></list></block><custom-block s="PI"></custom-block></block></block></script></block-definition><block-definition s="error %&apos;msg&apos;" type="command" category="control"><header></header><code></code><translations>de:Fehler _&#xD;pt:assinala o erro _&#xD;</translations><inputs><input type="%s"></input></inputs><script><block s="doApplyExtension"><l>err_error(msg)</l><list><block var="msg"/></list></block></script></block-definition><block-definition s="animate setter %&apos;setter&apos; getter %&apos;getter&apos; delta %&apos;delta&apos; over %&apos;duration&apos; secs easing %&apos;easing&apos;" type="command" category="control"><header></header><code></code><translations>de:animiere Setter _ Getter _ Delta _ über _ Sek. beschleunigt _&#xD;ca:modifica setter _ i getter _ amb delta _ en _ segons de forma _&#xD;pt:anima com modificador _ e inspector _ de _ em _ s de forma _&#xD;</translations><inputs><input type="%cmdRing"></input><input type="%repRing"></input><input type="%n">50</input><input type="%n">1</input><input type="%repRing"></input></inputs><script><block s="doDeclareVariables"><list><l>end time</l><l>destination</l></list></block><block s="doSetVar"><l>end time</l><block s="reportVariadicSum"><list><block s="reportDate"><l><option>time in milliseconds</option></l></block><block s="reportVariadicProduct"><list><block var="duration"/><l>1000</l></list></block></list></block></block><block s="doSetVar"><l>destination</l><block s="reportVariadicSum"><list><block s="evaluate"><block var="getter"/><list></list></block><block var="delta"/></list></block></block><block s="doUntil"><block s="reportVariadicGreaterThan"><list><block s="reportDate"><l><option>time in milliseconds</option></l></block><block var="end time"/></list></block><script><block s="doRun"><block var="setter"/><list><block s="reportDifference"><block var="destination"/><block s="reportVariadicProduct"><list><block var="delta"/><block s="evaluate"><block var="easing"/><list><block s="reportQuotient"><block s="reportDifference"><block var="end time"/><block s="reportDate"><l><option>time in milliseconds</option></l></block></block><block s="reportVariadicProduct"><list><block var="duration"/><l>1000</l></list></block></block></list></block></list></block></block></list></block></script></block><block s="doRun"><block var="setter"/><list><block var="destination"/></list></block></script></block-definition><block-definition s="$poster windows" type="reporter" category="Qdow API"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportListContainsItem"><block s="reportTextSplit"><block s="reportAskFor"><l></l><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>name</option></l></block></autolambda><list></list></block><list></list></block><l> </l></block><l>(QdowAPI)</l></block></autolambda><list></list></block><block s="reportGet"><l><option>clones</option></l></block></block></block></script></block-definition><block-definition s="set var %&apos;_name&apos; to %&apos;_value&apos;" type="command" category="variables"><comment x="0" y="0" w="240.4931640625" collapsed="false">This block sets the given value (last input) to the variable named with the name givent (var input).&#xD;&#xD;It looks for that variable following the scope order &apos;script&apos; -&gt; &apos;sprite&apos; -&gt; &apos;global&apos; (the first match it finds).&#xD;&#xD;If that variable does not exist (in any scope) an error happens, stopping their script. You can check it before using the &quot;does var (name) exists?&quot; block. </comment><header></header><code></code><translations>ca:assigna a _ el valor _&#xD;es:asignar a _ el valor _&#xD;pt:altera _ para _&#xD;de:setze var _ auf _&#xD;</translations><inputs><input type="%s"><options>§_getVarNamesDict</options></input><input type="%s"></input></inputs><script><block s="doApplyExtension"><l>var_set(name, val)</l><list><block var="_name"/><block var="_value"/></list></block></script></block-definition><block-definition s="error %&apos;msg&apos;" type="command" category="control"><comment x="0" y="0" w="268.6666666666667" collapsed="false">Throw an error.&#xD;&#xD;Makes a red halo appear around the script that runs it,&#xD;with the input text shown in a speech balloon next to&#xD;the script, just like any Snap! error.&#xD;&#xD;This is useful to put in the second script of SAFELY TRY&#xD;after some other instructions to undo the partial work of&#xD;the first script.</comment><header></header><code></code><translations>pt:lança o erro _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doApplyExtension"><l>err_error(msg)</l><list><block var="msg"/></list></block></script></block-definition><block-definition s="$trash close window %&apos;window&apos;" type="command" category="Qdow API"><header></header><code></code><translations></translations><inputs><input type="%s">New Window</input></inputs><script><custom-block s="tell window %txt to %cmdRing"><block var="window"/><block s="reifyScript"><script><block s="removeClone"></block></script><list></list></block></custom-block><block s="doDeleteFromList"><block s="reportListIndex"><custom-block s="$poster window %txt"><block var="window"/></custom-block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>1</l><l/></block></autolambda><list></list></block><block var="windows"/></block></block><block var="windows"/></block></script></block-definition><block-definition s="tell window %&apos;name&apos; to %&apos;action&apos;" type="command" category="Qdow API"><header></header><code></code><translations></translations><inputs><input type="%txt">New Window</input><input type="%cmdRing"></input></inputs><script><custom-block s="safely try %cs then if %upvar %cs"><script><block s="doTellTo"><custom-block s="$smallStage window %s"><block var="name"/></custom-block><block var="action"/><list></list></block></script><l>error</l><script><custom-block s="error.WindowAPI %s %s"><block var="name"/><block var="error"/></custom-block></script></custom-block></script></block-definition><block-definition s="$smallStage window %&apos;window&apos;" type="reporter" category="Qdow API"><header></header><code></code><translations></translations><inputs><input type="%s">New Window</input></inputs><script><block s="doReport"><block s="reportIfElse"><block s="reportIsA"><block var="window"/><l><option>sprite</option></l></block><block s="reportAskFor"><block var="window"/><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>self</option></l></block></autolambda><list></list></block><list></list></block><block s="reportListItem"><l>1</l><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><block s="reportAskFor"><l></l><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>name</option></l></block></autolambda><list></list></block><list></list></block><block s="reportJoinWords"><list><block var="window"/><l> (QdowAPI)</l></list></block></list></block></autolambda><list></list></block><block s="reportListAttribute"><l><option>flatten</option></l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportAskFor"><l></l><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>clones</option></l></block></autolambda><list></list></block><list></list></block></autolambda><list></list></block><block s="reportAskFor"><l>Stage</l><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>other sprites</option></l></block></autolambda><list></list></block><list></list></block></block></block></block></block></block></block></script></block-definition><block-definition s="safely try %&apos;action&apos; then if %&apos;error&apos; %&apos;handler&apos;" type="command" category="control"><comment x="0" y="0" w="276" collapsed="false">Catch errors.&#xD;&#xD;Runs the first script.  If it succeeds, nothing else happens.&#xD;But if it has an error (something that would otherwise result&#xD;in a red halo around the block), then the second script is run,&#xD;with the text of the error message that would have been shown in the variable ERROR.</comment><header></header><code></code><translations>pt:tenta executar _ e, em caso de erro _ , executa _&#xD;ca:prova de forma segura _ i si _ _&#xD;</translations><inputs><input type="%cs"></input><input type="%upvar"></input><input type="%cs"></input></inputs><script><block s="doApplyExtension"><l>err_try(cmd, catch, err)</l><list><block var="action"/><block var="handler"/><block var="error"/></list></block><block s="doApplyExtension"><l>err_reset</l><list></list></block></script></block-definition><block-definition s="resize window %&apos;name&apos; $nl width %&apos;w&apos; height %&apos;h&apos; $nl go back? %&apos;bool&apos;" type="command" category="Qdow API"><header></header><code></code><translations></translations><inputs><input type="%txt">New Window</input><input type="%n">200</input><input type="%n">100</input><input type="%b">true</input></inputs><script><custom-block s="tell window %txt to %cmdRing"><block var="name"/><block s="reifyScript"><script><block s="doIf"><block var="bool"/><script><block s="doDeclareVariables"><list><l>a</l></list></block><block s="doSetVar"><l>a</l><block s="getPosition"></block></block></script></block><custom-block s="render.window %s %n %n %n %mult%s"><block var="name"/><block var="w"/><block var="h"/><block s="reportRound"><block s="reportQuotient"><block s="reportAttributeOf"><l><option>width</option></l><l>Stage</l></block><l>480</l></block></block><list></list></custom-block><block s="doIf"><block var="bool"/><script><custom-block s="positiion %l"><block var="a"/></custom-block></script></block></script><list></list></block></custom-block></script><scripts><script x="84" y="1155"><block s="doDeclareVariables"><list><l>costume</l><l>pixel</l></list></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setColor"><color>255,255,255,1</color></block><block s="doSetVar"><l>costume</l><block s="reportGetImageAttribute"><l><option>pixels</option></l><block s="reportNewCostumeStretched"><block s="reportNewCostume"><block s="reportNewList"><list><l>100</l><l>100</l><l>100</l><l>255</l></list></block><l>1</l><l>1</l></block><block s="reportVariadicProduct"><list><block s="reportMonadic"><l><option>abs</option></l><block var="w"/></block><l>200</l></list></block><block s="reportVariadicProduct"><list><block s="reportMonadic"><l><option>abs</option></l><block var="h"/></block><l>200</l></list></block></block></block></block><block s="doFor"><l>i</l><l>1</l><block s="reportVariadicProduct"><list><block var="w"/><l>30</l></list></block><script><block s="doReplaceInList"><block var="i"/><block var="costume"/><block s="reportNewList"><list><l>150</l><l>150</l><l>150</l><l>255</l></list></block></block></script></block><block s="doSwitchToCostume"><block s="reportNewCostume"><block var="costume"/><block var="w"/><block var="h"/></block></block><block s="doStamp"></block><block s="setColor"><color>100,100,100,1</color></block><block s="gotoXY"><block s="reportDifference"><block s="reportAttributeOf"><l><option>left</option></l><block s="reportGet"><l><option>self</option></l></block></block><l>-10</l></block><block s="reportDifference"><block s="reportAttributeOf"><l><option>top</option></l><block s="reportGet"><l><option>self</option></l></block></block><l>18</l></block></block><custom-block s="write %s size %n and go back to position"><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block s="reportGet"><l><option>name</option></l></block><l> (QdowAPI)</l></block></block><l>12</l></custom-block><block s="setColor"><color>100,100,100,1</color></block><block s="changeXPosition"><block s="reportDifference"><block var="w"/><l>75</l></block></block><block s="write"><l>-  ▢  ✖</l><l>12</l></block><block s="doSwitchToCostume"><block s="reportPenTrailsAsCostume"></block></block><block s="clear"></block><block s="show"></block></script></scripts></block-definition><block-definition s="write %&apos;input&apos; size %&apos;num&apos; and go back to position" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s">Hello!</input><input type="%n">12</input></inputs><script><block s="doDeclareVariables"><list><l>x</l></list></block><block s="doSetVar"><l>x</l><block s="xPosition"></block></block><block s="write"><block var="input"/><block var="num"/></block><block s="setXPosition"><block var="x"/></block></script></block-definition><block-definition s="positiion %&apos;pos&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="gotoXY"><block s="reportListItem"><l>1</l><block var="pos"/></block><block s="reportListItem"><l>2</l><block var="pos"/></block></block></script></block-definition><block-definition s="render.window %&apos;name&apos; %&apos;w&apos; %&apos;h&apos; %&apos;Size&apos; %&apos;extrainput&apos;" type="command" category="Qdow API" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%mult%s"></input></inputs><script><custom-block s="set font to %s %br bold? %b italic? %b"><l>arial</l><l><bool>false</bool></l><l><bool>false</bool></l></custom-block><block s="doWarp"><script><custom-block s="safely try %cs then if %upvar %cs"><script><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicOr"><list><block s="reportVariadicOr"><list><block s="reportNot"><block s="reportIsA"><block var="extrainput"/><l><option>list</option></l></block></block><block s="reportVariadicEquals"><list><block var="extrainput"/><block s="reportNewList"><list><l></l></list></block></list></block></list></block><block s="reportListIsEmpty"><block var="extrainput"/></block></list></block><custom-block s="window %s exists"><block var="name"/></custom-block></list></block><script><block s="doSetVar"><l>extrainput</l><block s="reportListAttribute"><l><option>flatten</option></l><block s="reportNewList"><list><block s="reportListItem"><l>1</l><custom-block s="ask window %txt for %repRing"><block var="name"/><block s="reifyReporter"><autolambda><block s="reportGetImageAttribute"><l><option>pixels</option></l><l><option>current</option></l></block></autolambda><list></list></block></custom-block></block><block s="reportListItem"><block s="reportDifference"><block s="reportListAttribute"><l><option>length</option></l><custom-block s="ask window %txt for %repRing"><block var="name"/><block s="reifyReporter"><autolambda><block s="reportGetImageAttribute"><l><option>pixels</option></l><l><option>current</option></l></block></autolambda><list></list></block></custom-block></block><l>2</l></block><custom-block s="ask window %txt for %repRing"><block var="name"/><block s="reifyReporter"><autolambda><block s="reportGetImageAttribute"><l><option>pixels</option></l><l><option>current</option></l></block></autolambda><list></list></block></custom-block></block></list></block></block></block></script><script></script></block></script><l>error</l><script><block s="doSetVar"><l>extrainput</l><block s="reportNewList"><list><l>150</l><l>150</l><l>150</l><l>255</l><l>100</l><l>100</l><l>100</l><l>255</l></list></block></block></script></custom-block><block s="doDeclareVariables"><list><l>costume</l></list></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setColor"><color>255,255,255,1</color></block><block s="doSetVar"><l>costume</l><block s="reportConcatenatedLists"><list><block s="reportReshape"><block s="reportNewList"><list><l>150</l><l>150</l><l>150</l><l>255</l></list></block><list><block s="reportVariadicProduct"><list><block var="w"/><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block var="Size"/><l>10</l></list></block><l>20</l></list></block></list></block><l>4</l></list></block><block s="reportGetImageAttribute"><l><option>pixels</option></l><block s="reportNewCostumeStretched"><block s="reportNewCostume"><block s="reportNewList"><list><block s="reportListItem"><l>5</l><block var="extrainput"/></block><block s="reportListItem"><l>6</l><block var="extrainput"/></block><block s="reportListItem"><l>7</l><block var="extrainput"/></block><block s="reportListItem"><l>8</l><block var="extrainput"/></block></list></block><l>1</l><l>1</l></block><block s="reportVariadicProduct"><list><block s="reportMonadic"><l><option>abs</option></l><block var="w"/></block><l>200</l></list></block><block s="reportVariadicProduct"><list><block s="reportMonadic"><l><option>abs</option></l><block var="h"/></block><l>200</l></list></block></block></block></list></block></block><block s="doSwitchToCostume"><block s="reportNewCostume"><block var="costume"/><block var="w"/><block var="h"/></block></block><block s="doStamp"></block><block s="setColor"><color>100,100,100,1</color></block><block s="gotoXY"><block s="reportDifference"><block s="reportAttributeOf"><l><option>left</option></l><block s="reportGet"><l><option>self</option></l></block></block><l>-10</l></block><block s="reportDifference"><block s="reportAttributeOf"><l><option>top</option></l><block s="reportGet"><l><option>self</option></l></block></block><block s="reportVariadicSum"><list><l>18</l><block s="reportVariadicProduct"><list><block var="Size"/><l>2.2</l></list></block></list></block></block></block><custom-block s="write %s size %n and go back to position"><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block s="reportGet"><l><option>name</option></l></block><l> (QdowAPI)</l></block></block><block s="reportVariadicProduct"><list><block s="reportVariadicSum"><list><block var="Size"/><l>11</l></list></block><l>1.2</l></list></block></custom-block><block s="setColor"><color>100,100,100,1</color></block><block s="doUntil"><block s="reportTouchingObject"><l><option>edge</option></l></block><script><block s="changeXPosition"><l>1</l></block></script></block><block s="changeXPosition"><block s="reportVariadicSum"><list><l>100</l><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="w"/><l>200</l></block><l>1.6</l></list></block></list></block></block><block s="write"><l>-   ▢   ✖</l><block s="reportVariadicProduct"><list><block s="reportVariadicSum"><list><block var="Size"/><l>10</l></list></block><l>1.2</l></list></block></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doSwitchToCostume"><block s="reportPenTrailsAsCostume"></block></block><block s="clear"></block><block s="show"></block></script></block></script><scripts><script x="219" y="70.20000000000005"><block s="doSetVar"><l><option>my name</option></l><block s="reportJoinWords"><list><block var="name"/><l> (QdowAPI)</l></list></block></block></script><script x="487" y="429.6666666666667"><block s="doIfElse"><l/><script></script><script></script></block></script><script x="825.216796875" y="485.3333333333333"><block s="reportVariadicOr"><list><block s="reportVariadicOr"><list><block s="reportNot"><block s="reportIsA"><block var="extrainput"/><l><option>list</option></l></block></block><block s="reportVariadicEquals"><list><block var="extrainput"/><block s="reportNewList"><list><l></l></list></block></list></block></list></block><block s="reportListIsEmpty"><block var="extrainput"/></block></list></block></script><script x="254" y="1195.3333333333321"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>75</l><block s="reportIfElse"><block s="reportVariadicEquals"><list><block s="reportRound"><block s="reportQuotient"><block var="Size"/><block s="reportDifference"><block var="Size"/><l>0.2</l></block></block></block><l>1</l></list></block><l>1</l><block s="reportQuotient"><block var="Size"/><block s="reportDifference"><block var="Size"/><l>0.2</l></block></block></block></list></block><l>-4</l></list></block></script><script x="263.119140625" y="1018.6666666666661"><block s="reportNot"><l/></block></script><script x="141.6484375" y="1234.8333333333326"><block var="w"/></script></scripts></block-definition><block-definition s="window %&apos;name&apos; exists" type="predicate" category="Qdow API"><header></header><code></code><translations></translations><inputs><input type="%s">New Window</input></inputs><script><block s="doReport"><block s="reportIsA"><custom-block s="$smallStage window %s"><block var="name"/></custom-block><l><option>sprite</option></l></block></block></script></block-definition><block-definition s="ask window %&apos;name&apos; for %&apos;reporter&apos;" type="reporter" category="Qdow API"><header></header><code></code><translations></translations><inputs><input type="%txt">New Window</input><input type="%repRing"></input></inputs><script><block s="doReport"><block s="reportAskFor"><custom-block s="$smallStage window %s"><block var="name"/></custom-block><block var="reporter"/><list></list></block></block></script></block-definition><block-definition s="set font to %&apos;name&apos; $nl bold? %&apos;bold&apos; italic? %&apos;italic&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s">monospace<options>arial&#xD;cursive&#xD;monospace</options></input><input type="%b">false</input><input type="%b">false</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>name</l><l>bold</l><l>italic</l></list><l>if (!this.loadedFontsAPI){&#xD; this.loadedFontsAPI = true;&#xD; this.font = &apos;monospace&apos;;&#xD; this.bold = "";&#xD; this.italic = "";&#xD; SpriteMorph.prototype.write = function (text, size) {&#xD;    // thanks to Michael Ball for contributing this code!&#xD;    if (typeof text !== &apos;string&apos; &amp;&amp; typeof text !== &apos;number&apos;) {&#xD;        throw new Error(&#xD;            &apos;LABEL can only draw text or numbers, not a &apos; +&#xD;            typeof text&#xD;        );&#xD;    }&#xD;&#xD;    var stage = this.parentThatIsA(StageMorph),&#xD;        context = stage.penTrails().getContext(&apos;2d&apos;),&#xD;        rotation = radians(this.direction() - 90),&#xD;        trans = new Point(&#xD;            this.rotationCenter().x - stage.left(),&#xD;            this.rotationCenter().y - stage.top()&#xD;        ),&#xD;        len,&#xD;        pos;&#xD;&#xD;    context.save();&#xD;    context.font = this.italic + "normal " + this.bold + size + &apos;px &apos; + this.font;&#xD;    context.textAlign = &apos;left&apos;;&#xD;    context.textBaseline = &apos;alphabetic&apos;;&#xD;    context.fillStyle = this.color.toString();&#xD;    len = context.measureText(text).width;&#xD;    trans = trans.multiplyBy(1 / stage.scale);&#xD;    context.translate(trans.x, trans.y);&#xD;    context.rotate(rotation);&#xD;    context.fillText(text, 0, 0);&#xD;    context.translate(-trans.x, -trans.y);&#xD;    context.restore();&#xD;    pos = new Point(&#xD;        len * Math.sin(radians(this.direction())),&#xD;        len * Math.cos(radians(this.direction()))&#xD;    );&#xD;    pos = pos.add(new Point(this.xPosition(), this.yPosition()));&#xD;    this.gotoXY(pos.x, pos.y, false);&#xD;    this.changed();&#xD;    stage.changed();&#xD;}}&#xD;this.font = name;&#xD;this.bold = bold? "bold ":"normal "&#xD;this.italic = italic? "italic ":"normal ";</l></block><list><block var="name"/><block var="bold"/><block var="italic"/></list></block></script></block-definition><block-definition s="$grow maximize window %&apos;name&apos;" type="command" category="Qdow API"><header></header><code></code><translations></translations><inputs><input type="%s">New Window</input></inputs><script><custom-block s="resize window %txt %br width %n height %n %br go back? %b"><block var="name"/><block s="reportAttributeOf"><l><option>width</option></l><l>Stage</l></block><block s="reportAttributeOf"><l><option>height</option></l><l>Stage</l></block><l><bool>false</bool></l></custom-block></script></block-definition><block-definition s="create %&apos;_scope&apos; var %&apos;_names&apos;" type="command" category="variables"><comment x="0" y="0" w="146" collapsed="false">This block creates  new variables on the selected scope: global (for all sprites), sprite (for this sprite only) or script (only for that blocks stack) with the names given (in &apos;names&apos; list).&#xD;&#xD;If there is already a variable with that name in that scope, it does nothing: no errors and no overwrites.</comment><header></header><code></code><translations>pt:cria as variáveis _ _&#xD;ca:crea les _ variables _&#xD;es:crear las _ variables _&#xD;de:erstellen _ var _&#xD;</translations><inputs><input type="%s" readonly="true">global<options>global&#xD;sprite&#xD;script</options></input><input type="%mult%txt"></input></inputs><script><block s="doWarp"><script><block s="doForEach"><l>_item</l><block var="_names"/><script><block s="doApplyExtension"><l>var_declare(scope, name)</l><list><block var="_scope"/><block var="_item"/></list></block></script></block></script></block></script></block-definition><block-definition s="Settings" type="command" category="Applications"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><block s="reportNewList"><list><l>Themes</l><l>Timezone</l><l>More</l><l>Cancel</l></list></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Themes</l></list></block><script><block s="doAsk"><block s="reportNewList"><list><l>Default</l><l>Cancel</l></list></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Default</l></list></block><script><block s="doBroadcast"><l>dc1</l><list></list></block></script></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>More</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doAsk"><block s="reportNewList"><list><l>Wallpaper</l><l>Dock Control</l><l>Custom Features</l><l>Cancel</l></list></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Custom Features</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doAsk"><block s="reportNewList"><list><l>OneBar4</l><l>Development Features (Beta)</l><l>Cancel</l></list></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Development Features (Beta)</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doAsk"><block s="reportNewList"><list><l>Cloud Keys</l><l>Browser Data (On Snap!)</l><l>Cancel</l></list></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Cloud Keys</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doAsk"><block s="reportNewList"><list><l>Add</l><l>Remove</l><l>Cancel</l></list></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Add</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doAsk"><l>Key Name?</l></block><custom-block s="store key: %s value: %s in browser"><block s="getLastAnswer"></block><l>1</l></custom-block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Remove</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doAsk"><l>Key Name?</l></block><custom-block s="remove key: %s in browser"><block s="getLastAnswer"></block></custom-block></script></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Browser Data (On Snap!)</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doAsk"><block s="reportNewList"><list><l>View Data</l><l>Clear Data</l><l>Cancel</l></list></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>View Data</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doSayFor"><custom-block s="stored data in browser"></custom-block><l>2</l></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Clear Data</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doAsk"><block s="reportNewList"><list><l>Are you sure? This will clear all saved keys on all Snap! Projects.</l><l>Yes</l><l>No</l></list></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Yes</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><custom-block s="clear data in browser"></custom-block><block s="doSayFor"><l>Data Cleared.</l><l>2</l></block></script></block></script></block></script></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Draw</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doBroadcast"><l>drSn4</l><list></list></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>OneBar4</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doBroadcast"><l>dc3</l><list></list></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Live Wallpaper</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doBroadcast"><l>livbg</l><list></list></block></script></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Wallpaper</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doAsk"><block s="reportNewList"><list><l>Vo</l><l>Ven</l><l>Co</l><l>Cancel</l></list></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Vo</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doBroadcast"><l>bgset1</l><list></list></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Ven</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doBroadcast"><l>bgset2</l><list></list></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>CO</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doBroadcast"><l>bgset3</l><list></list></block></script></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Dock Control</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doAsk"><block s="reportNewList"><list><l>Color</l><l>Cancel</l></list></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Color</l></list></block><script><block s="doAsk"><block s="reportNewList"><list><l>Hyposonic Gray</l><l>Charcoal</l><l>Cancel</l></list></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Hyposonic Gray</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doBroadcast"><l>dc1</l><list></list></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Charcoal</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doBroadcast"><l>dc2</l><list></list></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Charcoal</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doBroadcast"><l>dc4</l><list></list></block></script></block></script></block></script></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Timezone (Beta)</l></list></block><script><block s="doAsk"><block s="reportNewList"><list><l>Auto (Default)</l><l>SPKE</l><l>Cancel</l></list></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Auto (Default)</l></list></block><script><block s="doBroadcast"><l>autotime</l><list></list></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>SPKE</l></list></block><script><block s="doBroadcast"><l>spketime</l><list></list></block></script></block></script></block></script><scripts><script x="289.165137614679" y="1644.8532110091783"><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l></l></list></block><script></script></block></script></scripts></block-definition><block-definition s="Browser" type="command" category="Applications"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doWarp"><script><block s="doSwitchToScene"><l>Snappit Browser</l><list><l><option>__shout__go__</option></l></list></block></script></block></script></block-definition><block-definition s="Paint" type="command" category="Applications"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doWarp"><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="pixelsnapplayed"/><l>0</l></list></block><script><block s="doSwitchToScene"><l>Paint</l><list><l><option>__shout__go__</option></l></list></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="pixelsnapplayed"/><l>1</l></list></block><script><block s="doSwitchToScene"><l>Paint</l><list></list></block></script></block></script></block></script></block-definition><block-definition s="Gaming" type="command" category="Applications"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><block s="reportNewList"><list><l>Classic Minesweeper</l><l>Asterun</l><l>About</l><l>Cancel</l></list></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Classic Minesweeper</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doSwitchToScene"><l>Minesweeper</l><list><l><option>__shout__go__</option></l></list></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>You&apos;re Late!</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doSwitchToScene"><l>Youre Late!</l><list><l><option>__shout__go__</option></l></list></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Asterun</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doSwitchToScene"><l>Asterun</l><list><l><option>__shout__go__</option></l></list></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Frameline: Classic Combat</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doSwitchToScene"><l>Frameline: Classic Combat</l><list><l><option>__shout__go__</option></l></list></block></script></block></script></block-definition><block-definition s="Notes" type="command" category="Applications"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><block s="reportNewList"><list><l>Notepad</l><l>New Hyponote</l><l>Cancel</l></list></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Notepad</l></list></block><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="notepadplayed"/><l>0</l></list></block><script><block s="doSetVar"><l>notepadplayed</l><l>1</l></block><block s="doSwitchToScene"><l>Notepad</l><list><l><option>__shout__go__</option></l></list></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="notepadplayed"/><l>1</l></list></block><script><block s="doSwitchToScene"><l>Notepad</l><list></list></block></script></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>New Hyponote</l></list></block><script><block s="doAsk"><l>Title of the note?</l></block><block s="doSetVar"><l>title</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What is your note?</l></block><block s="doBroadcast"><l>savenote</l><list></list></block></script></block></script></block-definition><block-definition s="Appket" type="command" category="Applications"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><block s="reportNewList"><list><l>Import</l><l>Buy</l><l>Redeem</l><l>Cancel</l></list></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Import</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doAsk"><l>code</l></block><block s="doSwitchToScene"><l>Sideload</l><list><block s="getLastAnswer"></block></list></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Buy</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doAsk"><block s="reportNewList"><list><l>snekos</l><l>Notes via Notepad</l><l>Cancel</l></list></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>snekos</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doSwitchToScene"><l>Sideload</l><list><l><option>__shout__go__</option></l></list></block></script></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Redeem</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doAsk"><l>What is your product code?</l></block></script></block></script></block-definition><block-definition s="Files" type="command" category="Applications"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><block s="reportNewList"><list><l>Documents</l><l>Cancel</l></list></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Documents</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doAsk"><block s="reportNewList"><list><l>Pictures</l><l>Notes</l><l>Cancel</l></list></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Pictures</l></list></block><script><block s="doAsk"><block s="reportNewList"><list><l>Show</l><l>Cancel</l></list></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Show</l></list></block><script><block s="doSwitchToCostume"><l>snap</l></block><block s="changeScale"><l>100</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doWait"><l>3</l></block><block s="doSwitchToCostume"><l>icon</l></block><block s="gotoXY"><l>136.54</l><l>-140.5</l></block><block s="setScale"><l>17</l></block></script></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Notes</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doAsk"><l>Show note for how many seconds?</l></block><block s="doSetVar"><l>secon</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Title?</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><block var="title"/></list></block><script><block s="doSayFor"><custom-block s="get value from key: %s in browser"><block var="title"/></custom-block><block var="secon"/></block></script></block></script></block></script></block></script></block-definition><block-definition s="More Apps" type="command" category="Applications"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><block s="reportNewList"><list><l>Hyposyn Maps</l><l>Camera</l><l>Calculator</l><l>Reminders</l><l>Flip A Coin</l><l>LXP Studio</l><l>Thumbnails</l><l>Cancel</l></list></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Camera</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doBroadcast"><l>actcam</l><list></list></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Terminal</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>About</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doBroadcast"><l>showaboutsys</l><list></list></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Hyposyn Maps</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doSwitchToScene"><l>Hyposyn Maps</l><list><l><option>__shout__go__</option></l></list></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>LXP Studio</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doSwitchToScene"><l>LXP Studio</l><list><l><option>__shout__go__</option></l></list></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Thumbnails</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doBroadcast"><l>tbsh</l><list></list></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Hyposyn Search</l></list></block><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>help</l></list></block><script><block s="doSayFor"><l>Hyposyn Search is where you can search for programs/projects made by Hyposyn Studios!</l><l>5</l></block></script></block><block s="doAsk"><l>///:</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>os5manual</l></list></block><script><block s="doSayFor"><l>bit.ly/os5manual</l><l>2</l></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>os4manual</l></list></block><script><block s="doSayFor"><l>bit.ly/os4manual</l><l>2</l></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>os3manual</l></list></block><script><block s="doSayFor"><l>bit.ly/snip3manual</l><l>2</l></block></script></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Calculator</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doSwitchToScene"><l>Loucheman calculator</l><list><l><option>__shout__go__</option></l></list></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Flip A Coin</l></list></block><script><block s="doSayFor"><l>Flipping... (1 = Heads, 2 = Tails)</l><l>3</l></block><block s="doSayFor"><block s="reportRandom"><l>1</l><l>2</l></block><l>2</l></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Reminders</l></list></block><script><block s="doAsk"><l>What&apos;s the reminder?</l></block><block s="doSetVar"><l>reminder</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>In how many seconds?</l></block><block s="doSetVar"><l>rsec</l><block s="getLastAnswer"></block></block><block s="doBroadcast"><l>r</l><list></list></block></script></block></script></block-definition><block-definition s="speak %&apos;text&apos; with %&apos;lang&apos; accent $nl and pitch %&apos;pitch&apos; rate %&apos;rate&apos;" type="command" category="sound"><header></header><code></code><translations>de:sprich _ mit _ Aussprache _ und Höhe _ Geschwindigkeit _&#xD;pt:fala _ na língua _ _ com tom _ e velocidade _&#xD;ca:digues _ amb accent _ _ to _ i velocitat 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var="lang"/><block var="pitch"/><block var="rate"/></list></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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y="173.29816513761534"><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l></l></list></block><script></script></block></script><script x="41.661903311353285" y="227.29204892966436"><custom-block s="speak %s with %txt accent %br and pitch %n rate %n"><l>Hello, World!</l><l>en-US</l><l>1</l><l>1</l></custom-block></script><script x="368.9266055045873" y="308.7354740061164"><block s="hide"></block></script><script x="738" y="562.3333333333335"><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>speak russian</l></list></block><script><custom-block s="speak %s with %txt accent %br and pitch %n rate %n"><l>Okay!</l><l>ru</l><l>1</l><l>1</l></custom-block></script></block></script><script x="20.440366972477023" y="289.65137614678906"><block s="receiveMessage"><l>spikestart</l><list></list></block><block s="playSound"><l>mixkit-software-interface-remove-2576</l></block><block s="doAsk"><l>How can i help you?</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>what time is it</l></list></block><script><custom-block s="speak %s with %txt accent %br and pitch %n rate %n"><block s="reportJoinWords"><list><l>The time is </l><block s="reportDate"><l><option>hour</option></l></block><l>:</l><block s="reportDate"><l><option>minute</option></l></block></list></block><l>en-US</l><l>1</l><l>1</l></custom-block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>what is snap</l></list></block><script><custom-block s="speak %s with %txt accent %br and pitch %n rate %n"><l>Snap! (formerly BYOB) is a visual, drag-and-drop programming language. It is an extended reimplementation of Scratch (a project of the Lifelong Kindergarten Group at the MIT Media Lab) that allows you to Build Your Own Blocks. It also features first class[1] lists, first class procedures, and first class continuations[2]. These added capabilities make it suitable for a serious introduction to computer science for high school or college students.&#xD;&#xD;</l><l>en-US</l><l>1</l><l>1</l></custom-block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>what tiem is it</l></list></block><script><custom-block s="speak %s with %txt accent %br and pitch %n rate %n"><block s="reportJoinWords"><list><l>The time is </l><block s="reportDate"><l><option>hour</option></l></block><l>:</l><block s="reportDate"><l><option>minute</option></l></block></list></block><l>en-US</l><l>1</l><l>1</l></custom-block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>wat time is it</l></list></block><script><custom-block s="speak %s with %txt accent %br and pitch %n rate %n"><block s="reportJoinWords"><list><l>The time is </l><block s="reportDate"><l><option>hour</option></l></block><l>:</l><block s="reportDate"><l><option>minute</option></l></block></list></block><l>en-US</l><l>1</l><l>1</l></custom-block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>current time</l></list></block><script><custom-block s="speak %s with %txt accent %br and pitch %n rate %n"><block s="reportJoinWords"><list><l>The time is </l><block s="reportDate"><l><option>hour</option></l></block><l>:</l><block s="reportDate"><l><option>minute</option></l></block></list></block><l>en-US</l><l>1</l><l>1</l></custom-block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>time</l></list></block><script><custom-block s="speak %s with %txt accent %br and pitch %n rate %n"><block s="reportJoinWords"><list><l>The time is </l><block s="reportDate"><l><option>hour</option></l></block><l>:</l><block 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s="speak %s with %txt accent %br and pitch %n rate %n"><l>Hello there!</l><l>en-US</l><l>1</l><l>1</l></custom-block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>hello</l></list></block><script><custom-block s="speak %s with %txt accent %br and pitch %n rate %n"><l>Hello there!</l><l>en-US</l><l>1</l><l>1</l></custom-block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>help</l></list></block><script><custom-block s="speak %s with %txt accent %br and pitch %n rate %n"><l>If you need help, go to bit.ly/snip3manual</l><l>en-US</l><l>1</l><l>1</l></custom-block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>open paint</l></list></block><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="pixelsnapplayed"/><l>0</l></list></block><script><block 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s="doSwitchToScene"><l>Notepad</l><list></list></block></script></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>open browser</l></list></block><script><block s="doSwitchToScene"><l>Browser</l><list></list></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>open minesweeper</l></list></block><script><block s="doSwitchToScene"><l>Minesweeper</l><list></list></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>math</l></list></block><script><block s="doAsk"><l>1 for addition, 2 for subtraction, 3 for multiplying, 4 for dividing</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>1</l></list></block><script><block s="doAsk"><l>First number?</l></block><block s="doSetVar"><l>First</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Second  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s="up"></block><block s="doGotoObject"><l><option>center</option></l></block><block s="doSetVar"><l>trails</l><block s="reportPenTrailsAsCostume"></block></block><block s="clear"></block><block s="gotoXY"><block s="reportMonadic"><l><option>neg</option></l><block s="reportVariadicSum"><list><block s="reportQuotient"><block s="reportGetImageAttribute"><l><option>width</option></l><block var="cst"/></block><l>2</l></block><block var="padding"/></list></block></block><l>0</l></block><block s="setHeading"><l>90</l></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><l><bool>true</bool></l></block><block s="setSize"><block s="reportVariadicSum"><list><block s="reportGetImageAttribute"><l><option>height</option></l><block var="cst"/></block><block s="reportVariadicProduct"><list><block var="padding"/><l>2</l></list></block></list></block></block><block s="setPenColorDimension"><l><option>r-g-b(-a)</option></l><block var="rgb"/></block><block s="down"></block><block s="setXPosition"><block s="reportMonadic"><l><option>neg</option></l><block s="xPosition"></block></block></block><block s="up"></block><block s="doSwitchToCostume"><block var="cst"/></block><block s="doGotoObject"><l><option>center</option></l></block><block s="gotoXY"><block s="reportMonadic"><l><option>neg</option></l><block s="reportGet"><l><option>center x</option></l></block></block><block s="reportMonadic"><l><option>neg</option></l><block s="reportGet"><l><option>center y</option></l></block></block></block><block s="doStamp"></block><block s="doGotoObject"><l><option>center</option></l></block><block s="doSetVar"><l>new</l><block s="reportPenTrailsAsCostume"></block></block><block s="doApplyExtension"><l>obj_name(obj, name)</l><list><block var="new"/><block s="reportIfElse"><block s="reportListContainsItem"><block s="reportTextSplit"><block s="reportAttributeOf"><l><option>costume name</option></l><l>Sprite</l></block><l><option>word</option></l></block><l>button</l></block><block s="reportAttributeOf"><l><option>costume name</option></l><l>Sprite</l></block><block s="reportJoinWords"><list><block s="reportAttributeOf"><l><option>costume name</option></l><l>Sprite</l></block><l> button</l></list></block></block></list></block><block s="clear"></block><block s="doGotoObject"><l><option>center</option></l></block><block s="doSwitchToCostume"><block var="trails"/></block><block s="doStamp"></block><block s="doSwitchToCostume"><block var="old"/></block><block s="gotoXY"><block var="x"/><block var="y"/></block><block s="setHeading"><block var="dir"/></block><block s="setPenColorDimension"><l><option>r-g-b(-a)</option></l><block var="clr"/></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><block var="flat"/></block><block s="setSize"><block var="old size"/></block><block s="doIf"><block var="old pen state"/><script><block s="down"></block></script></block><block s="doReport"><block var="new"/></block></script><scripts><script x="255.00000000000003" y="186.19999999999996"><custom-block s="costume %s with background RGBA %n padding %n"><custom-block s="costume %s with background RGBA %n padding %n"><custom-block s="costume from text %s size %n"><l>Snap!</l><l>36</l></custom-block><l>200</l><l>10</l></custom-block><l>100</l><l>2</l></custom-block></script><comment x="248.68554687500003" y="121.03333333333337" w="106" collapsed="false">Use this block to make &quot;clickable&quot; buttons:</comment></scripts></block-definition></blocks><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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s="doResetTimer"></block><block s="doSetVar"><l>xm</l><l>0</l></block><block s="doSetVar"><l>ym</l><l>0</l></block><block s="doSetVar"><l>rm</l><l>0</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>0</l></block><block s="setScale"><l>6.25</l></block><block s="doUntil"><block s="reportListAttribute"><l><option>length</option></l><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportTouchingObject"><block var="value"/></block></autolambda><list><l>value</l></list></block><block s="reportAskFor"><l>Sprite(2)</l><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>clones</option></l></block></autolambda><list></list></block><list></list></block></block></block><script><block s="doIf"><block s="reportKeyPressed"><l><option>w</option></l></block><script><block s="doChangeVar"><l>ym</l><block s="reportVariadicProduct"><list><l>0.3</l><block s="reportMonadic"><l><option>cos</option></l><block s="direction"></block></block></list></block></block><block s="doChangeVar"><l>xm</l><block s="reportVariadicProduct"><list><l>0.3</l><block s="reportMonadic"><l><option>sin</option></l><block s="direction"></block></block></list></block></block></script></block><block s="doChangeVar"><l>rm</l><block s="reportVariadicProduct"><list><l>0.8</l><block s="reportDifference"><block s="reportKeyPressed"><l><option>d</option></l></block><block s="reportKeyPressed"><l><option>a</option></l></block></block></list></block></block><block s="changeXPosition"><block var="xm"/></block><block s="changeYPosition"><block var="ym"/></block><block s="turn"><block var="rm"/></block><block s="doSetVar"><l>ym</l><block s="reportVariadicProduct"><list><l>0.97</l><block var="ym"/></list></block></block><block s="doSetVar"><l>xm</l><block s="reportVariadicProduct"><list><l>0.97</l><block var="xm"/></list></block></block><block s="doSetVar"><l>rm</l><block s="reportVariadicProduct"><list><l>0.92</l><block var="rm"/></list></block></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="reportPower"><block s="reportVariadicSum"><list><block s="reportPower"><block s="xPosition"></block><l>2</l></block><block s="reportPower"><block s="yPosition"></block><l>2</l></block></list></block><l>0.5</l></block><l>150</l></list></block><script><block s="setXPosition"><block s="reportMonadic"><l><option>neg</option></l><block s="xPosition"></block></block></block><block s="setYPosition"><block s="reportMonadic"><l><option>neg</option></l><block s="yPosition"></block></block></block></script></block><block s="doTellTo"><l>Sprite(3)</l><block s="reifyScript"><script><block s="doSwitchToCostume"><custom-block s="costume from text %s size %n"><block s="getTimer"></block><l>30</l></custom-block></block><block s="gotoXY"><block s="reportMonadic"><l><option>neg</option></l><block s="reportQuotient"><block s="reportGetImageAttribute"><l><option>width</option></l><l><option>current</option></l></block><l>2</l></block></block><l>100</l></block></script><list></list></block><list></list></block></script></block><block s="doSetVar"><l>score</l><block s="getTimer"></block></block><block s="doStopThis"><l><option>all but this script</option></l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>0</l></block><block s="setScale"><l>12.5</l></block><block s="doForEach"><l>item</l><block s="reportAskFor"><l>Sprite(2)</l><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>clones</option></l></block></autolambda><list></list></block><list></list></block><script><block s="doTellTo"><block var="item"/><block s="reifyScript"><script><block s="removeClone"></block></script><list></list></block><list></list></block></script></block><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><block var="score"/><block var="highscore"/></list></block><script><block s="doSetVar"><l>highscore</l><block var="score"/></block><block s="doTellTo"><l>Sprite(3)</l><block s="reifyScript"><script><block s="doSwitchToCostume"><custom-block s="costume from text %s size %n"><block s="reportJoinWords"><list><l>Score: </l><block var="score"/></list></block><l>30</l></custom-block></block><block s="gotoXY"><block s="reportMonadic"><l><option>neg</option></l><block s="reportQuotient"><block s="reportGetImageAttribute"><l><option>width</option></l><l><option>current</option></l></block><l>2</l></block></block><l>100</l></block><block s="doStamp"></block><block s="doSwitchToCostume"><custom-block s="costume from text %s size %n"><l>New Highscore!</l><l>50</l></custom-block></block><block s="gotoXY"><block s="reportMonadic"><l><option>neg</option></l><block s="reportQuotient"><block s="reportGetImageAttribute"><l><option>width</option></l><l><option>current</option></l></block><l>2</l></block></block><l>60</l></block><block s="doStamp"></block><block s="doSwitchToCostume"><custom-block s="costume from text %s size %n"><l>Space To Play Again</l><l>20</l></custom-block></block><block s="gotoXY"><block s="reportMonadic"><l><option>neg</option></l><block s="reportQuotient"><block s="reportGetImageAttribute"><l><option>width</option></l><l><option>current</option></l></block><l>2</l></block></block><l>-70</l></block></script><list></list></block><list></list></block></script><script><block s="doTellTo"><l>Sprite(3)</l><block s="reifyScript"><script><block s="doSwitchToCostume"><custom-block s="costume from text %s size %n"><block s="reportJoinWords"><list><l>Score: </l><block var="score"/></list></block><l>30</l></custom-block></block><block s="gotoXY"><block s="reportMonadic"><l><option>neg</option></l><block s="reportQuotient"><block 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s="yPosition"></block></block></block></script></block></script></block></script><list><l>#1</l></list></block><list><block s="reportRandom"><l>1</l><l>4</l></block></list></block></script><list></list></block><list></list></block></script><list></list></block><list></list></block><block s="doSetVar"><l>timelast</l><block s="reportQuotient"><block s="getTimer"></block><l>5</l></block></block></script></block></script></scripts></sprite><sprite name="Sprite(3)" idx="3" x="-23.5" y="100" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="0" color="255,255,255,1" pen="tip" id="9571"><wear><ref mediaID="51"></ref></wear><costumes><list struct="atomic" id="9572"></list></costumes><sounds><list struct="atomic" id="9573"></list></sounds><blocks></blocks><variables></variables><scripts></scripts></sprite><sprite name="Sprite(4)ee" idx="4" x="-229" y="169.00000000000003" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="1" color="80,80,80,1" pen="tip" id="9577"><costumes><list id="9578"><item><ref mediaID="Sprite(4)ee_cst_qweee.85467.y"></ref></item></list></costumes><sounds><list struct="atomic" id="9579"></list></sounds><blocks></blocks><variables></variables><scripts><script x="64" y="99.33333333333337"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doSwitchToScene"><l>SnipOS 9</l><list></list></block></script><script x="344" y="126.33333333333334"><block s="receiveGo"></block><block s="doForever"><script><block s="goToLayer"><l><option>front</option></l></block></script></block></script></scripts></sprite><watcher var="ym" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="xm" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="rm" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><watcher scope="Sprite(2)" var="timelast" style="normal" x="10" y="73.00000599999998" color="243,118,29" hidden="true"/><watcher var="highscore" style="normal" x="10" y="94.00000799999998" color="243,118,29" hidden="true"/><watcher var="score" style="normal" x="10" y="115.00000999999997" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="ym"><l>0</l></variable><variable name="xm"><l>0</l></variable><variable name="rm"><l>0</l></variable><variable name="highscore"><l>14.5</l></variable><variable name="score"><l>14.5</l></variable></variables></scene><scene name="LXP Studio"><notes>Hyposyn Studios brings you:&#xD;&#xD;LXP Studio&#xD;&#xD;LXP stands for Level x Power, Meaning the collaboration between Hyposyn&apos;s Level Pro 3, and PowerVDX 22.&#xD;&#xD;-=-=-=-=-=-=-=-=-=-=-=-=-=-&#xD;&#xD;INTRODUCING LXP STUDIO 1.0!!&#xD;&#xD;We have been working on LXP Studio for weeks, and this is whats new.&#xD;&#xD;- New logo&#xD;- Recording Studio mode&#xD;- TTS Rapping/Singing.&#xD;- Fixed major problems with how music gets played&#xD;&#xD;And more!!&#xD;&#xD;-=-=-=-=-=-=-=-=-=-=-=-=-=-&#xD;&#xD;Hyposyn&apos;s most powerful DAW yet. with auto-play recording, over 15 piano instruments, and 10x faster then Hydro Pro without turbomode.&#xD;&#xD;1,2,3,4,5,6,7,8,9,0 = Any Music Key.&#xD;&#xD;q,w,e,r,t,y,u,i,o,p - instruments&#xD;&#xD;a,s,d,k,l, play and set instrument to drum set&#xD;&#xD;Automatic Drums is a feature only on LXP Studio, which lets you play a simple drum beat made by sladescar, and repeat it however many times you want.&#xD;</notes><palette><category name="Music" color="195,0,204,1"/></palette><hidden> reportJSFunction reportPipe receiveUserEdit getPosition reportMousePosition doDefineBlock doSetBlockAttribute doDeleteBlock reportBlockAttribute reportThisContext</hidden><headers></headers><code></code><blocks><block-definition s="UNSUPPORTED: music_setInstrument" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="Set Instrument To %&apos;Instrument Name&apos;" type="command" category="Music"><comment x="0" y="0" w="310.5525948660714" collapsed="false">Sets the global instrument used for playing notes.</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">Piano<options>Piano&#xD;Brass={&#xD;French Horn&#xD;Trumpet&#xD;Tuba&#xD;}&#xD;Strings={&#xD;Banjo&#xD;Bass, Acoustic&#xD;Bass, Electric (Finger)&#xD;Cello&#xD;Guitar, Acoustic&#xD;Guitar, Electric&#xD;Harp&#xD;Koto&#xD;Sitar&#xD;Violin&#xD;}&#xD;Woodwinds={&#xD;Bassoon&#xD;Clarinet&#xD;Flute&#xD;Oboe&#xD;Saxophone&#xD;Shakuhachi&#xD;}&#xD;Drums={&#xD;Cabasa&#xD;Snare Drum&#xD;Bass Drum&#xD;Closed Hi-Hat&#xD;Open Hi-Hat&#xD;Mid Tom&#xD;High Tom&#xD;Crash Cymbal&#xD;}&#xD;Other={&#xD;Accordion&#xD;Marimba&#xD;Organ&#xD;Vibraphone&#xD;}</options></input></inputs><script><custom-block s="Initialize TuneScope"></custom-block><block s="doApplyExtension"><l>ts_setinst(name)</l><list><block var="Instrument Name"/></list></block></script></block-definition><block-definition s="Set Volume To %&apos;Percent&apos; %" type="command" category="Music"><comment x="0" y="0" w="403" collapsed="false">Sets the global volume to the selected percentage.</comment><header></header><code></code><translations></translations><inputs><input type="%n">50</input></inputs><script><custom-block s="Initialize TuneScope"></custom-block><block s="doApplyExtension"><l>ts_setvol(percent)</l><list><block var="Percent"/></list></block></script></block-definition><block-definition s="Set Instrument %&apos;Instrument&apos; Volume to %&apos;VolumePercent&apos; %" type="command" category="Music"><comment x="0" y="0" w="353.7142857142858" collapsed="false">Sets the default volume of the selected instrument to the specified percentage.</comment><header></header><code></code><translations></translations><inputs><input type="%txt" readonly="true">Piano<options>Piano&#xD;Brass={&#xD;French Horn&#xD;Trumpet&#xD;Tuba&#xD;}&#xD;Strings={&#xD;Banjo&#xD;Bass, Acoustic&#xD;Bass, Electric (Finger)&#xD;Cello&#xD;Guitar, Acoustic&#xD;Guitar, Electric&#xD;Harp&#xD;Koto&#xD;Sitar&#xD;Violin&#xD;}&#xD;Woodwinds={&#xD;Bassoon&#xD;Clarinet&#xD;Flute&#xD;Oboe&#xD;Saxophone&#xD;Shakuhachi&#xD;}&#xD;Drums={&#xD;Cabasa&#xD;Snare Drum&#xD;Bass Drum&#xD;Closed Hi-Hat&#xD;Open Hi-Hat&#xD;Mid Tom&#xD;High Tom&#xD;Crash Cymbal&#xD;}&#xD;Other={&#xD;Accordion&#xD;Marimba&#xD;Organ&#xD;Vibraphone&#xD;}</options></input><input type="%n">50</input></inputs><script><custom-block s="Initialize TuneScope"></custom-block><block s="doApplyExtension"><l>ts_setinstvol(name, percent)</l><list><block var="Instrument"/><block var="VolumePercent"/></list></block></script></block-definition><block-definition s="Play Note %&apos;Note&apos; for Duration %&apos;Duration&apos; and Wait" type="command" category="Music"><comment x="0" y="0" w="315.8571428571429" collapsed="false">Plays the selected note for the specified musical duration. This block waits for the selected note to finish playing. A note name and duration (whole, half, quarter, etc.) can be selected from the drop-down menu.</comment><header></header><code></code><translations></translations><inputs><input type="%txt"><options>C3&#xD;D3&#xD;E3&#xD;F3&#xD;G3&#xD;A3&#xD;B3&#xD;C4&#xD;D4&#xD;E4&#xD;F4&#xD;G4&#xD;A4&#xD;B4&#xD;Sharps={&#xD;C#3&#xD;D#3&#xD;E#3&#xD;F#3&#xD;G#3&#xD;A#3&#xD;B#3&#xD;C#4&#xD;D#4&#xD;E#4&#xD;F#4&#xD;G#4&#xD;A#4&#xD;B#4&#xD;}&#xD;Flats={&#xD;Cb3&#xD;Db3&#xD;Eb3&#xD;Fb3&#xD;Gb3&#xD;Ab3&#xD;Bb3&#xD;Cb4&#xD;Db4&#xD;Eb4&#xD;Fb4&#xD;Gb4&#xD;Ab4&#xD;Bb4&#xD;}</options></input><input type="%txt"><options>Whole&#xD;Half&#xD;Quarter&#xD;Eighth&#xD;Sixteenth&#xD;Thirtysecond&#xD;Dotted Notes={&#xD;Dotted Half&#xD;Dotted Quarter&#xD;Dotted Eighth&#xD;Dotted Sixteenth&#xD;}&#xD;Triplet Notes={&#xD;Half Triplet&#xD;Quarter Triplet&#xD;Eighth Triplet&#xD;Sixteenth Triplet&#xD;}</options></input></inputs><script><custom-block s="Play Note %s for Duration %s"><block var="Note"/><block var="Duration"/></custom-block><block s="doWait"><custom-block s="Adjusted Note Duration %txt"><block var="Duration"/></custom-block></block></script></block-definition><block-definition s="Play Note %&apos;Note&apos; for Duration %&apos;Duration&apos;" type="command" category="Music"><comment x="0" y="0" w="333.3128348214286" collapsed="false">Plays the selected note for the specified musical duration. This block does note wait for the selected note to finish playing. A note name and duration (whole, half, quarter, etc.) can be selected from the drop-down menu.</comment><header></header><code></code><translations></translations><inputs><input type="%s"><options>C3&#xD;D3&#xD;E3&#xD;F3&#xD;G3&#xD;A3&#xD;B3&#xD;C4&#xD;D4&#xD;E4&#xD;F4&#xD;G4&#xD;A4&#xD;B4&#xD;Sharps={&#xD;C#3&#xD;D#3&#xD;E#3&#xD;F#3&#xD;G#3&#xD;A#3&#xD;B#3&#xD;C#4&#xD;D#4&#xD;E#4&#xD;F#4&#xD;G#4&#xD;A#4&#xD;B#4&#xD;}&#xD;Flats={&#xD;Cb3&#xD;Db3&#xD;Eb3&#xD;Fb3&#xD;Gb3&#xD;Ab3&#xD;Bb3&#xD;Cb4&#xD;Db4&#xD;Eb4&#xD;Fb4&#xD;Gb4&#xD;Ab4&#xD;Bb4&#xD;}</options></input><input type="%s"><options>Whole&#xD;Half&#xD;Quarter&#xD;Eighth&#xD;Sixteenth&#xD;Thirtysecond&#xD;Dotted Notes={&#xD;Dotted Half&#xD;Dotted Quarter&#xD;Dotted Eighth&#xD;Dotted Sixteenth&#xD;}&#xD;Triplet Notes={&#xD;Half Triplet&#xD;Quarter Triplet&#xD;Eighth Triplet&#xD;Sixteenth Triplet&#xD;}</options></input></inputs><script><custom-block s="Initialize TuneScope"></custom-block><block s="doApplyExtension"><l>ts_playnote(note, duration)</l><list><block var="Note"/><custom-block s="Adjusted Note Duration %txt"><block var="Duration"/></custom-block></list></block></script></block-definition><block-definition s="Rest for Note Duration %&apos;Duration&apos;" type="command" category="Music"><comment x="0" y="0" w="90" collapsed="false">Waits for the selected musical duration.</comment><header></header><code></code><translations></translations><inputs><input type="%s"><options>Whole&#xD;Half&#xD;Quarter&#xD;Eighth&#xD;Sixteenth&#xD;Thirtysecond&#xD;Dotted Notes={&#xD;Dotted Half&#xD;Dotted Quarter&#xD;Dotted Eighth&#xD;Dotted Sixteenth&#xD;}&#xD;Triplet Notes={&#xD;Half Triplet&#xD;Quarter Triplet&#xD;Eighth Triplet&#xD;Sixteenth Triplet&#xD;}</options></input></inputs><script><block s="doWait"><custom-block s="Adjusted Note Duration %txt"><block var="Duration"/></custom-block></block></script></block-definition><block-definition s="Adjusted Note Duration %&apos;Note Duration&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="262.8571428571429" collapsed="false">Each note duration is assigned a numerical value, with a whole note equallying four beats.&#xD;&#xD;Dotted Notes are equal to the named note plus half of the named note&apos;s duration.&#xD;&#xD;Triplet notes are equal in duration to two of the named notes divided by three.&#xD;&#xD;Since there are 60 seconds in a minute, dividing 60 by the tempo and then multiplying it by a note&apos;s duration alters the duration of the notes to make them match the global tempo.</comment><header></header><code></code><translations></translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Note Duration"/><block s="reportNewList"><list><block s="reportNewList"><list><l>Whole</l><l>4</l></list></block><block s="reportNewList"><list><l>Half</l><l>2</l></list></block><block s="reportNewList"><list><l>Quarter</l><l>1</l></list></block><block s="reportNewList"><list><l>Eighth</l><l>.5</l></list></block><block s="reportNewList"><list><l>Sixteenth</l><l>.25</l></list></block><block s="reportNewList"><list><l>Thirtysecond</l><l>.125</l></list></block><block s="reportNewList"><list><l>Dotted Whole</l><l>6</l></list></block><block s="reportNewList"><list><l>Dotted Half</l><l>3</l></list></block><block s="reportNewList"><list><l>Dotted Quarter</l><l>1.5</l></list></block><block s="reportNewList"><list><l>Dotted Eighth</l><l>.75</l></list></block><block s="reportNewList"><list><l>Dotted Sixteenth</l><l>.345</l></list></block><block s="reportNewList"><list><l>Dotted Thirtysecond</l><l>0.1875</l></list></block><block s="reportNewList"><list><l>Half Triplet</l><block s="reportQuotient"><l>4</l><l>3</l></block></list></block><block s="reportNewList"><list><l>Quarter Triplet</l><block s="reportQuotient"><l>2</l><l>3</l></block></list></block><block s="reportNewList"><list><l>Eighth Triplet</l><block s="reportQuotient"><l>1</l><l>3</l></block></list></block><block s="reportNewList"><list><l>Sixteenth Triplet</l><block s="reportQuotient"><l>.5</l><l>3</l></block></list></block><block s="reportNewList"><list><l>Whole Triplet</l><block s="reportQuotient"><l>8</l><l>3</l></block></list></block><block s="reportNewList"><list><l>Thirtysecond Triplet</l><block s="reportQuotient"><l>.125</l><l>3</l></block></list></block></list></block></custom-block></block><block s="reportQuotient"><l>60</l><block s="getTempo"></block></block></list></block></block></script></block-definition><block-definition s="Play Chord %&apos;Chord&apos; for Duration %&apos;Duration&apos;" type="command" category="Music"><comment x="0" y="0" w="160" collapsed="false">Plays a list of notes simultaneously for the specified musical duration.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"><options>Whole&#xD;Half&#xD;Quarter&#xD;Eighth&#xD;Sixteenth&#xD;Thirtysecond&#xD;Dotted Notes={&#xD;Dotted Half&#xD;Dotted Quarter&#xD;Dotted Eighth&#xD;Dotted Sixteenth&#xD;}&#xD;Triplet Notes={&#xD;Half Triplet&#xD;Quarter Triplet&#xD;Eighth Triplet&#xD;Sixteenth Triplet&#xD;}</options></input></inputs><script><block s="doForEach"><l>item</l><block var="Chord"/><script><custom-block s="Play Note %s for Duration %s"><block var="item"/><block var="Duration"/></custom-block></script></block><custom-block s="Rest for Note Duration %s"><block var="Duration"/></custom-block></script></block-definition><block-definition s="Note %&apos;Number&apos; in Major Scale %&apos;Scale&apos; Octave %&apos;Octave&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Reports the note in the specified position within the specified major scale.</comment><header></header><code></code><translations></translations><inputs><input type="%n">1<options>1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input><input type="%s">C</input><input type="%n">4<options>0&#xD;1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input></inputs><script><block s="doReport"><block s="reportJoinWords"><list><block s="reportListItem"><block var="Number"/><custom-block s="Major Scale %s"><block var="Scale"/></custom-block></block><block var="Octave"/></list></block></block></script></block-definition><block-definition s="Interval between Notes %&apos;Note 1&apos; and %&apos;Note 2&apos; in the %&apos;Scale&apos; Major Scale" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Note 1 Position</l><l>Note 2 Position</l><l>list</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>list</l><block s="reportNewList"><list></list></block></block><block s="doFor"><l>i</l><l>1</l><l>7</l><script><block s="doSetVar"><l>list</l><block s="reportConcatenatedLists"><list><block var="list"/><custom-block s="Major Scale %s Octave %n Reporter"><block var="Scale"/><block var="i"/></custom-block></list></block></block></script></block></script><comment w="90" collapsed="false">Creates a list consisting of the specified scale, starting in the first octave and ending in the seventh octave.</comment></block><block s="doWarp"><script><block s="doSetVar"><l>Note 1 Position</l><block s="reportListIndex"><block var="Note 1"/><block var="list"/></block></block><block s="doSetVar"><l>Note 2 Position</l><block s="reportListIndex"><block var="Note 2"/><block var="list"/></block></block></script><comment w="90" collapsed="false">Finds the position of Notes 1 and 2 in the extended scale.</comment></block><block s="doWarp"><script><block s="doIf"><block s="reportNot"><block s="reportListContainsItem"><custom-block s="Major Scale %s"><block var="Scale"/></custom-block><custom-block s="Get Note %s from Scientific Notation"><block var="Note 1"/></custom-block></block></block><script><block s="doSayFor"><block s="reportJoinWords"><list><block var="Note 1"/><l> is not in the </l><block var="Scale"/><l> Major scale.</l></list></block><l>4</l></block><block s="doStopThis"><l><option>all</option></l></block></script></block><block s="doIf"><block s="reportNot"><block s="reportListContainsItem"><custom-block s="Major Scale %s"><block var="Scale"/></custom-block><custom-block s="Get Note %s from Scientific Notation"><block var="Note 2"/></custom-block></block></block><script><block s="doSayFor"><block s="reportJoinWords"><list><block var="Note 2"/><l> is not in the </l><block var="Scale"/><l> Major scale.</l></list></block><l>4</l></block><block s="doStopThis"><l><option>all</option></l></block></script></block></script><comment w="90" collapsed="false">Checks to see if the specified notes are in the selected major scale.</comment></block><block s="doReport"><block s="reportDifference"><block var="Note 2 Position"/><block var="Note 1 Position"/><comment w="90" collapsed="false">Reports the numerical interval between the specified notes in the selected major scale.</comment></block></block></script></block-definition><block-definition s="Note %&apos;Number&apos; in Minor Scale %&apos;Scale&apos; Octave %&apos;Octave&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Reports the note in the specified position within the specified minor scale.</comment><header></header><code></code><translations></translations><inputs><input type="%n">1<options>1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input><input type="%s">C</input><input type="%n">4<options>0&#xD;1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input></inputs><script><block s="doReport"><block s="reportJoinWords"><list><block s="reportListItem"><block var="Number"/><custom-block s="Minor Scale %s"><block var="Scale"/></custom-block></block><block var="Octave"/></list></block></block></script></block-definition><block-definition s="Get Note %&apos;Notation&apos; from Scientific Notation" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Extracts and reports the name of a note from its scientific pitch notation. (e.g., &quot;C#4&quot; reports as &quot;C#&quot;.)</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Output</l></list></block><block s="doSetVar"><l>Output</l><l></l></block><block s="doFor"><l>i</l><l>1</l><block s="reportDifference"><block s="reportStringSize"><block var="Notation"/></block><l>1</l></block><script><block s="doSetVar"><l>Output</l><block s="reportJoinWords"><list><block var="Output"/><block s="reportLetter"><block var="i"/><block var="Notation"/></block></list></block></block></script></block><block s="doReport"><block var="Output"/></block></script></block-definition><block-definition s="Interval between Notes %&apos;Note 1&apos; and %&apos;Note 2&apos; in the %&apos;Scale&apos; Minor Scale" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Note 1 Position</l><l>Note 2 Position</l><l>list</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>list</l><block s="reportNewList"><list></list></block></block><block s="doFor"><l>i</l><l>1</l><l>7</l><script><block s="doSetVar"><l>list</l><block s="reportConcatenatedLists"><list><block var="list"/><custom-block s="Minor Scale %s Octave %n Reporter"><block var="Scale"/><block var="i"/></custom-block></list></block></block></script></block></script><comment w="90" collapsed="false">Creates a list consisting of the specified scale, starting in the first octave and ending in the seventh octave.</comment></block><block s="doWarp"><script><block s="doSetVar"><l>Note 1 Position</l><block s="reportListIndex"><block var="Note 1"/><block var="list"/></block></block><block s="doSetVar"><l>Note 2 Position</l><block s="reportListIndex"><block var="Note 2"/><block var="list"/></block></block></script><comment w="90" collapsed="false">Finds the position of Notes 1 and 2 in the extended scale.</comment></block><block s="doWarp"><script><block s="doIf"><block s="reportNot"><block s="reportListContainsItem"><custom-block s="Minor Scale %s"><block var="Scale"/></custom-block><custom-block s="Get Note %s from Scientific Notation"><block var="Note 1"/></custom-block></block></block><script><block s="doSayFor"><block s="reportJoinWords"><list><block var="Note 1"/><l> is not in the </l><block var="Scale"/><l> Minor scale.</l></list></block><l>4</l></block><block s="doStopThis"><l><option>all</option></l></block></script></block><block s="doIf"><block s="reportNot"><block s="reportListContainsItem"><custom-block s="Minor Scale %s"><block var="Scale"/></custom-block><custom-block s="Get Note %s from Scientific Notation"><block var="Note 2"/></custom-block></block></block><script><block s="doSayFor"><block s="reportJoinWords"><list><block var="Note 2"/><l> is not in the </l><block var="Scale"/><l> Minor scale.</l></list></block><l>4</l></block><block s="doStopThis"><l><option>all</option></l></block></script></block></script><comment w="90" collapsed="false">Checks to see if the specified notes are in the selected minor scale.</comment></block><block s="doReport"><block s="reportDifference"><block var="Note 2 Position"/><block var="Note 1 Position"/></block><comment w="90" collapsed="false">Reports the numerical interval between the specified notes in the selected minor scale.</comment></block></script></block-definition><block-definition s="%&apos;Scale Type&apos; Scale: %&apos;Note&apos; Octave: %&apos;Octave&apos;" type="reporter" category="Music"><comment x="0" y="0" w="261.91194196428586" collapsed="false">Reports all notes in a specified scale using the provided note and octave number as the starting note of the scale.</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">Chromatic<options>Chromatic&#xD;Major&#xD;Minor</options></input><input type="%s"></input><input type="%n"><options>0&#xD;1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input></inputs><script><block s="doWarp"><script><block s="doReport"><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Scale Type"/><block s="reportNewList"><list><block s="reportNewList"><list><l>Major</l><custom-block s="Major Scale %s Octave %n Reporter"><block var="Note"/><block var="Octave"/></custom-block></list></block><block s="reportNewList"><list><l>Minor</l><custom-block s="Minor Scale %s Octave %n Reporter"><block var="Note"/><block var="Octave"/></custom-block></list></block><block s="reportNewList"><list><l>Chromatic</l><custom-block s="Chromatic Scale %s Octave %s Reporter"><block var="Note"/><block var="Octave"/></custom-block></list></block></list></block></custom-block></block></block></script></block></script></block-definition><block-definition s="Note %&apos;#&apos; in %&apos;Major/Minor&apos; Scale: %&apos;Note&apos; Octave: %&apos;Octave&apos;" type="reporter" category="Music"><comment x="0" y="0" w="239.67513950892862" collapsed="false">Reports the note in a specific position within a major or minor musical scale. (e.g., The third note in a C Major scale starting in the fourth octave is E4.)</comment><header></header><code></code><translations></translations><inputs><input type="%n" readonly="true">1<options>1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input><input type="%s" readonly="true">Major<options>Major&#xD;Minor</options></input><input type="%s"></input><input type="%n"><options>0&#xD;1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input></inputs><script><block s="doWarp"><script><block s="doReport"><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Major/Minor"/><block s="reportNewList"><list><block s="reportNewList"><list><l>Major</l><custom-block s="Note %n in Major Scale %s Octave %n"><block var="#"/><block var="Note"/><block var="Octave"/></custom-block></list></block><block s="reportNewList"><list><l>Minor</l><custom-block s="Note %n in Minor Scale %s Octave %n"><block var="#"/><block var="Note"/><block var="Octave"/></custom-block></list></block></list></block></custom-block></block></block></script></block></script></block-definition><block-definition s="Interval Between Notes %&apos;Note 1&apos; and %&apos;Note 2&apos; in the %&apos;Major/Minor&apos; Scale %&apos;Note&apos;" type="reporter" category="Music"><comment x="0" y="0" w="187.85714285714286" collapsed="false">Reports the distance in steps between two notes in the selected scale. (e.g., In the C Major scale, there are two intervals between C4 and E4.)</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s" readonly="true">Major<options>Major&#xD;Minor</options></input><input type="%s"></input></inputs><script><block s="doWarp"><script><block s="doReport"><block s="evaluate"><block s="reifyReporter"><script><custom-block s="Switch %s %br Cases %l %br Default %cs"><block var="Major/Minor"/><block s="reportNewList"><list><block s="reportNewList"><list><block s="reportNewList"><list><l>Major</l></list></block><block s="reifyScript"><script><block s="doReport"><custom-block s="Interval between Notes %s and %s in the %s Major Scale"><block var="Note 1"/><block var="Note 2"/><block var="Note"/></custom-block></block></script><list></list></block></list></block><block s="reportNewList"><list><block s="reportNewList"><list><l>Minor</l></list></block><block s="reifyScript"><script><block s="doReport"><custom-block s="Interval between Notes %s and %s in the %s Minor Scale"><block var="Note 1"/><block var="Note 2"/><block var="Note"/></custom-block></block></script><list></list></block></list></block></list></block><script></script></custom-block></script><list></list></block><list></list></block></block></script></block></script></block-definition><block-definition s="Switch %&apos;Object&apos; $nl Cases %&apos;Cases&apos; $nl Default %&apos;defCode&apos;" type="command" category="control" helper="true"><comment x="0" y="0" w="90" collapsed="false">This block must be called. It executes a specific commands when corresponding conditions are met.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input><input type="%cs"></input></inputs><script><block s="doForEach"><l>Case</l><block var="Cases"/><script><block s="doIf"><block s="reportListContainsItem"><block s="reportListItem"><l>1</l><block var="Case"/></block><block var="Object"/></block><script><block s="doRun"><block s="reportListItem"><l>2</l><block var="Case"/></block><list></list></block><block s="doStopThis"><l><option>this block</option></l></block></script></block></script></block><block s="doRun"><block var="defCode"/><list></list></block><block s="doStopThis"><l><option>this block</option></l></block></script></block-definition><block-definition s="List of Chromatic Scales" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportNewList"><list><l>C</l><block s="reportNewList"><list><block s="reportNewList"><list><l>C</l><l>C#</l><l>D</l><l>D#</l><l>E</l><l>F</l><l>F#</l><l>G</l><l>G#</l><l>A</l><l>A#</l><l>B</l></list></block><l>12</l></list></block></list></block><block s="reportNewList"><list><l>C#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>C#</l><l>D</l><l>D#</l><l>E</l><l>F</l><l>F#</l><l>G</l><l>G#</l><l>A</l><l>A#</l><l>B</l><l>C</l></list></block><l>11</l></list></block></list></block><block s="reportNewList"><list><l>Db</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Db</l><l>D</l><l>Eb</l><l>E</l><l>F</l><l>Gb</l><l>G</l><l>Ab</l><l>A</l><l>Bb</l><l>B</l><l>C</l></list></block><l>11</l></list></block></list></block><block s="reportNewList"><list><l>D</l><block s="reportNewList"><list><block s="reportNewList"><list><l>D</l><l>D#</l><l>E</l><l>F</l><l>F#</l><l>G</l><l>G#</l><l>A</l><l>A#</l><l>B</l><l>C</l><l>C#</l></list></block><l>10</l></list></block></list></block><block s="reportNewList"><list><l>D#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>D#</l><l>E</l><l>F</l><l>F#</l><l>G</l><l>G#</l><l>A</l><l>A#</l><l>B</l><l>C</l><l>C#</l><l>D</l></list></block><l>9</l></list></block></list></block><block s="reportNewList"><list><l>Eb</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Eb</l><l>E</l><l>F</l><l>Gb</l><l>G</l><l>Ab</l><l>A</l><l>Bb</l><l>B</l><l>C</l><l>Db</l><l>D</l></list></block><l>9</l></list></block></list></block><block s="reportNewList"><list><l>E</l><block s="reportNewList"><list><block s="reportNewList"><list><l>E</l><l>F</l><l>F#</l><l>G</l><l>G#</l><l>A</l><l>A#</l><l>B</l><l>C</l><l>C#</l><l>D</l><l>D#</l></list></block><l>8</l></list></block></list></block><block s="reportNewList"><list><l>F</l><block s="reportNewList"><list><block s="reportNewList"><list><l>F</l><l>F#</l><l>G</l><l>G#</l><l>A</l><l>A#</l><l>B</l><l>C</l><l>C#</l><l>D</l><l>D#</l><l>E</l></list></block><l>7</l></list></block></list></block><block s="reportNewList"><list><l>F#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>F#</l><l>G</l><l>G#</l><l>A</l><l>A#</l><l>B</l><l>C</l><l>C#</l><l>D</l><l>D#</l><l>E</l><l>F</l></list></block><l>6</l></list></block></list></block><block s="reportNewList"><list><l>Gb</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Gb</l><l>G</l><l>Ab</l><l>A</l><l>Bb</l><l>B</l><l>C</l><l>Db</l><l>D</l><l>Eb</l><l>E</l><l>F</l></list></block><l>6</l></list></block></list></block><block s="reportNewList"><list><l>G</l><block s="reportNewList"><list><block s="reportNewList"><list><l>G</l><l>G#</l><l>A</l><l>A#</l><l>B</l><l>C</l><l>C#</l><l>D</l><l>D#</l><l>E</l><l>F</l><l>F#</l></list></block><l>5</l></list></block></list></block><block s="reportNewList"><list><l>G#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>G#</l><l>A</l><l>A#</l><l>B</l><l>C</l><l>C#</l><l>D</l><l>D#</l><l>E</l><l>F</l><l>F#</l><l>G</l></list></block><l>4</l></list></block></list></block><block s="reportNewList"><list><l>Ab</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Ab</l><l>A</l><l>Bb</l><l>B</l><l>C</l><l>Db</l><l>D</l><l>Eb</l><l>E</l><l>F</l><l>Gb</l><l>G</l></list></block><l>4</l></list></block></list></block><block s="reportNewList"><list><l>A</l><block s="reportNewList"><list><block s="reportNewList"><list><l>A</l><l>A#</l><l>B</l><l>C</l><l>C#</l><l>D</l><l>D#</l><l>E</l><l>F</l><l>F#</l><l>G</l><l>G#</l></list></block><l>3</l></list></block></list></block><block s="reportNewList"><list><l>A#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>A#</l><l>B</l><l>C</l><l>C#</l><l>D</l><l>D#</l><l>E</l><l>F</l><l>F#</l><l>G</l><l>G#</l><l>A</l></list></block><l>2</l></list></block></list></block><block s="reportNewList"><list><l>Bb</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Bb</l><l>B</l><l>C</l><l>Db</l><l>D</l><l>Eb</l><l>E</l><l>F</l><l>Fb</l><l>G</l><l>Ab</l><l>A</l></list></block><l>2</l></list></block></list></block><block s="reportNewList"><list><l>B</l><block s="reportNewList"><list><block s="reportNewList"><list><l>B</l><l>C</l><l>C#</l><l>D</l><l>D#</l><l>E</l><l>F</l><l>F#</l><l>G</l><l>G#</l><l>A</l><l>A#</l></list></block><l>1</l></list></block></list></block></list></block></block></script></block-definition><block-definition s="Chromatic Scale Index %&apos;Scale&apos;" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>2</l><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Scale"/><custom-block s="List of Chromatic Scales"></custom-block></custom-block></block></block></block></script></block-definition><block-definition s="Chromatic Scale %&apos;Note&apos;" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>1</l><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Note"/><custom-block s="List of Chromatic Scales"></custom-block></custom-block></block></block></block></script></block-definition><block-definition s="Chromatic Scale %&apos;Note&apos; Octave %&apos;Octave&apos; Reporter" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="Note"/><l>C</l></list></block><script><block s="doReport"><block s="reportConcatenatedLists"><list><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><block var="Octave"/></list></block></autolambda><list></list></block><block s="reportListItem"><block s="reportNumbers"><l>1</l><custom-block s="Chromatic Scale Index %s"><block var="Note"/></custom-block></block><custom-block s="Chromatic Scale %s"><block var="Note"/></custom-block></block></block></list></block></block></script><script><block s="doReport"><block s="reportConcatenatedLists"><list><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><block var="Octave"/></list></block></autolambda><list></list></block><block s="reportListItem"><block s="reportNumbers"><l>1</l><custom-block s="Chromatic Scale Index %s"><block var="Note"/></custom-block></block><custom-block s="Chromatic Scale %s"><block var="Note"/></custom-block></block></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><block s="reportVariadicSum"><list><block var="Octave"/><l>1</l></list></block></list></block></autolambda><list></list></block><block s="reportListItem"><block s="reportNumbers"><block s="reportVariadicSum"><list><custom-block s="Chromatic Scale Index %s"><block var="Note"/></custom-block><l>1</l></list></block><l>12</l></block><custom-block s="Chromatic Scale %s"><block var="Note"/></custom-block></block></block></list></block></block></script></block></script></block-definition><block-definition s="Note [ Pitch: %&apos;Pitch&apos; Duration: %&apos;Duration&apos; ]" type="reporter" category="Music"><comment x="0" y="0" w="246.42857142857144" collapsed="false">This block reports a list that consists of a specified note name and duration. These values can be selected using the drop-down menu or entered directly.</comment><header></header><code></code><translations></translations><inputs><input type="%s"><options>C3&#xD;D3&#xD;E3&#xD;F3&#xD;G3&#xD;A3&#xD;B3&#xD;C4&#xD;D4&#xD;E4&#xD;F4&#xD;G4&#xD;A4&#xD;B4&#xD;Sharps={&#xD;C#3&#xD;D#3&#xD;E#3&#xD;F#3&#xD;G#3&#xD;A#3&#xD;B#3&#xD;C#4&#xD;D#4&#xD;E#4&#xD;F#4&#xD;G#4&#xD;A#4&#xD;B#4&#xD;}&#xD;Flats={&#xD;Cb3&#xD;Db3&#xD;Eb3&#xD;Fb3&#xD;Gb3&#xD;Ab3&#xD;Bb3&#xD;Cb4&#xD;Db4&#xD;Eb4&#xD;Fb4&#xD;Gb4&#xD;Ab4&#xD;Bb4&#xD;}</options></input><input type="%s"><options>Whole&#xD;Half&#xD;Quarter&#xD;Eighth&#xD;Sixteenth&#xD;Thirtysecond&#xD;Dotted Notes={&#xD;Dotted Half&#xD;Dotted Quarter&#xD;Dotted Eighth&#xD;Dotted Sixteenth&#xD;}&#xD;Triplet Notes={&#xD;Half Triplet&#xD;Quarter Triplet&#xD;Eighth Triplet&#xD;Sixteenth Triplet&#xD;}</options></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block var="Pitch"/><block var="Duration"/></list></block></block></script></block-definition><block-definition s="Chromatic Scale" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Reports all notes in the western chromatic scale. A drop down menu determines whether the scale will be reported using sharps or flats.</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><l>C</l><l>C#</l><l>D</l><l>D#</l><l>E</l><l>F</l><l>F#</l><l>G</l><l>G#</l><l>A</l><l>A#</l><l>B</l></list></block></block></script></block-definition><block-definition s="Major Scale %&apos;Note&apos; Octave %&apos;Octave&apos; Reporter" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="354.8333984374997" collapsed="false">Reports all notes in a given major scale in order, beginning with the input note and octave.</comment><header></header><code></code><translations></translations><inputs><input type="%s">C<options>C&#xD;D&#xD;E&#xD;F&#xD;G&#xD;A&#xD;B&#xD;Sharps={&#xD;C#&#xD;D#&#xD;E#&#xD;F#&#xD;G#&#xD;A#&#xD;B#&#xD;}&#xD;Flats={&#xD;Cb&#xD;Db&#xD;Eb&#xD;Fb&#xD;Gb&#xD;Ab&#xD;Bb&#xD;}</options></input><input type="%n">4<options>0&#xD;1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input></inputs><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="reportLetter"><l>1</l><block var="Note"/></block><l>C</l></list></block><script><block s="doReport"><block s="reportConcatenatedLists"><list><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><block var="Octave"/></list></block></autolambda><list></list></block><block s="reportListItem"><block s="reportNumbers"><l>1</l><custom-block s="Major Scale Index %s"><block var="Note"/></custom-block></block><custom-block s="Major Scale %s"><block var="Note"/></custom-block></block></block></list></block></block></script><script><block s="doReport"><block s="reportConcatenatedLists"><list><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><block var="Octave"/></list></block></autolambda><list></list></block><block s="reportListItem"><block s="reportNumbers"><l>1</l><custom-block s="Major Scale Index %s"><block var="Note"/></custom-block></block><custom-block s="Major Scale %s"><block var="Note"/></custom-block></block></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><block s="reportVariadicSum"><list><block var="Octave"/><l>1</l></list></block></list></block></autolambda><list></list></block><block s="reportListItem"><block s="reportNumbers"><block s="reportVariadicSum"><list><custom-block s="Major Scale Index %s"><block var="Note"/></custom-block><l>1</l></list></block><l>7</l></block><custom-block s="Major Scale %s"><block var="Note"/></custom-block></block></block></list></block></block></script></block></script></block-definition><block-definition s="Minor Scale %&apos;Note&apos; Octave %&apos;Octave&apos; Reporter" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="354.8333984374997" collapsed="false">Reports all notes in a given minor scale in order, beginning with the input note and octave.</comment><header></header><code></code><translations></translations><inputs><input type="%s">C<options>C&#xD;D&#xD;E&#xD;F&#xD;G&#xD;A&#xD;B&#xD;Sharps={&#xD;C#&#xD;D#&#xD;E#&#xD;F#&#xD;G#&#xD;A#&#xD;B#&#xD;}&#xD;Flats={&#xD;Cb&#xD;Db&#xD;Eb&#xD;Fb&#xD;Gb&#xD;Ab&#xD;Bb&#xD;}</options></input><input type="%n">4<options>0&#xD;1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input></inputs><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="reportLetter"><l>1</l><block var="Note"/></block><l>C</l></list></block><script><block s="doReport"><block s="reportConcatenatedLists"><list><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><block var="Octave"/></list></block></autolambda><list></list></block><block s="reportListItem"><block s="reportNumbers"><l>1</l><custom-block s="Minor Scale Index %s"><block var="Note"/></custom-block></block><custom-block s="Minor Scale %s"><block var="Note"/></custom-block></block></block></list></block></block></script><script><block s="doReport"><block s="reportConcatenatedLists"><list><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><block var="Octave"/></list></block></autolambda><list></list></block><block s="reportListItem"><block s="reportNumbers"><l>1</l><custom-block s="Minor Scale Index %s"><block var="Note"/></custom-block></block><custom-block s="Minor Scale %s"><block var="Note"/></custom-block></block></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><block s="reportVariadicSum"><list><block var="Octave"/><l>1</l></list></block></list></block></autolambda><list></list></block><block s="reportListItem"><block s="reportNumbers"><block s="reportVariadicSum"><list><custom-block s="Minor Scale Index %s"><block var="Note"/></custom-block><l>1</l></list></block><l>7</l></block><custom-block s="Minor Scale %s"><block var="Note"/></custom-block></block></block></list></block></block></script></block></script></block-definition><block-definition s="Major Chord %&apos;Note&apos; Octave %&apos;Octave&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Reports the notes of a major chord, given the starting note and octave of the chord.</comment><header></header><code></code><translations></translations><inputs><input type="%s">C<options>C&#xD;D&#xD;E&#xD;F&#xD;G&#xD;A&#xD;B&#xD;Sharps={&#xD;C#&#xD;D#&#xD;E#&#xD;F#&#xD;G#&#xD;A#&#xD;B#&#xD;}&#xD;Flats={&#xD;Cb&#xD;Db&#xD;Eb&#xD;Fb&#xD;Gb&#xD;Ab&#xD;Bb&#xD;}</options></input><input type="%n">4<options>0&#xD;1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportListItem"><l>1</l><custom-block s="Major Scale %s Octave %n Reporter"><block var="Note"/><block var="Octave"/></custom-block></block><block s="reportListItem"><l>3</l><custom-block s="Major Scale %s Octave %n Reporter"><block var="Note"/><block var="Octave"/></custom-block></block><block s="reportListItem"><l>5</l><custom-block s="Major Scale %s Octave %n Reporter"><block var="Note"/><block var="Octave"/></custom-block></block></list></block></block></script></block-definition><block-definition s="Notes of Scale %&apos;Scale&apos; before %&apos;Note&apos;" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Subscale</l></list></block><block s="doSetVar"><l>Subscale</l><block s="reportNewList"><list></list></block></block><block s="doFor"><l>i</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="Scale"/></block><script><block s="doIfElse"><block s="reportNot"><block s="reportVariadicEquals"><list><block s="reportListItem"><block var="i"/><block var="Scale"/></block><block var="Note"/></list></block></block><script><block s="doAddToList"><block s="reportListItem"><block var="i"/><block var="Scale"/></block><block var="Subscale"/></block></script><script><block s="doReport"><block var="Subscale"/></block></script></block></script></block></script></block-definition><block-definition s="Notes of Scale %&apos;Scale&apos; after %&apos;Note&apos;" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Subscale</l></list></block><block s="doSetVar"><l>Subscale</l><block s="reportNewList"><list></list></block></block><block s="doFor"><l>i</l><block s="reportListAttribute"><l><option>length</option></l><block var="Scale"/></block><l>1</l><script><block s="doIfElse"><block s="reportNot"><block s="reportVariadicEquals"><list><block s="reportListItem"><block var="i"/><block var="Scale"/></block><block var="Note"/></list></block></block><script><block s="doInsertInList"><block s="reportListItem"><block var="i"/><block var="Scale"/></block><l>1</l><block var="Subscale"/></block></script><script><block s="doReport"><block var="Subscale"/></block></script></block></script></block></script></block-definition><block-definition s="Major Chords in a Major Scale" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">This block reports the chord positions in a major scale that use major chords. </comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><l>1</l><l>4</l><l>5</l></list></block></block></script></block-definition><block-definition s="Minor Chords in a Major Scale" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">This block reports the chord positions in a major scale that use minor chords. </comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><l>2</l><l>3</l><l>6</l></list></block></block></script></block-definition><block-definition s="Major Chords in a Minor Scale" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">This block reports the chord positions in a minor scale that use major chords. </comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><l>3</l><l>6</l><l>7</l></list></block></block></script></block-definition><block-definition s="Minor Chords in a Minor Scale" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">This block reports the chord positions in a major scale that use major chords. </comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><l>1</l><l>4</l><l>5</l></list></block></block></script></block-definition><block-definition s="Position of Notes in Diminished Scale" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><l>1</l><l>3</l><l>4</l><l>6</l><l>7</l><l>9</l><l>10</l><l>12</l></list></block></block></script></block-definition><block-definition s="Diminished Scale %&apos;Note&apos;" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Scale</l><l>Subscale</l></list></block><block s="doSetVar"><l>Subscale</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>Scale</l><block s="reportConcatenatedLists"><list><block s="reportNewList"><list><block var="Note"/></list></block><custom-block s="Notes of Scale %s after %s"><custom-block s="Chromatic Scale"></custom-block><block var="Note"/></custom-block><custom-block s="Notes of Scale %s before %s"><custom-block s="Chromatic Scale"></custom-block><block var="Note"/></custom-block></list></block><comment w="139.16666666666669" collapsed="false">Arranges the Chromatic scale to begin with the input note.</comment></block><block s="doFor"><l>i</l><l>1</l><l>8</l><script><block s="doAddToList"><block s="reportListItem"><block s="reportListItem"><block var="i"/><custom-block s="Position of Notes in Diminished Scale"></custom-block></block><block var="Scale"/></block><block var="Subscale"/></block></script><comment w="90" collapsed="false">Selects the notes of the Diminished scale from the Chromatic scale.</comment></block><block s="doReport"><block var="Subscale"/></block></script><scripts><comment x="248.79622395833346" y="10" w="268.33333333333337" collapsed="false">Reports all notes in a given diminished scale in order, beginning with the input note. Does not include octave.</comment></scripts></block-definition><block-definition s="Diminished Scale %&apos;Note&apos; Octave %&apos;Octave&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="296.6563151041664" collapsed="false">Reports all notes in a given diminished scale in order, beginning with the input note and octave.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Scale</l><l>Subscale</l></list></block><block s="doSetVar"><l>Subscale</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>Scale</l><block s="reportConcatenatedLists"><list><block s="reportNewList"><list><block s="reportJoinWords"><list><block var="Note"/><block var="Octave"/></list></block></list></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><block var="Octave"/></list></block></autolambda><list></list></block><custom-block s="Notes of Scale %s after %s"><custom-block s="Chromatic Scale"></custom-block><block var="Note"/></custom-block></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><block s="reportVariadicSum"><list><block var="Octave"/><l>1</l></list></block></list></block></autolambda><list></list></block><custom-block s="Notes of Scale %s before %s"><custom-block s="Chromatic Scale"></custom-block><block var="Note"/></custom-block></block></list></block><comment w="90" collapsed="false">Arranges the Chromatic scale to begin with the input note and octave.</comment></block><block s="doFor"><l>i</l><l>1</l><l>8</l><script><block s="doAddToList"><block s="reportListItem"><block s="reportListItem"><block var="i"/><custom-block s="Position of Notes in Diminished Scale"></custom-block></block><block var="Scale"/></block><block var="Subscale"/><comment w="90" collapsed="false">Selects the notes of the Diminished scale from the Chromatic scale.</comment></block></script></block><block s="doReport"><block var="Subscale"/></block></script></block-definition><block-definition s="Roman Numeral Conversion" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportNewList"><list><l>I</l><l>1</l></list></block><block s="reportNewList"><list><l>II</l><l>2</l></list></block><block s="reportNewList"><list><l>II°</l><l>2</l></list></block><block s="reportNewList"><list><l>III</l><l>3</l></list></block><block s="reportNewList"><list><l>IV</l><l>4</l></list></block><block s="reportNewList"><list><l>V</l><l>5</l></list></block><block s="reportNewList"><list><l>VI</l><l>6</l></list></block><block s="reportNewList"><list><l>VII</l><l>7</l></list></block><block s="reportNewList"><list><l>VII°</l><l>7</l></list></block></list></block></block></script></block-definition><block-definition s="Converted Roman Numeral %&apos;Roman Numeral&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Converts roman numerals to arabic numerals using an association table.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Roman Numeral"/><custom-block s="Roman Numeral Conversion"></custom-block></custom-block></block></block></script></block-definition><block-definition s="%&apos;Note&apos; Diminished Chord %&apos;Octave&apos; Octave" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Reports the notes of a diminished chord, given the starting note and octave of the chord.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportListItem"><l>1</l><custom-block s="Diminished Scale %s Octave %s"><block var="Note"/><block var="Octave"/></custom-block></block><block s="reportListItem"><l>3</l><custom-block s="Diminished Scale %s Octave %s"><block var="Note"/><block var="Octave"/></custom-block></block><block s="reportListItem"><l>5</l><custom-block s="Diminished Scale %s Octave %s"><block var="Note"/><block var="Octave"/></custom-block></block></list></block></block></script></block-definition><block-definition s="Minor Chord %&apos;Note&apos; Octave %&apos;Octave&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Reports the notes of a minor chord, given the starting note and octave of the chord.</comment><header></header><code></code><translations></translations><inputs><input type="%s">C<options>C&#xD;D&#xD;E&#xD;F&#xD;G&#xD;A&#xD;B&#xD;Sharps={&#xD;C#&#xD;D#&#xD;E#&#xD;F#&#xD;G#&#xD;A#&#xD;B#&#xD;}&#xD;Flats={&#xD;Cb&#xD;Db&#xD;Eb&#xD;Fb&#xD;Gb&#xD;Ab&#xD;Bb&#xD;}</options></input><input type="%n">4<options>0&#xD;1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportListItem"><l>1</l><custom-block s="Minor Scale %s Octave %n Reporter"><block var="Note"/><block var="Octave"/></custom-block></block><block s="reportListItem"><l>3</l><custom-block s="Minor Scale %s Octave %n Reporter"><block var="Note"/><block var="Octave"/></custom-block></block><block s="reportListItem"><l>5</l><custom-block s="Minor Scale %s Octave %n Reporter"><block var="Note"/><block var="Octave"/></custom-block></block></list></block></block></script></block-definition><block-definition s="Major Chord %&apos;Note&apos; Octave %&apos;Octave&apos; Chord Position %&apos;Roman Numeral&apos;" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s">C<options>C&#xD;D&#xD;E&#xD;F&#xD;G&#xD;A&#xD;B&#xD;Sharps={&#xD;C#&#xD;D#&#xD;E#&#xD;F#&#xD;G#&#xD;A#&#xD;B#&#xD;}&#xD;Flats={&#xD;Cb&#xD;Db&#xD;Eb&#xD;Fb&#xD;Gb&#xD;Ab&#xD;Bb&#xD;}</options></input><input type="%n">4<options>0&#xD;1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input><input type="%s" readonly="true">I<options>I&#xD;ii&#xD;iii&#xD;IV&#xD;V&#xD;vi&#xD;vii°</options></input></inputs><script><block s="doWarp"><script><block s="doIf"><block s="reportListContainsItem"><custom-block s="Major Chords in a Major Scale"></custom-block><custom-block s="Converted Roman Numeral %s"><block var="Roman Numeral"/></custom-block></block><script><block s="doReport"><custom-block s="Major Chord %s Octave %n"><block s="reportListItem"><custom-block s="Converted Roman Numeral %s"><block var="Roman Numeral"/></custom-block><custom-block s="Major Scale %s"><block var="Note"/></custom-block></block><block var="Octave"/></custom-block></block></script><comment w="90" collapsed="false">Outputs the major chords in a scale.</comment></block><block s="doIf"><block s="reportListContainsItem"><custom-block s="Minor Chords in a Major Scale"></custom-block><custom-block s="Converted Roman Numeral %s"><block var="Roman Numeral"/></custom-block></block><script><block s="doReport"><custom-block s="Minor Chord %s Octave %n"><block s="reportListItem"><custom-block s="Converted Roman Numeral %s"><block var="Roman Numeral"/></custom-block><custom-block s="Major Scale %s"><block var="Note"/></custom-block></block><block var="Octave"/></custom-block></block></script><comment w="90" collapsed="false">Outputs the minor chords in a scale.</comment></block><block s="doIf"><block s="reportVariadicEquals"><list><custom-block s="Converted Roman Numeral %s"><block var="Roman Numeral"/></custom-block><l>7</l></list></block><script><block s="doReport"><custom-block s="%s Diminished Chord %s Octave"><block s="reportListItem"><l>8</l><custom-block s="Diminished Scale %s"><block var="Note"/></custom-block></block><block var="Octave"/></custom-block></block></script><comment w="90" collapsed="false">Outputs the diminished chord in a scale.</comment></block></script></block></script></block-definition><block-definition s="Minor Chord %&apos;Note&apos; Octave %&apos;Octave&apos; Chord Position %&apos;Roman Numeral&apos;" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s">C<options>C&#xD;D&#xD;E&#xD;F&#xD;G&#xD;A&#xD;B&#xD;Sharps={&#xD;C#&#xD;D#&#xD;E#&#xD;F#&#xD;G#&#xD;A#&#xD;B#&#xD;}&#xD;Flats={&#xD;Cb&#xD;Db&#xD;Eb&#xD;Fb&#xD;Gb&#xD;Ab&#xD;Bb&#xD;}</options></input><input type="%n">4<options>0&#xD;1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input><input type="%s" readonly="true">i<options>i&#xD;ii°&#xD;III&#xD;iv&#xD;v&#xD;VI&#xD;VII</options></input></inputs><script><block s="doWarp"><script><block s="doIf"><block s="reportListContainsItem"><custom-block s="Major Chords in a Minor Scale"></custom-block><custom-block s="Converted Roman Numeral %s"><block var="Roman Numeral"/></custom-block></block><script><block s="doReport"><custom-block s="Major Chord %s Octave %n"><block s="reportListItem"><custom-block s="Converted Roman Numeral %s"><block var="Roman Numeral"/></custom-block><custom-block s="Minor Scale %s"><block var="Note"/></custom-block></block><block var="Octave"/></custom-block></block></script><comment w="90" collapsed="false">Outputs the major chords in a scale.</comment></block><block s="doIf"><block s="reportListContainsItem"><custom-block s="Minor Chords in a Minor Scale"></custom-block><custom-block s="Converted Roman Numeral %s"><block var="Roman Numeral"/></custom-block></block><script><block s="doReport"><custom-block s="Minor Chord %s Octave %n"><block s="reportListItem"><custom-block s="Converted Roman Numeral %s"><block var="Roman Numeral"/></custom-block><custom-block s="Minor Scale %s"><block var="Note"/></custom-block></block><block var="Octave"/></custom-block></block></script><comment w="90" collapsed="false">Outputs the minor chords in a scale.</comment></block><block s="doIf"><block s="reportVariadicEquals"><list><custom-block s="Converted Roman Numeral %s"><block var="Roman Numeral"/></custom-block><l>2</l></list></block><script><block s="doReport"><custom-block s="%s Diminished Chord %s Octave"><block s="reportListItem"><l>2</l><custom-block s="Diminished Scale %s"><block var="Note"/></custom-block></block><block var="Octave"/></custom-block></block></script><comment w="90" collapsed="false">Outputs the diminished chord in a scale.</comment></block></script></block></script></block-definition><block-definition s="List of Major Scales" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Each major scale is listed, along with the notes it contains and the  number of notes in the scale before an octave change.</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportNewList"><list><l>C</l><block s="reportNewList"><list><block s="reportNewList"><list><l>C</l><l>D</l><l>E</l><l>F</l><l>G</l><l>A</l><l>B</l></list></block><l>7</l></list></block></list></block><block s="reportNewList"><list><l>C#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>C#</l><l>D#</l><l>E#</l><l>F#</l><l>G#</l><l>A#</l><l>B#</l></list></block><l>7</l></list></block></list></block><block s="reportNewList"><list><l>Db</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Db</l><l>Eb</l><l>F</l><l>Gb</l><l>Ab</l><l>Bb</l><l>C</l></list></block><l>6</l></list></block></list></block><block s="reportNewList"><list><l>D</l><block s="reportNewList"><list><block s="reportNewList"><list><l>D</l><l>E</l><l>F#</l><l>G</l><l>A</l><l>B</l><l>C#</l></list></block><l>6</l></list></block></list></block><block s="reportNewList"><list><l>D#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Eb</l><l>F</l><l>G</l><l>Ab</l><l>Bb</l><l>C</l><l>D</l></list></block><l>5</l></list></block></list></block><block s="reportNewList"><list><l>Eb</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Eb</l><l>F</l><l>G</l><l>Ab</l><l>Bb</l><l>C</l><l>D</l></list></block><l>5</l></list></block></list></block><block s="reportNewList"><list><l>E</l><block s="reportNewList"><list><block s="reportNewList"><list><l>E</l><l>F#</l><l>G#</l><l>A</l><l>B</l><l>C#</l><l>D#</l></list></block><l>5</l></list></block></list></block><block s="reportNewList"><list><l>F</l><block s="reportNewList"><list><block s="reportNewList"><list><l>F</l><l>G</l><l>A</l><l>Bb</l><l>C</l><l>D</l><l>E</l></list></block><l>4</l></list></block></list></block><block s="reportNewList"><list><l>F#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>F#</l><l>G#</l><l>A#</l><l>B</l><l>C#</l><l>D#</l><l>E#</l></list></block><l>4</l></list></block></list></block><block s="reportNewList"><list><l>Gb</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Gb</l><l>Ab</l><l>Bb</l><l>Cb</l><l>Db</l><l>Eb</l><l>F</l></list></block><l>4</l></list></block></list></block><block s="reportNewList"><list><l>G</l><block s="reportNewList"><list><block s="reportNewList"><list><l>G</l><l>A</l><l>B</l><l>C</l><l>D</l><l>E</l><l>F#</l></list></block><l>3</l></list></block></list></block><block s="reportNewList"><list><l>G#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Ab</l><l>Bb</l><l>C</l><l>Db</l><l>Eb</l><l>F</l><l>G</l></list></block><l>2</l></list></block></list></block><block s="reportNewList"><list><l>Ab</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Ab</l><l>Bb</l><l>C</l><l>Db</l><l>Eb</l><l>F</l><l>G</l></list></block><l>2</l></list></block></list></block><block s="reportNewList"><list><l>A</l><block s="reportNewList"><list><block s="reportNewList"><list><l>A</l><l>B</l><l>C#</l><l>D</l><l>E</l><l>F#</l><l>G#</l></list></block><l>2</l></list></block></list></block><block s="reportNewList"><list><l>A#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>A#</l><l>B#</l><l>C</l><l>D#</l><l>E#</l><l>F</l><l>G</l></list></block><l>2</l></list></block></list></block><block s="reportNewList"><list><l>Bb</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Bb</l><l>C</l><l>D</l><l>Eb</l><l>F</l><l>G</l><l>A</l></list></block><l>1</l></list></block></list></block><block s="reportNewList"><list><l>B</l><block s="reportNewList"><list><block s="reportNewList"><list><l>B</l><l>C#</l><l>D#</l><l>E</l><l>F#</l><l>G#</l><l>A#</l></list></block><l>1</l></list></block></list></block></list></block></block></script></block-definition><block-definition s="List of Minor Scales" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Each minor scale is listed, along with the notes it contains and the  number of notes in the scale before an octave change.</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportNewList"><list><l>C</l><block s="reportNewList"><list><block s="reportNewList"><list><l>C</l><l>D</l><l>Eb</l><l>F</l><l>G</l><l>Ab</l><l>Bb</l></list></block><l>7</l></list></block></list></block><block s="reportNewList"><list><l>C#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>C#</l><l>D#</l><l>E</l><l>F#</l><l>G#</l><l>A</l><l>B</l></list></block><l>7</l></list></block></list></block><block s="reportNewList"><list><l>D</l><block s="reportNewList"><list><block s="reportNewList"><list><l>D</l><l>E</l><l>F</l><l>G</l><l>A</l><l>Bb</l><l>C</l></list></block><l>6</l></list></block></list></block><block s="reportNewList"><list><l>D#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>D#</l><l>E#</l><l>F</l><l>G#</l><l>A#</l><l>B</l><l>C#</l></list></block><l>6</l></list></block></list></block><block s="reportNewList"><list><l>Eb</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Eb</l><l>F</l><l>Gb</l><l>Ab</l><l>Bb</l><l>Cb</l><l>Db</l></list></block><l>5</l></list></block></list></block><block s="reportNewList"><list><l>E</l><block s="reportNewList"><list><block s="reportNewList"><list><l>E</l><l>F#</l><l>G</l><l>A</l><l>B</l><l>C</l><l>D</l></list></block><l>5</l></list></block></list></block><block s="reportNewList"><list><l>F</l><block s="reportNewList"><list><block s="reportNewList"><list><l>F</l><l>G</l><l>Ab</l><l>Bb</l><l>C</l><l>Db</l><l>Eb</l></list></block><l>4</l></list></block></list></block><block s="reportNewList"><list><l>F#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>F#</l><l>G#</l><l>A</l><l>B</l><l>C#</l><l>D</l><l>E</l></list></block><l>4</l></list></block></list></block><block s="reportNewList"><list><l>Gb</l><block s="reportNewList"><list><block s="reportNewList"><list><l>F#</l><l>G#</l><l>A</l><l>B</l><l>C#</l><l>D</l><l>E</l></list></block><l>4</l></list></block></list></block><block s="reportNewList"><list><l>G</l><block s="reportNewList"><list><block s="reportNewList"><list><l>G</l><l>A</l><l>Bb</l><l>C</l><l>D</l><l>Eb</l><l>F</l></list></block><l>3</l></list></block></list></block><block s="reportNewList"><list><l>G#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>G#</l><l>A#</l><l>B</l><l>C#</l><l>D#</l><l>E</l><l>F#</l></list></block><l>3</l></list></block></list></block><block s="reportNewList"><list><l>Ab</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Ab</l><l>Bb</l><l>Cb</l><l>Db</l><l>Eb</l><l>Fb</l><l>Gb</l></list></block><l>2</l></list></block></list></block><block s="reportNewList"><list><l>A</l><block s="reportNewList"><list><block s="reportNewList"><list><l>A</l><l>B</l><l>C</l><l>D</l><l>E</l><l>F</l><l>G</l></list></block><l>2</l></list></block></list></block><block s="reportNewList"><list><l>A#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>A#</l><l>B#</l><l>C#</l><l>D#</l><l>E#</l><l>F#</l><l>G#</l></list></block><l>2</l></list></block></list></block><block s="reportNewList"><list><l>Bb</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Bb</l><l>C</l><l>Db</l><l>Eb</l><l>F</l><l>Gb</l><l>Ab</l></list></block><l>1</l></list></block></list></block><block s="reportNewList"><list><l>B</l><block s="reportNewList"><list><block s="reportNewList"><list><l>B</l><l>C#</l><l>D</l><l>E</l><l>F#</l><l>G</l><l>A</l></list></block><l>1</l></list></block></list></block></list></block></block></script></block-definition><block-definition s="Major Scale Index %&apos;Scale&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Reports the number of notes in the specified scale before an octave change.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>2</l><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Scale"/><custom-block s="List of Major Scales"></custom-block></custom-block></block></block></block></script></block-definition><block-definition s="Minor Scale Index %&apos;Scale&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Reports the number of notes in the selected scale before an octave change.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>2</l><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Scale"/><custom-block s="List of Minor Scales"></custom-block></custom-block></block></block></block></script></block-definition><block-definition s="Major Scale %&apos;Note&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Reports the notes in the specified scale.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>1</l><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Note"/><custom-block s="List of Major Scales"></custom-block></custom-block></block></block></block></script></block-definition><block-definition s="Minor Scale %&apos;Note&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Reports the notes in the specified minor scale.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>1</l><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Note"/><custom-block s="List of Minor Scales"></custom-block></custom-block></block></block></block></script></block-definition><block-definition s="%&apos;Major/Minor&apos; Chord %&apos;Note&apos; Octave %&apos;Octave&apos;" type="reporter" category="Music"><comment x="0" y="0" w="163.5714285714284" collapsed="false">Reports the notes comprising a major or minor chord, using the specified note and octave as the root note of the chord.</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">Major<options>Major&#xD;Minor</options></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doWarp"><script><block s="doReport"><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Major/Minor"/><block s="reportNewList"><list><block s="reportNewList"><list><l>Major</l><custom-block s="Major Chord %s Octave %n"><block var="Note"/><block var="Octave"/></custom-block></list></block><block s="reportNewList"><list><l>Minor</l><custom-block s="Minor Chord %s Octave %n"><block var="Note"/><block var="Octave"/></custom-block></list></block></list></block></custom-block></block></block></script></block></script></block-definition><block-definition s="%&apos;Major/Minor&apos; Chord %&apos;Note&apos; Octave %&apos;Octave&apos; Chord Position %&apos;Numeral&apos;" type="reporter" category="Music"><comment x="0" y="0" w="337.8571428571429" collapsed="false">This block finds the notes in a specified chord along the selected scale. Roman numerals differentiate chord positions from octave numbers (e.g., the Roman numeral “I” reports the notes of the first chord in the sequence). Upper case Roman numerals represent major chords within the scale. Lower case Roman numerals represent minor chords within the scale.</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">Major<options>Major&#xD;Minor</options></input><input type="%s"></input><input type="%n"><options>0&#xD;1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input><input type="%s" readonly="true"><options>Major Positions={&#xD;I&#xD;ii&#xD;iii&#xD;IV&#xD;V&#xD;vi&#xD;vii°&#xD;}&#xD;Minor Positions={&#xD;i&#xD;ii°&#xD;III&#xD;iv&#xD;v&#xD;VI&#xD;VII&#xD;}</options></input></inputs><script><block s="doWarp"><script><block s="doReport"><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Major/Minor"/><block s="reportNewList"><list><block s="reportNewList"><list><l>Major</l><custom-block s="Major Chord %s Octave %n Chord Position %s"><block var="Note"/><block var="Octave"/><block var="Numeral"/></custom-block></list></block><block s="reportNewList"><list><l>Minor</l><custom-block s="Minor Chord %s Octave %n Chord Position %s"><block var="Note"/><block var="Octave"/><block var="Numeral"/></custom-block></list></block></list></block></custom-block></block></block></script></block></script></block-definition><block-definition s="Add Note %&apos;Note&apos; to Chord %&apos;Chord&apos;" type="reporter" category="Music"><comment x="0" y="0" w="280" collapsed="false">This block reports a chord and appends an additional note.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>New Chord</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>New Chord</l><block var="Chord"/></block><block s="doAddToList"><block var="Note"/><block var="New Chord"/></block><block s="doReport"><block var="New Chord"/></block></script></block></script></block-definition><block-definition s="Chord Rest" type="reporter" category="Music"><comment x="0" y="0" w="189.2857142857143" collapsed="false">May be paired with a musical duration to insert a rest into a sequence of chords.</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><l>R</l><l>R</l><l>R</l></list></block></block></script></block-definition><block-definition s="Measure %&apos;Pairs&apos;" type="reporter" category="Music"><comment x="0" y="0" w="286.4285714285714" collapsed="false">This block is used to group sequences of notes and chords into measures. Each note or chord in the measure is paired with a note duration. The pairs are entered into the block using a list. </comment><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block var="Pairs"/></block></script></block-definition><block-definition s="Section %&apos;Measures&apos;" type="reporter" category="Music"><comment x="0" y="0" w="428.2220145089286" collapsed="false">This code block groups measures together. This can be helpful for separating groups of measures that repeat in various places throughout a song, like verses and choruses. This block works with both notes and chords. To add measures to a section, put the measures into a list.</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>Section</l></list></block><block s="doSetVar"><l>Section</l><block s="reportNewList"><list></list></block></block><block s="doFor"><l>Measure Number</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="Measures"/></block><script><block s="doSetVar"><l>Section</l><block s="reportConcatenatedLists"><list><block var="Section"/><block s="reportListItem"><block var="Measure Number"/><block var="Measures"/></block></list></block></block></script></block><block s="doReport"><block var="Section"/></block></script></block-definition><block-definition s="Beats in Measure %&apos;Measure&apos; $nl Time Signature %&apos;Time&apos;" type="reporter" category="Music"><comment x="0" y="0" w="297.14285714285717" collapsed="false">This block determines if the combined durations of notes or chords within a measure are correct. The combined duration of notes within a measure must equal the number of beats specified by the time signature. For example, in 4/4 time, there can be four quarter notes within a measure. The Beats in Measure reports the discrepancy between the number of actual beats in a measure versus the required number of beats.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s" readonly="true">4/4<options>4/4&#xD;3/4&#xD;2/4&#xD;6/8&#xD;5/4&#xD;7/4&#xD;9/8&#xD;12/8</options></input></inputs><script><block s="doDeclareVariables"><list><l>Beats Necessary</l><l>Actual Beats</l></list></block><block s="doSetVar"><l>Beats Necessary</l><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Time"/><block s="reportNewList"><list><block s="reportNewList"><list><l>4/4</l><l>4</l></list></block><block s="reportNewList"><list><l>3/4</l><l>3</l></list></block><block s="reportNewList"><list><l>2/4</l><l>2</l></list></block><block s="reportNewList"><list><l>6/8</l><l>3</l></list></block><block s="reportNewList"><list><l>5/4</l><l>5</l></list></block><block s="reportNewList"><list><l>7/4</l><l>7</l></list></block><block s="reportNewList"><list><l>9/8</l><l>4.5</l></list></block><block s="reportNewList"><list><l>12/8</l><l>5</l></list></block></list></block></custom-block></block></block><block s="doSetVar"><l>Actual Beats</l><l>0</l></block><block s="doFor"><l>i</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="Measure"/></block><script><block s="doSetVar"><l>Actual Beats</l><block s="reportVariadicSum"><list><block var="Actual Beats"/><custom-block s="Note Duration %s"><block s="reportListItem"><l>2</l><block s="reportListItem"><block var="i"/><block var="Measure"/></block></block></custom-block></list></block></block></script></block><block s="doReport"><block s="reportJoinWords"><list><block var="Actual Beats"/><l>of</l><block var="Beats Necessary"/><l>beats</l></list></block></block></script></block-definition><block-definition s="Note Duration %&apos;Duration&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="311.42857142857144" collapsed="false">Each note duration is assigned a numerical value, with a whole note equallying four beats.&#xD;&#xD;Dotted Notes are equal to the named note plus half of the named note&apos;s duration.&#xD;&#xD;Triplet notes are equal in duration to two of the named notes divided by three.&#xD;&#xD;Unlike the &quot;Adjusted Note Duration&quot; block, the values reported here are not linked to the global temp reporter.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Duration"/><block s="reportNewList"><list><block s="reportNewList"><list><l>Whole</l><l>4</l></list></block><block s="reportNewList"><list><l>Half</l><l>2</l></list></block><block s="reportNewList"><list><l>Quarter</l><l>1</l></list></block><block s="reportNewList"><list><l>Eighth</l><l>.5</l></list></block><block s="reportNewList"><list><l>Sixteenth</l><l>.25</l></list></block><block s="reportNewList"><list><l>Thirtysecond</l><l>.125</l></list></block><block s="reportNewList"><list><l>Dotted Whole</l><l>6</l></list></block><block s="reportNewList"><list><l>Dotted Half</l><l>3</l></list></block><block s="reportNewList"><list><l>Dotted Quarter</l><l>1.5</l></list></block><block s="reportNewList"><list><l>Dotted Eighth</l><l>.75</l></list></block><block s="reportNewList"><list><l>Dotted Sixteenth</l><l>.345</l></list></block><block s="reportNewList"><list><l>Dotted Thirtysecond</l><l>0.1875</l></list></block><block s="reportNewList"><list><l>Half Triplet</l><block s="reportQuotient"><l>4</l><l>3</l></block></list></block><block s="reportNewList"><list><l>Quarter Triplet</l><block s="reportQuotient"><l>2</l><l>3</l></block></list></block><block s="reportNewList"><list><l>Eighth Triplet</l><block s="reportQuotient"><l>1</l><l>3</l></block></list></block><block s="reportNewList"><list><l>Sixteenth Triplet</l><block s="reportQuotient"><l>.5</l><l>3</l></block></list></block><block s="reportNewList"><list><l>Whole Triplet</l><block s="reportQuotient"><l>8</l><l>3</l></block></list></block><block s="reportNewList"><list><l>Thirtysecond Triplet</l><block s="reportQuotient"><l>.125</l><l>3</l></block></list></block></list></block></custom-block></block></block></script></block-definition><block-definition s="Melody with Instrument %&apos;Instrument&apos; Notation %&apos;Notation&apos;" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Piano&#xD;Brass={&#xD;French Horn&#xD;Trumpet&#xD;Tuba&#xD;}&#xD;Strings={&#xD;Banjo&#xD;Bass, Acoustic&#xD;Bass, Electric (Finger)&#xD;Cello&#xD;Guitar, Acoustic&#xD;Guitar, Electric&#xD;Harp&#xD;Koto&#xD;Sitar&#xD;Violin&#xD;}&#xD;Woodwinds={&#xD;Bassoon&#xD;Clarinet&#xD;Flute&#xD;Oboe&#xD;Saxophone&#xD;Shakuhachi&#xD;}&#xD;Other={&#xD;Accordion&#xD;Marimba&#xD;Organ&#xD;Vibraphone&#xD;}</options></input><input type="%mult%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Note/Duration Pairs</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>Note/Duration Pairs</l><block s="reportNewList"><list></list></block></block><block s="doFor"><l>Pair #</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="Notation"/></block><script><block s="doSetVar"><l>Note/Duration Pairs</l><block s="reportConcatenatedLists"><list><block var="Note/Duration Pairs"/><block s="reportListItem"><block var="Pair #"/><block var="Notation"/></block></list></block></block></script></block><block s="doReport"><block s="reportConcatenatedLists"><list><block s="reportNewList"><list><block s="reportNewList"><list><l>Melody</l><block var="Instrument"/></list></block></list></block><block var="Note/Duration Pairs"/></list></block></block></script></block></script></block-definition><block-definition s="Melody Loop with Instrument %&apos;Instrument&apos; Notation %&apos;Notation&apos;" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Piano&#xD;Brass={&#xD;French Horn&#xD;Trumpet&#xD;Tuba&#xD;}&#xD;Strings={&#xD;Banjo&#xD;Bass, Acoustic&#xD;Bass, Electric (Finger)&#xD;Cello&#xD;Guitar, Acoustic&#xD;Guitar, Electric&#xD;Harp&#xD;Koto&#xD;Sitar&#xD;Violin&#xD;}&#xD;Woodwinds={&#xD;Bassoon&#xD;Clarinet&#xD;Flute&#xD;Oboe&#xD;Saxophone&#xD;Shakuhachi&#xD;}&#xD;Other={&#xD;Accordion&#xD;Marimba&#xD;Organ&#xD;Vibraphone&#xD;}</options></input><input type="%mult%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Note/Duration Pairs</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>Note/Duration Pairs</l><block s="reportNewList"><list></list></block></block><block s="doFor"><l>Pair #</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="Notation"/></block><script><block s="doSetVar"><l>Note/Duration Pairs</l><block s="reportConcatenatedLists"><list><block var="Note/Duration Pairs"/><block s="reportListItem"><block var="Pair #"/><block var="Notation"/></block></list></block></block></script></block><block s="doReport"><block s="reportConcatenatedLists"><list><block s="reportNewList"><list><block s="reportNewList"><list><l>Loop-Melody</l><block var="Instrument"/></list></block></list></block><block var="Note/Duration Pairs"/></list></block></block></script></block></script></block-definition><block-definition s="Chord Track with %&apos;Instrument&apos; Notation %&apos;Notation&apos;" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Piano&#xD;Brass={&#xD;French Horn&#xD;Trumpet&#xD;Tuba&#xD;}&#xD;Strings={&#xD;Banjo&#xD;Bass, Acoustic&#xD;Bass, Electric (Finger)&#xD;Cello&#xD;Guitar, Acoustic&#xD;Guitar, Electric&#xD;Harp&#xD;Koto&#xD;Sitar&#xD;Violin&#xD;}&#xD;Woodwinds={&#xD;Bassoon&#xD;Clarinet&#xD;Flute&#xD;Oboe&#xD;Saxophone&#xD;Shakuhachi&#xD;}&#xD;Other={&#xD;Accordion&#xD;Marimba&#xD;Organ&#xD;Vibraphone&#xD;}</options></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportConcatenatedLists"><list><block s="reportNewList"><list><block s="reportNewList"><list><l>Chords</l><block var="Instrument"/></list></block></list></block><block var="Notation"/></list></block></block></script></block-definition><block-definition s="Chord Loop with %&apos;Instrument&apos; Notation %&apos;Notation&apos;" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Piano&#xD;Brass={&#xD;French Horn&#xD;Trumpet&#xD;Tuba&#xD;}&#xD;Strings={&#xD;Banjo&#xD;Bass, Acoustic&#xD;Bass, Electric (Finger)&#xD;Cello&#xD;Guitar, Acoustic&#xD;Guitar, Electric&#xD;Harp&#xD;Koto&#xD;Sitar&#xD;Violin&#xD;}&#xD;Woodwinds={&#xD;Bassoon&#xD;Clarinet&#xD;Flute&#xD;Oboe&#xD;Saxophone&#xD;Shakuhachi&#xD;}&#xD;Other={&#xD;Accordion&#xD;Marimba&#xD;Organ&#xD;Vibraphone&#xD;}</options></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportConcatenatedLists"><list><block s="reportNewList"><list><block s="reportNewList"><list><l>Loop-Chords</l><block var="Instrument"/></list></block></list></block><block var="Notation"/></list></block></block></script></block-definition><block-definition s="Drum Pattern %&apos;Step&apos;" type="reporter" category="Music"><comment x="0" y="0" w="245.96442522321422" collapsed="false">This block reports a series of beats that tell the drum when to play. Beats are represented as an “X,” which can be typed into the block. Beats can be added or subtracted using the arrows on the right of the block.</comment><header></header><code></code><translations></translations><inputs><input type="%mult%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Steps in Sequence</l></list></block><block s="doSetVar"><l>Steps in Sequence</l><block s="reportNewList"><list></list></block></block><block s="doFor"><l>i</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="Step"/></block><script><block s="doAddToList"><block s="reportListItem"><block var="i"/><block var="Step"/></block><block var="Steps in Sequence"/></block></script></block><block s="doReport"><block var="Steps in Sequence"/></block></script></block-definition><block-definition s="Drum %&apos;Instrument&apos; Loop %&apos;Pattern&apos; Beat Duration %&apos;Beat&apos;" type="reporter" category="Music"><comment x="0" y="0" w="288.5714285714286" collapsed="false">This block reports a drum pattern, assigns a drum to it, and sets the duration value of each item in the pattern. Different drums can be selected from the drop-down menu. Beat durations can be selected from the drop-down menu or entered directly.</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">Snare Drum<options>Bass Drum&#xD;Snare Drum&#xD;Crash Cymbal&#xD;Cabasa&#xD;Toms={&#xD;High Tom&#xD;Mid Tom&#xD;}&#xD;Hi-Hats={&#xD;Closed Hi-hat&#xD;Open Hi-hat&#xD;}</options></input><input type="%l"></input><input type="%s">Eighth<options>Quarter&#xD;Eighth&#xD;Sixteenth</options></input></inputs><script><block s="doDeclareVariables"><list><l>notes and durations</l></list></block><block s="doSetVar"><l>notes and durations</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Loop-Drums</l><block var="Instrument"/></list></block></list></block></block><block s="doFor"><l>i</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="Pattern"/></block><script><block s="doAddToList"><block s="reportNewList"><list><block s="reportListItem"><block var="i"/><block var="Pattern"/></block><block var="Beat"/></list></block><block var="notes and durations"/></block></script></block><block s="doReport"><block var="notes and durations"/></block></script></block-definition><block-definition s="Track %&apos;Type&apos; Instrument %&apos;Instrument&apos; $nl Musical Notation (Notes or Chords) %&apos;Notation&apos;" type="reporter" category="Music"><comment x="0" y="0" w="272.8571428571429" collapsed="false">This code block specifies the type of track to be played and assigns it an instrument. Both the track type and instrument are set using drop-down menus. This block accepts notes or chords paired with corresponding durations. This block also allows for the creation of note or chord loops that will repeat for the whole duration of the song. Both types of loops may be selected from the track drop-down menu. For a loop to play, it must have an accompanying track that is not a loop.</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">Melody<options>Melody&#xD;Chords&#xD;Loops={&#xD;Loop-Melody&#xD;Loop-Chords&#xD;}</options></input><input type="%s" readonly="true">Piano<options>Piano&#xD;Brass={&#xD;French Horn&#xD;Trumpet&#xD;Tuba&#xD;}&#xD;Strings={&#xD;Banjo&#xD;Bass, Acoustic&#xD;Bass, Electric (Finger)&#xD;Cello&#xD;Guitar, Acoustic&#xD;Guitar, Electric&#xD;Guitar, Overdrive&#xD;Harp&#xD;Koto&#xD;Sitar&#xD;Violin&#xD;}&#xD;Woodwinds={&#xD;Bassoon&#xD;Clarinet&#xD;Flute&#xD;Oboe&#xD;Saxophone&#xD;Shakuhachi&#xD;}&#xD;Drums={&#xD;Cabasa&#xD;Snare Drum&#xD;Bass Drum&#xD;Closed Hi-Hat&#xD;Open Hi-Hat&#xD;Mid Tom&#xD;High Tom&#xD;Crash Cymbal&#xD;}&#xD;Other={&#xD;Accordion&#xD;Marimba&#xD;Music Box&#xD;Organ&#xD;Vibraphone&#xD;}</options></input><input type="%s"></input></inputs><script><block s="doWarp"><script><block s="doReport"><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Type"/><block s="reportNewList"><list><block s="reportNewList"><list><l>Melody</l><custom-block s="Melody with Instrument %s Notation %mult%s"><block var="Instrument"/><list><block var="Notation"/></list></custom-block></list></block><block s="reportNewList"><list><l>Chords</l><custom-block s="Chord Track with %s Notation %s"><block var="Instrument"/><block var="Notation"/></custom-block></list></block><block s="reportNewList"><list><l>Loop-Melody</l><custom-block s="Melody Loop with Instrument %s Notation %mult%s"><block var="Instrument"/><list><block var="Notation"/></list></custom-block></list></block><block s="reportNewList"><list><l>Loop-Chords</l><custom-block s="Chord Loop with %s Notation %s"><block var="Instrument"/><block var="Notation"/></custom-block></list></block></list></block></custom-block></block></block></script></block></script></block-definition><block-definition s="Play Tracks %&apos;tracks&apos; Time Signature: %&apos;timeSignature&apos;" type="command" category="Music"><comment x="0" y="0" w="198.57142857142858" collapsed="false">This block is used to play multiple music tracks. In most cases, several tracks with musical instruments are played in parallel. </comment><header></header><code></code><translations></translations><inputs><input type="%mult%l"></input><input type="%s" readonly="true">4/4<options>4/4&#xD;3/4&#xD;5/4&#xD;7/4&#xD;6/8&#xD;9/8&#xD;12/8</options></input></inputs><script><custom-block s="Initialize TuneScope"></custom-block><block s="doApplyExtension"><l>ts_playtracks(tracklist, timesignature)</l><list><block var="tracks"/><block var="timeSignature"/><block s="getTempo"></block></list></block></script></block-definition><block-definition s="Convert MIDI %&apos;#&apos; to Note" type="reporter" category="Music"><comment x="0" y="0" w="217.80831473214303" collapsed="false">Reports the corresponding note (in scientific pitch notation) for the specified MIDI number.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Octave</l><l>Note</l></list></block><block s="doSetVar"><l>Octave</l><block s="reportLetter"><l>1</l><block s="reportDifference"><block s="reportQuotient"><block var="#"/><l>12</l></block><l>1</l></block></block></block><block s="doSetVar"><l>Note</l><block s="reportListItem"><block s="reportVariadicSum"><list><block s="reportModulus"><block var="#"/><l>12</l></block><l>1</l></list></block><block s="reportNewList"><list><l>C</l><l>C#</l><l>D</l><l>D#</l><l>E</l><l>F</l><l>F#</l><l>G</l><l>G#</l><l>A</l><l>A#</l><l>B</l></list></block></block></block><block s="doReport"><block s="reportJoinWords"><list><block var="Note"/><block var="Octave"/></list></block></block></script></block-definition><block-definition s="Convert Note %&apos;Note&apos; to MIDI" type="reporter" category="Music"><comment x="0" y="0" w="273.5714285714286" collapsed="false">Reports the midi number of the specified note. The note should be entered using scientific pitch notation (e.g., &quot;C4&quot;).</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportVariadicSum"><list><custom-block s="MIDI %s Note"><custom-block s="Get Note %s"><block var="Note"/></custom-block></custom-block><block s="reportVariadicProduct"><list><l>12</l><block s="reportDifference"><custom-block s="Get Octave %s"><block var="Note"/></custom-block><l>1</l></block></list></block></list></block></block></script></block-definition><block-definition s="Get Note %&apos;Note + Octave&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Extracts the note name from the provided scientific pitch notation. (e.g., An input of &quot;C4&quot; produces an output of &quot;C&quot;.)</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportStringSize"><block var="Note + Octave"/></block><l>2</l></list></block><script><block s="doReport"><block s="reportLetter"><l>1</l><block var="Note + Octave"/></block></block></script></block><block s="doReport"><block s="reportJoinWords"><list><block s="reportLetter"><l>1</l><block var="Note + Octave"/></block><block s="reportLetter"><l>2</l><block var="Note + Octave"/></block></list></block></block></script></block-definition><block-definition s="MIDI %&apos;Note&apos; Note" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Association list for note names and their corresponding MIDI numbers in the first octave. Used to convert note names to MIDI. </comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Note"/><block s="reportNewList"><list><block s="reportNewList"><list><l>C</l><l>24</l></list></block><block s="reportNewList"><list><l>C#</l><l>25</l></list></block><block s="reportNewList"><list><l>D</l><l>26</l></list></block><block s="reportNewList"><list><l>D#</l><l>27</l></list></block><block s="reportNewList"><list><l>E</l><l>28</l></list></block><block s="reportNewList"><list><l>F</l><l>29</l></list></block><block s="reportNewList"><list><l>F#</l><l>30</l></list></block><block s="reportNewList"><list><l>G</l><l>31</l></list></block><block s="reportNewList"><list><l>G#</l><l>32</l></list></block><block s="reportNewList"><list><l>A</l><l>33</l></list></block><block s="reportNewList"><list><l>A#</l><l>34</l></list></block><block s="reportNewList"><list><l>B</l><l>35</l></list></block></list></block></custom-block></block></block></script></block-definition><block-definition s="assoc %&apos;key&apos; %&apos;a-list&apos;" type="reporter" category="lists"><comment x="0" y="0" w="289.3333333333333" collapsed="false">The second input is an &quot;association list,&quot; a list of two-item lists.  Each of those smaller lists has a &quot;key&quot; as its first item and a &quot;value&quot; as its second.  ASSOC reports the first key-value pair in the association list whose key matches the first input.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="a-list"/><block s="reportNewList"><list></list></block></list></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="key"/><block s="reportListItem"><l>1</l><block s="reportListItem"><l>1</l><block var="a-list"/></block></block></list></block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="a-list"/></block></block></script></block><block s="doReport"><custom-block s="assoc %s %l"><block var="key"/><block s="reportCDR"><block var="a-list"/></block></custom-block></block></script></block-definition><block-definition s="Get Octave %&apos;Note&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Extracts the octave number from the provided scientific pitch notation. (e.g., An input of &quot;C4&quot; produces an output of &quot;4&quot;.)</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportStringSize"><block var="Note"/></block><l>2</l></list></block><script><block s="doReport"><block s="reportLetter"><l>2</l><block var="Note"/></block></block></script></block><block s="doReport"><block s="reportLetter"><l>3</l><block var="Note"/></block></block></script></block-definition><block-definition s="Initialize TuneScope" type="command" category="Music" helper="true"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/WebAudioFontPlayer.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/webmidi.iife.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0020_JCLive_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0121_FluidR3_GM_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0180_Chaos_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0230_Aspirin_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0241_JCLive_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0260_JCLive_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0320_GeneralUserGS_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0350_JCLive_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0400_JCLive_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0420_JCLive_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0460_GeneralUserGS_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0560_GeneralUserGS_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0580_GeneralUserGS_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0600_GeneralUserGS_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0650_FluidR3_GM_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0680_JCLive_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0700_FluidR3_GM_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0710_Chaos_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0730_JCLive_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0770_SBLive_sf2.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/1040_Aspirin_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/1050_FluidR3_GM_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/1070_FluidR3_GM_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/12835_21_FluidR3_GM_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/12840_6_JCLive_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/12842_0_FluidR3_GM_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/12846_0_FluidR3_GM_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/12847_21_FluidR3_GM_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/12848_21_FluidR3_GM_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/12849_21_FluidR3_GM_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/12869_6_JCLive_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/TS_init.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/TuneScope.js</l></list></block><block s="doWaitUntil"><block s="reportApplyExtension"><l>ts_loaded()</l><list></list></block></block></script></block-definition><block-definition s="Play MIDI Controller: %&apos;controller_name&apos; Instrument: %&apos;instrument&apos;" type="command" category="Music"><comment x="0" y="0" w="285.7142857142857" collapsed="false">Passes through the signal from a MIDI controller, allowing the user to play the controller using the assigned instrument. The name of the MIDI controller must be input exactly as it appears on the user&apos;s computer.</comment><header></header><code></code><translations></translations><inputs><input type="%s">MPK mini 3<options>MPK mini 3&#xD;MPK mini play&#xD;MPK Mini Mk II&#xD;M-audio Keystation 49es</options></input><input type="%s" readonly="true">Piano<options>Piano&#xD;Brass={&#xD;French Horn&#xD;Trumpet&#xD;Tuba&#xD;}&#xD;Strings={&#xD;Banjo&#xD;Bass, Acoustic&#xD;Bass, Electric (Finger)&#xD;Cello&#xD;Guitar, Acoustic&#xD;Guitar, Electric&#xD;Guitar, Overdrive&#xD;Harp&#xD;Koto&#xD;Sitar&#xD;Violin&#xD;}&#xD;Woodwinds={&#xD;Bassoon&#xD;Clarinet&#xD;Flute&#xD;Oboe&#xD;Saxophone&#xD;Shakuhachi&#xD;}&#xD;Drums={&#xD;Cabasa&#xD;Snare Drum&#xD;Bass Drum&#xD;Closed Hi-Hat&#xD;Open Hi-Hat&#xD;Mid Tom&#xD;High Tom&#xD;Crash Cymbal&#xD;}&#xD;Other={&#xD;Accordion&#xD;Marimba&#xD;Music Box&#xD;Organ&#xD;Vibraphone&#xD;}</options></input></inputs><script><custom-block s="Initialize TuneScope"></custom-block><block s="doApplyExtension"><l>ts_playMIDI(controller, instrument)</l><list><block var="controller_name"/><block var="instrument"/></list></block></script></block-definition><block-definition s="Tone Number: %&apos;number&apos; Frequency: %&apos;frequency&apos; Amplitude: %&apos;amplitude&apos;" type="command" category="Music"><comment x="0" y="0" w="292.14285714285717" collapsed="false">This block assigns a number, frequency, and amplitude to a tone.</comment><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><custom-block s="Initialize TuneScope"></custom-block><block s="doApplyExtension"><l>ts_settone(id, frequency, amplitude)</l><list><block var="number"/><block var="frequency"/><block var="amplitude"/></list></block></script></block-definition><block-definition s="Tone Number: %&apos;Number&apos; %&apos;newOn&apos; On/Off" type="command" category="Music"><comment x="0" y="0" w="371.424916294643" collapsed="false">This block turns the specified tone on or off. This block will play a sine wave. </comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%b"></input></inputs><script><custom-block s="Initialize TuneScope"></custom-block><block s="doApplyExtension"><l>ts_turntoneon(id, bool)</l><list><block var="Number"/><block var="newOn"/></list></block></script></block-definition><block-definition s="Tone Off" type="command" category="Music"><comment x="0" y="0" w="234.8779296875" collapsed="false">This block turns off all the tones currently playing. </comment><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="Initialize TuneScope"></custom-block><block s="doApplyExtension"><l>ts_stoptones()</l><list></list></block></script></block-definition><block-definition s="turbo %&apos;action&apos;" type="command" category="other"><header></header><code></code><translations>pt:executa no modo turbo _&#xD;</translations><inputs><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>begin</l></list></block><block s="doSetVar"><l>begin</l><block s="reportGlobalFlag"><l><option>turbo mode</option></l></block></block><block s="doSetGlobalFlag"><l><option>turbo mode</option></l><l><bool>true</bool></l></block><block s="doRun"><block var="action"/><list></list></block><block s="doSetGlobalFlag"><l><option>turbo mode</option></l><block var="begin"/></block></script></block-definition><block-definition s="%&apos;frequency&apos; Hz for %&apos;duration&apos; secs at %&apos;sample rate&apos; Hz sample rate" type="reporter" category="sound"><comment x="0" y="0" w="205" collapsed="false">generate a list of samples representing a sine wave at the given frequency, duration and sample rate</comment><header></header><code></code><translations>pt:as amostras de som com _ Hz de _ s amostrado a _ Hz&#xD;ca:_ Hz durant _ segons amb mostreig de _ Hz&#xD;</translations><inputs><input type="%n">440<options>a 55=55&#xD;a 110=110&#xD;a 220=220&#xD;a 440=440&#xD;a 880=880&#xD;a 1760=1760&#xD;a 3520=3520</options></input><input type="%n">1</input><input type="%n">44100<options>22.05 kHz=22050&#xD;44.1 kHz=44100&#xD;88.2 kHz=88200&#xD;96 kHz=96000</options></input></inputs><script><block s="doDeclareVariables"><list><l>output</l><l>sample period</l><l>duration in samples</l><l>time</l></list></block><block s="doSetVar"><l>sample period</l><block s="reportQuotient"><l>1</l><block var="sample rate"/></block></block><block s="doSetVar"><l>duration in samples</l><block s="reportMonadic"><l><option>ceiling</option></l><block s="reportVariadicProduct"><list><block var="duration"/><block var="sample rate"/></list></block></block></block><block s="doSetVar"><l>time</l><l>0</l></block><block s="doSetVar"><l>output</l><block s="reportNewList"><list></list></block></block><block s="doWarp"><script><block s="doRepeat"><block var="duration in samples"/><script><block s="doAddToList"><block s="reportMonadic"><l><option>sin</option></l><custom-block s="degrees %n"><block s="reportVariadicProduct"><list><l>2</l><block s="reportVariadicProduct"><list><custom-block s="PI"></custom-block><block s="reportVariadicProduct"><list><block var="frequency"/><block var="time"/></list></block></list></block></list></block></custom-block></block><block var="output"/></block><block s="doChangeVar"><l>time</l><block var="sample period"/></block></script></block></script></block><block s="doReport"><block var="output"/></block></script></block-definition><block-definition s="PI" type="reporter" category="operators"><header></header><code></code><translations>pt:π&#xD;</translations><inputs></inputs><script><block s="doReport"><l>3.141592653589793</l></block></script></block-definition><block-definition s="degrees %&apos;radians&apos;" type="reporter" category="operators"><header></header><code></code><translations>pt:_ radianos em graus&#xD;ca:graus de _ radiants&#xD;</translations><inputs><input type="%n">0.5</input></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="radians"/><l>180</l></list></block><custom-block s="PI"></custom-block></block></block></script></block-definition><block-definition s="sound named %&apos;name&apos;" type="reporter" category="sensing"><header></header><code></code><translations>pt:o som _&#xD;ca:so de nom _&#xD;</translations><inputs><input type="%s"><options>§_soundsMenu</options></input></inputs><script><block s="doReport"><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><block s="reportGetSoundAttribute"><l><option>name</option></l><l></l></block><block var="name"/></list></block></autolambda><list></list></block><block s="reportGet"><l><option>sounds</option></l></block></block></block></script></block-definition><block-definition s="plot sound %&apos;name&apos;" type="command" category="pen"><comment x="0" y="0" w="164" collapsed="false">quickly plot the samples of a sound, a list of samples (single channel), or a list of lists (multiple channels) to the stage at a lower resolution.</comment><header></header><code></code><translations>pt:desenha o gráfico do som _&#xD;ca:dibuixa el so _&#xD;</translations><inputs><input type="%s" readonly="true"><options>§_soundsMenu</options></input></inputs><script><block s="doDeclareVariables"><list><l>samples</l><l>step</l><l>offset</l><l>i</l><l>sound</l></list></block><block s="doSetVar"><l>sound</l><block s="reportIfElse"><block s="reportVariadicOr"><list><block s="reportIsA"><block var="name"/><l><option>list</option></l></block><block s="reportIsA"><block var="name"/><l><option>sound</option></l></block></list></block><block var="name"/><custom-block s="sound named %s"><block var="name"/></custom-block></block></block><block s="doIfElse"><block s="reportIsA"><block var="sound"/><l><option>sound</option></l></block><script><block s="doSetVar"><l>samples</l><block s="reportGetSoundAttribute"><l><option>samples</option></l><block var="sound"/></block></block><block s="doSetVar"><l>step</l><block s="reportQuotient"><block s="reportGetSoundAttribute"><l><option>length</option></l><block var="sound"/></block><block s="reportVariadicProduct"><list><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>2</l></list></block></block></block></script><script><block s="doSetVar"><l>samples</l><block var="sound"/></block></script></block><block s="clear"></block><block s="up"></block><block s="doIfElse"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="samples"/></block><l><option>list</option></l></block><script><block s="doSetVar"><l>step</l><block s="reportQuotient"><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="samples"/></block></block><block s="reportVariadicProduct"><list><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>2</l></list></block></block></block><block s="doSetVar"><l>offset</l><block s="reportQuotient"><block s="reportAttributeOf"><l><option>height</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>4</l></block></block><block s="doForEach"><l>channel</l><block var="samples"/><script><block s="doSetVar"><l>i</l><l>0</l></block><block s="gotoXY"><block s="reportQuotient"><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>-2</l></block><block var="offset"/></block><block s="down"></block><block s="setSize"><l>1</l></block><custom-block s="turbo %cs"><script><block s="doRepeat"><block s="reportVariadicProduct"><list><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>2</l></list></block><script><block s="doChangeVar"><l>i</l><block var="step"/></block><block s="gotoXY"><block s="reportVariadicSum"><list><block s="xPosition"></block><l>0.5</l></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><block s="reportMonadic"><l><option>floor</option></l><block var="i"/></block><block var="channel"/></block><block s="reportQuotient"><block s="reportAttributeOf"><l><option>height</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>6.4</l></block></list></block><block var="offset"/></list></block></block></script></block></script></custom-block><block s="up"></block><block s="doChangeVar"><l>offset</l><block s="reportQuotient"><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>-2</l></block></block></script></block></script><script><block s="doSetVar"><l>step</l><block s="reportQuotient"><block s="reportListAttribute"><l><option>length</option></l><block var="samples"/></block><block s="reportVariadicProduct"><list><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>2</l></list></block></block></block><block s="gotoXY"><block s="reportQuotient"><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>-2</l></block><l>0</l></block><block s="down"></block><block s="setSize"><l>1</l></block><custom-block s="turbo %cs"><script><block s="doRepeat"><block s="reportVariadicProduct"><list><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>2</l></list></block><script><block s="doChangeVar"><l>i</l><block var="step"/></block><block s="gotoXY"><block s="reportVariadicSum"><list><block s="xPosition"></block><l>0.5</l></list></block><block s="reportVariadicProduct"><list><block s="reportListItem"><block s="reportMonadic"><l><option>floor</option></l><block var="i"/></block><block var="samples"/></block><block s="reportQuotient"><block s="reportAttributeOf"><l><option>height</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>3.2</l></block></list></block></block></script></block></script></custom-block><block s="up"></block></script></block></script></block-definition><block-definition s="$circleSolid-1-255-0-0 record" type="reporter" category="sensing"><comment x="0" y="0" w="192" collapsed="false">records an audio snippet and reports it as a new sound, or zero if the user cancels</comment><header></header><code></code><translations>pt:$circleSolid-1-255-0-0 uma nova gravação&#xD;ca:$circleSolid-1-255-0-0 enregistra&#xD;</translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>callback</l></list></block><block s="doSetVar"><l>callback</l><block s="reportApplyExtension"><l>mda_record</l><list></list></block></block><block s="doWaitUntil"><block s="reportVariadicNotEquals"><list><block s="evaluate"><block var="callback"/><list></list></block><block s="reportBoolean"><l><bool>false</bool></l></block></list></block></block><block s="doReport"><block s="evaluate"><block var="callback"/><list></list></block></block></script></block-definition><block-definition s="note from %&apos;pitch&apos; hz" type="reporter" category="sound"><header></header><code></code><translations>pt:a nota com _ Hz&#xD;ca:nota de _ Hz&#xD;</translations><inputs><input type="%n">440</input></inputs><script><block s="doReport"><block s="reportRound"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>12</l><block s="reportQuotient"><block s="reportMonadic"><l><option>log</option></l><block s="reportQuotient"><block var="pitch"/><l>440</l></block></block><block s="reportMonadic"><l><option>log</option></l><l>2</l></block></block></list></block><l>69</l></list></block></block></block></script></block-definition><block-definition s="hz from note %&apos;note&apos;" type="reporter" category="sound"><header></header><code></code><translations>pt:a frequência da nota _&#xD;ca:freqüència (hz) de la nota _&#xD;</translations><inputs><input type="%n">69</input></inputs><script><block s="doReport"><block s="reportVariadicProduct"><list><l>440</l><block s="reportPower"><l>2</l><block s="reportQuotient"><block s="reportDifference"><block var="note"/><l>69</l></block><l>12</l></block></block></list></block></block></script></block-definition><block-definition s="name of note %&apos;note&apos;" type="reporter" category="sound"><header></header><code></code><translations>pt:o nome da nota _&#xD;ca:nom de la nota _&#xD;</translations><inputs><input type="%n">69</input></inputs><script><block s="doReport"><block s="reportListItem"><block s="reportVariadicSum"><list><block s="reportModulus"><block s="reportDifference"><block var="note"/><l>69</l></block><l>12</l></block><l>1</l></list></block><block s="reportNewList"><list><l>A</l><l>Bb</l><l>B</l><l>C</l><l>C#</l><l>D</l><l>D#</l><l>E</l><l>F</l><l>F#</l><l>G</l><l>G#</l></list></block></block></block></script></block-definition><block-definition s="ask %&apos;question&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s">what&apos;s your name?</input></inputs><script><block s="doAsk"><block var="question"/></block><block s="doReport"><block s="getLastAnswer"></block></block></script></block-definition><block-definition s="notify %&apos;message&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s">Alert!</input></inputs><script><block s="doTellTo"><block s="reportGet"><l><option>stage</option></l></block><block s="reifyScript"><script><block s="doAsk"><block s="reportNewList"><list><block s="reportApplyExtension"><l>ide_translate(text)</l><list><block var="message"/></list></block><block s="reportNewList"><list><block s="reportApplyExtension"><l>ide_translate(text)</l><list><l>Ok</l></list></block></list></block></list></block></block></script><list></list></block><list></list></block></script></block-definition><block-definition s="prompt %&apos;title&apos; options %&apos;options&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s">choose!</input><input type="%mult%s"></input></inputs><script><block s="doReport"><custom-block s="ask %s"><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="title"/><l></l></list></block><block var="options"/><block s="reportNewList"><list><block s="reportApplyExtension"><l>ide_translate(text)</l><list><block var="title"/></list></block><block var="options"/></list></block></block></custom-block></block></script></block-definition><block-definition s="submenu %&apos;title&apos; items %&apos;items&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s">title</input><input type="%mult%s"></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="title"/><l></l></list></block><l>menu</l><block s="reportApplyExtension"><l>ide_translate(text)</l><list><block var="title"/></list></block></block><block var="items"/></list></block></block></script></block-definition><block-definition s="divider" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block-definition><block-definition s="menu item icon %&apos;icon&apos; label %&apos;text&apos; value %&apos;value&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>§_objectsMenu</options></input><input type="%s">option</input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="icon"/><l></l></list></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="text"/><l></l></list></block><block var="value"/><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="value"/><l></l></list></block><block var="text"/><block s="reportNewList"><list><block var="text"/><block var="value"/></list></block></block></block><block s="reportNewList"><list><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="text"/><l></l></list></block><block s="reportIfElse"><block s="reportIsA"><block var="icon"/><l><option>text</option></l></block><block s="reportObject"><block var="icon"/></block><block var="icon"/></block><block s="reportNewList"><list><block s="reportIfElse"><block s="reportIsA"><block var="icon"/><l><option>text</option></l></block><block s="reportObject"><block var="icon"/></block><block var="icon"/></block><block var="text"/></list></block></block><block var="value"/></list></block></block></block></script></block-definition><block-definition s="menu item speech ballon %&apos;orientation&apos; message %&apos;message&apos; value %&apos;value&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">left<options>left&#xD;right</options></input><input type="%s">hey!</input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="value"/><l></l></list></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="orientation"/><l>right</l></list></block><block s="reportNewList"><list><l></l><block var="message"/></list></block><block s="reportNewList"><list><block var="message"/></list></block></block><block s="reportNewList"><list><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="orientation"/><l>right</l></list></block><block s="reportNewList"><list><l></l><block var="message"/></list></block><block s="reportNewList"><list><block var="message"/></list></block></block><block var="value"/></list></block></block></block></script></block-definition><block-definition s="menu examples" type="command" category="sensing"><comment x="0" y="0" w="212" collapsed="false">open my definition to look at examples how to use the menu blocks</comment><header></header><code></code><translations></translations><inputs></inputs><scripts><script x="10" y="79.00000000000001"><block s="doAsk"><l>what&apos;s your name?</l></block></script><script x="10" y="118.00000000000003"><custom-block s="ask %s"><l>what&apos;s your name?</l></custom-block></script><script x="10" y="151"><custom-block s="notify %s"><l>Alert!</l></custom-block></script><script x="10" y="190"><custom-block s="prompt %s options %mult%s"><l>choose!</l><list><l>foo</l><l>bar</l><l>baz</l></list></custom-block></script><script x="10" y="223"><custom-block s="prompt %s options %mult%s"><l>choose!</l><block s="reportGet"><l><option>costumes</option></l></block></custom-block></script><script x="10" y="261"><custom-block s="submenu %s items %mult%s"><l>more</l><list><l>frob</l><l>quux</l><l>garply</l></list></custom-block></script><script x="10" y="294"><custom-block s="prompt %s options %mult%s"><l>choose!</l><list><l>foo</l><l>bar</l><custom-block s="divider"></custom-block><custom-block s="submenu %s items %mult%s"><l>more</l><list><l>frob</l><custom-block s="submenu %s items %mult%s"><l></l><list><l>fred</l><l>test</l></list></custom-block><custom-block s="divider"></custom-block><l>quux</l><l>garply</l></list></custom-block><l>baz</l></list></custom-block></script><script x="10" y="377.8333333333334"><custom-block s="menu item icon %s label %s value %s"><l></l><l>option</l><l></l></custom-block></script><script x="10" y="411.8333333333334"><custom-block s="prompt %s options %mult%s"><l>choose!</l><list><custom-block s="menu item icon %s label %s value %s"><l>monkey</l><l>monkey</l><block s="reportObject"><l>monkey</l></block></custom-block><custom-block s="menu item icon %s label %s value %s"><l>Octo</l><l></l><l>42</l></custom-block><custom-block s="menu item icon %s label %s value %s"><l></l><l>choice</l><l>yay!</l></custom-block><custom-block s="divider"></custom-block><custom-block s="submenu %s items %mult%s"><l>more</l><list><custom-block s="menu item icon %s label %s value %s"><l>Alonzo</l><l>Alonzo</l><block s="reportObject"><l>Alonzo</l></block></custom-block><custom-block s="menu item icon %s label %s value %s"><l></l><l>foo</l><l>bar</l></custom-block></list></custom-block></list></custom-block></script><script x="10" y="565.8333333333335"><custom-block s="menu item speech ballon %s message %s value %s"><l>left</l><l>hey!</l><l></l></custom-block></script><script x="10" y="599.8333333333335"><custom-block s="prompt %s options %mult%s"><l>choose!</l><list><custom-block s="menu item speech ballon %s message %s value %s"><l>left</l><l>hey!</l><l></l></custom-block><custom-block s="menu item speech ballon %s message %s value %s"><l>right</l><l>wassup?</l><l></l></custom-block><custom-block s="menu item speech ballon %s message %s value %s"><l>left</l><block s="reportObject"><l>Alonzo</l></block><l></l></custom-block><custom-block s="menu item speech ballon %s message %s value %s"><l>right</l><l>so?</l><block s="reportGet"><l><option>costumes</option></l></block></custom-block></list></custom-block></script></scripts></block-definition><block-definition s="drumloop1" type="command" category="sound"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doWait"><l>0.50</l></block><custom-block s="Set Instrument To %s"><l>Bass Drum</l></custom-block><custom-block s="Play Note %s for Duration %s"><l>A3</l><l>Whole</l></custom-block><block s="doWait"><l>0.75</l></block><custom-block s="Set Instrument To %s"><l>Bass Drum</l></custom-block><custom-block s="Play Note %s for Duration %s"><l>A3</l><l>Whole</l></custom-block><block s="doWait"><l>0.25</l></block><custom-block s="Set Instrument To %s"><l>Closed Hi-Hat</l></custom-block><custom-block s="Play Note %s for Duration %s"><l>F4</l><l>Whole</l></custom-block><block s="doWait"><l>0.75</l></block><custom-block s="Set Instrument To %s"><l>Bass Drum</l></custom-block><custom-block s="Play Note %s for Duration %s"><l>A3</l><l>Whole</l></custom-block><block s="doWait"><l>0.50</l></block><custom-block s="Set Instrument To %s"><l>Closed Hi-Hat</l></custom-block><custom-block s="Play Note %s for Duration %s"><l>F4</l><l>Whole</l></custom-block><block s="doWait"><l>0.25</l></block><custom-block s="Set Instrument To %s"><l>Bass Drum</l></custom-block><custom-block s="Play Note %s for Duration %s"><l>A3</l><l>Whole</l></custom-block><block s="doWait"><l>0.50</l></block><custom-block s="Set Instrument To %s"><l>Closed Hi-Hat</l></custom-block><custom-block s="Play Note %s for Duration %s"><l>F4</l><l>Whole</l></custom-block><block s="doWait"><l>0.5</l></block><custom-block s="Set Instrument To %s"><l>Bass Drum</l></custom-block><custom-block s="Play Note %s for Duration %s"><l>A3</l><l>Whole</l></custom-block></script></block-definition><block-definition s="speak %&apos;text&apos; with %&apos;lang&apos; accent $nl and pitch %&apos;pitch&apos; rate %&apos;rate&apos;" type="command" category="sound"><header></header><code></code><translations>de:sprich _ mit _ Aussprache _ und Höhe _ Geschwindigkeit _&#xD;pt:fala _ na língua _ _ com tom _ e velocidade _&#xD;ca:digues _ amb accent _ _ to _ i velocitat _&#xD;</translations><inputs><input type="%s">Hello, World!</input><input type="%txt">en-US<options>العربية=ar&#xD;Български=bg&#xD;বাংলা=bn&#xD;Català=ca&#xD;Català - Valencià=ca-VA&#xD;Česky=cs&#xD;Deutsch=de&#xD;Dansk=dk&#xD;Ελληνικά=el&#xD;English-American=en-US&#xD;English-British=en-GB&#xD;Esperanto=eo&#xD;Español=es&#xD;Eesti=et&#xD;Euskara=eu&#xD;suomi=fi&#xD;Français=fr&#xD;Galego=gl&#xD;Hrvatski=hr&#xD;Magyar=hu&#xD;Interlingua=ia&#xD;Bahasa Indonesia=id&#xD;Italiano=it&#xD;日本語=ja&#xD;にほんご=ja-HIRA&#xD;ಕನ್ನಡ=kn&#xD;한국어=ko&#xD;Malayalam=ml&#xD;Nederlands=nl&#xD;Norsk=no&#xD;Polski=pl&#xD;Português=pt&#xD;Português do Brasil=pt-BR&#xD;Român=ro&#xD;Русский=ru&#xD;Slovenščina=si&#xD;svenska=sv&#xD;Tamil=ta&#xD;Telagu=te&#xD;Türkçe=tr&#xD;Українська=ua&#xD;简体中文=zh-CN&#xD;繁體中文=zh-TW</options></input><input type="%n">1</input><input type="%n">1</input></inputs><script><block s="doApplyExtension"><l>tts_speak(txt, lang, pitch, rate)</l><list><block var="text"/><block var="lang"/><block var="pitch"/><block var="rate"/></list></block></script></block-definition><block-definition s="speak %&apos;text&apos; with %&apos;lang&apos; accent $nl and pitch %&apos;pitch&apos; rate %&apos;rate&apos; and wait" type="command" category="sound"><header></header><code></code><translations>de:sprich _ mit _ Aussprache _ und Höhe _ Geschwindigkeit _ und warte&#xD;pt:fala _ na língua _ _ com tom _ e velocidade _ , e espera&#xD;ca:digues _ amb accent _ _ to _ velocitat _ i espera&#xD;</translations><inputs><input type="%s">Hello, World!</input><input 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Guitar,Bass,Pizzicato,Cello,Trombone,Clarinet,Saxophone,Flute,Wooden Flute,Bassoon,Choir,Vibraphone,Music Box,Steel Drum,Marimba,Synth Lead,Synth Pad,Silent,Silent,piano,Electric Piano,Organ,Guitar,Electric Guitar,Bass,Pizzicato,Cello,Trombone,Clarinet,Saxophone,Flute,Wooden Flute,Bassoon,Choir,Vibraphone,Music Box,Steel Drum,Marimba,Synth Lead,Synth Pad,Silent,Silent,piano,Electric Piano,Organ,Guitar,Electric Guitar,Bass,Pizzicato,Cello,Trombone,Clarinet,Saxophone,Flute,Wooden Flute,Bassoon,Choir,Vibraphone,Music Box,Steel Drum,Marimba,Synth Lead,Synth Pad,Silent,Silent,piano,Electric Piano,Organ,Guitar,Electric Guitar,Bass,Pizzicato,Cello,Trombone,Clarinet,Saxophone,Flute,Wooden Flute,Bassoon,Choir,Vibraphone,Music Box,Steel Drum,Marimba,Synth Lead,Synth Pad,Silent,Silent,piano,Electric Piano,Organ,Guitar,Electric Guitar,Bass,Pizzicato,Cello,Trombone,Clarinet,Saxophone,Flute,Wooden Flute,Bassoon,Choir,Vibraphone,Music Box,Steel Drum,Marimba,Synth Lead,Synth Pad,Silent,Silent,piano,Electric Piano,Organ,Guitar,Electric Guitar,Bass,Pizzicato,Cello,Trombone,Clarinet,Saxophone,Flute,Wooden Flute,Bassoon,Choir,Vibraphone,Music Box,Steel Drum,Marimba,Synth Lead,Synth Pad,Silent,Silent,piano,Electric Piano,Organ,Guitar,Electric Guitar,Bass,Pizzicato,Cello,Trombone,Clarinet,Saxophone,Flute,Wooden Flute,Bassoon,Choir,Vibraphone,Music Box,Steel Drum,Marimba,Synth Lead,Synth Pad,Silent,Silent,piano,Electric Piano,Organ,Guitar,Electric Guitar,Bass,Pizzicato,Cello,Trombone,Clarinet,Saxophone,Flute,Wooden Flute,Bassoon,Choir,Vibraphone,Music Box,Steel Drum,Marimba,Synth Lead,Synth Pad,Silent,Silent,piano,Electric Piano,Organ,Guitar,Electric Guitar,Bass,Pizzicato,Cello,Trombone,Clarinet,Saxophone,Flute,Wooden Flute,Bassoon,Choir,Vibraphone,Music Box,Steel Drum,Marimba,Synth Lead,Synth Pad,Silent,Silent,Trombone,Clarinet,Saxophone,Flute,Wooden Flute,Bassoon,Choir,Vibraphone,Music Box,Steel Drum,Marimba,Synth Lead,Synth Pad,Silent,Silent,piano,Electric 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Guitar,Bass,Pizzicato,Cello,Trombone,Clarinet,Saxophone,Flute,Wooden Flute,Bassoon,Choir,Vibraphone,Music Box,Steel Drum,Marimba,Synth Lead,Synth Pad,Silent,Silent,piano,Electric Piano,Organ,Guitar,Electric Guitar,Bass,Pizzicato,Cello,Trombone,Clarinet,Saxophone,Flute,Wooden Flute,Bassoon,Choir,Vibraphone,Music Box,Steel Drum,Marimba,Synth Lead,Synth Pad,Silent,Silent,piano,Electric Piano,Organ,Guitar,Electric Guitar,Bass,Pizzicato,Cello,Trombone,Clarinet,Saxophone,Flute,Wooden Flute,Bassoon,Choir,Vibraphone,Music Box,Steel Drum,Marimba,Synth Lead,Synth Pad,Silent,Silent,piano,Electric Piano,Organ,Guitar,Electric Guitar,Bass,Pizzicato,Cello,Trombone,Clarinet,Saxophone,Flute,Wooden Flute,Bassoon,Choir,Vibraphone,Music Box,Steel Drum,Marimba,Synth Lead,Synth Pad,Silent,Silent,Synth Lead,Synth Pad,Silent,Silent,piano,Electric Piano,Organ,Guitar,Electric Guitar,Bass,Pizzicato,Cello,Trombone,Clarinet,Saxophone,Flute,Wooden Flute,Bassoon,Choir,Vibraphone,Music Box,Steel Drum,Marimba,Synth 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Guitar,Bass,Pizzicato,Cello,Trombone,Clarinet,Saxophone,Flute,Wooden Flute,Bassoon,Choir,Vibraphone,Music Box,Steel Drum,Marimba,Synth Lead,Synth Pad,Silent,Silent,Synth Lead,Synth Pad,Silent,Silent,piano,Electric Piano,Organ,Guitar,Electric Guitar,Bass,Pizzicato,Cello,Trombone,Clarinet,Saxophone,Flute,Wooden Flute,Bassoon,Choir,Vibraphone,Music Box,Steel Drum,Marimba,Synth Lead,Synth Pad,Silent,Silent,piano,Electric Piano,Organ,Guitar,Electric Guitar,Bass,Pizzicato,Cello,Trombone,Clarinet,Saxophone,Flute,Wooden Flute,Bassoon,Choir,Vibraphone,Music Box,Steel Drum,Marimba,Synth Lead,Synth Pad,Silent,Silent,Synth Lead,Synth Pad,Silent,Silent,piano,Electric Piano,Organ,Guitar,Electric Guitar,Bass,Pizzicato,Cello,Trombone,Clarinet,Saxophone,Flute,Wooden Flute,Bassoon,Choir,Vibraphone,Music Box,Steel Drum,Marimba,Synth Lead,Synth Pad,Silent,Silent,piano,Electric Piano,Organ,Guitar,Electric Guitar,Bass,Pizzicato,Cello,Trombone,Clarinet,Saxophone,Flute,Wooden Flute,Bassoon,Choir,Vibraphone,Music Box,Steel Drum,Marimba,Synth Lead,Synth Pad,Silent,Silent,Synth Lead,Synth Pad,Silent,Silent,piano,Electric Piano,Organ,Guitar,Electric Guitar,Bass,Pizzicato,Cello,Trombone,Clarinet,Saxophone,Flute,Wooden Flute,Bassoon,Choir,Vibraphone,Music Box,Steel Drum,Marimba,Synth Lead,Synth Pad,Silent,Silent,piano,Electric Piano,Organ,Guitar,Electric Guitar,Bass,Pizzicato,Cello,Trombone,Clarinet,Saxophone,Flute,Wooden Flute,Bassoon,Choir,Vibraphone,Music Box,Steel Drum,Marimba,Synth Lead,Synth Pad,Silent,Silent,Synth Lead,Synth Pad,Silent,Silent,piano,Electric Piano,Organ,Guitar,Electric Guitar,Bass,Pizzicato,Cello,Trombone,Clarinet,Saxophone,Flute,Wooden Flute,Bassoon,Choir,Vibraphone,Music Box,Steel Drum,Marimba,Synth Lead,Synth Pad,Silent,Silent,piano,Electric Piano,Organ,Guitar,Electric Guitar,Bass,Pizzicato,Cello,Trombone,Clarinet,Saxophone,Flute,Wooden Flute,Bassoon,Choir,Vibraphone,Music Box,Steel Drum,Marimba,Synth Lead,Synth Pad,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent</list></variable><variable 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name="newlist"><list struct="atomic" id="16382"></list></variable><variable name="md"><l>1</l></variable><variable name="m"><l>go</l></variable><variable name="ptcs"><l>0</l></variable><variable name="L"><l>0</l></variable><variable name="R"><l>0</l></variable></variables></scene><scene name="Paint"><notes>Converted by Snapinator</notes><hidden> reportJSFunction reportPipe receiveUserEdit getPosition reportMousePosition doDefineBlock doSetBlockAttribute doDeleteBlock reportBlockAttribute reportThisContext</hidden><headers></headers><code></code><blocks><block-definition s="UNSUPPORTED: event_definition" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs></block-definition></blocks><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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category="control"><header></header><code></code><translations>de:für _ = _ bis _ _ in _ Sek. beschleunigt: _ _&#xD;ca:per _ = _ fins _ _ en _ segons de forma _ _&#xD;pt:para _ de _ a _ _ em _ s de forma _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%n">0</input><input type="%n">100</input><input type="%n">1</input><input type="%txt" readonly="true">linear<options>linear&#xD;quadratic={&#xD;quadratic-in&#xD;quadratic-out&#xD;quadratic-in-out&#xD;}&#xD;cubic={&#xD;cubic-in&#xD;cubic-out&#xD;cubic-in-out&#xD;}&#xD;quart={&#xD;quart-in&#xD;quart-out&#xD;quart-in-out&#xD;}&#xD;sinusoidal={&#xD;sine-in&#xD;sine-out&#xD;sine-in-out&#xD;}&#xD;elastic</options></input><input type="%ca"></input></inputs><script><block s="doSetVar"><l>i</l><block var="start"/></block><custom-block s="animate setter %cmdRing getter %repRing delta %n over %n secs easing %repRing"><block s="reifyScript"><script><block s="doSetVar"><l>i</l><l></l></block><block s="doRun"><block var="action"/><list></list></block></script><list></list></block><block s="reifyReporter"><autolambda><block var="i"/></autolambda><list></list></block><block s="reportDifference"><block var="end"/><block var="start"/></block><block var="time"/><block s="reportIfElse"><block s="reportIsA"><block var="easing"/><l><option>reporter</option></l></block><block var="easing"/><custom-block s="easing %txt"><block var="easing"/></custom-block></block></custom-block></script></block-definition><block-definition s="costume from text %&apos;text&apos; size %&apos;size&apos; (center pivot)" type="reporter" category="looks"><header></header><code></code><translations>de:Kostüm aus Text _ Größe _&#xD;pt:um traje com o texto _ de tamanho _&#xD;</translations><inputs><input type="%s">A</input><input type="%n">72</input></inputs><script><block s="doDeclareVariables"><list><l>costume</l><l>x</l><l>y</l><l>dir</l><l>cst</l><l>trails</l></list></block><block s="doSetVar"><l>x</l><block s="xPosition"></block></block><block s="doSetVar"><l>y</l><block s="yPosition"></block></block><block s="doSetVar"><l>dir</l><block s="direction"></block></block><block s="doSetVar"><l>cst</l><block s="getCostumeIdx"></block></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="doSwitchToCostume"><l><option>Turtle</option></l></block><block s="doSetVar"><l>trails</l><block s="reportPenTrailsAsCostume"></block></block><block s="clear"></block><block s="gotoXY"><block s="reportAttributeOf"><l><option>left</option></l><l>Stage</l></block><l>0</l></block><block s="write"><block var="text"/><block var="size"/></block><block s="gotoXY"><block s="reportQuotient"><block s="reportVariadicSum"><list><block s="reportAttributeOf"><l><option>left</option></l><l>Stage</l></block><block s="xPosition"></block></list></block><l>2</l></block><l>0</l></block><block s="doSetVar"><l>costume</l><block s="reportPenTrailsAsCostume"></block></block><block s="clear"></block><block s="doRun"><block s="reportJSFunction"><list><l>costume</l><l>name</l></list><l>costume.name = name;</l></block><list><block var="costume"/><block var="text"/></list></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doSwitchToCostume"><block var="trails"/></block><block s="doStamp"></block><block s="doSwitchToCostume"><block var="cst"/></block><block s="gotoXY"><block var="x"/><block var="y"/></block><block s="setHeading"><block var="dir"/></block><block s="doReport"><block var="costume"/></block></script><scripts><script x="218.57142857142858" y="250.54761904761884"><block s="reportAttributeOf"><l><option>left</option></l><l>Stage</l></block></script></scripts></block-definition><block-definition s="add %&apos;cst&apos; to my costumes" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%obj"></input></inputs><script><block s="doAddToList"><block var="cst"/><block s="reportGet"><l><option>costumes</option></l></block></block></script></block-definition><block-definition s="Delete all clones from this sprite" type="command" category="control"><comment x="0" y="0" w="174.2857142857143" collapsed="false">Delete all clones from the current sprite.&#xD;&#xD;Block by Loucheman</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doWarp"><script><block s="doForEach"><l>clone</l><block s="reportGet"><l><option>clones</option></l></block><script><block s="doTellTo"><block var="clone"/><block s="reifyScript"><script><block s="removeClone"></block></script><list></list></block><list></list></block></script></block></script></block></script></block-definition><block-definition s="Show all sprites" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doTellTo"><l>Stage</l><block s="reifyScript"><script><block s="doForEach"><l>sprites</l><block s="reportGet"><l><option>other sprites</option></l></block><script><block s="doTellTo"><block var="sprites"/><block s="reifyScript"><script><block s="show"></block></script><list></list></block><list></list></block></script></block></script><list></list></block><list></list></block></script></block-definition><block-definition s="Hide all sprites" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doTellTo"><l>Stage</l><block s="reifyScript"><script><block s="doForEach"><l>sprites</l><block s="reportGet"><l><option>other sprites</option></l></block><script><block s="doTellTo"><block var="sprites"/><block s="reifyScript"><script><block s="hide"></block></script><list></list></block><list></list></block></script></block></script><list></list></block><list></list></block></script></block-definition><block-definition s="is JS enable?" type="predicate" category="operators"><comment x="0" y="0" w="90" collapsed="false">return is javascript is enable&#xD;&#xD;Thk to Joecooldo </comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>JS?</l></list></block><block s="doApplyExtension"><l>err_try(cmd, catch, err)</l><list><block s="reifyScript"><script><block s="doSetVar"><l>JS?</l><block s="evaluate"><block s="reportJSFunction"><list></list><l>return true;</l></block><list></list></block></block></script><list></list></block><block s="reifyScript"><script><block s="doSetVar"><l>JS?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><list></list></block><l></l></list></block><block s="doApplyExtension"><l>err_reset</l><list></list></block><block s="doReport"><block var="JS?"/></block></script></block-definition><block-definition s="item at col: %&apos;col&apos; line: %&apos;row&apos; of %&apos;list&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%l"></input></inputs><script><block s="doReport"><block s="reportListItem"><block var="col"/><block s="reportListItem"><block var="row"/><block var="list"/></block></block></block></script></block-definition><block-definition s="MouseCoordinate" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportMouseX"></block><block s="reportMouseY"></block></list></block></block></script></block-definition><block-definition s="On Stage (pivot)?" type="predicate" category="sensing"><comment x="0" y="0" w="90" collapsed="false">Return true if the pivot (rotation center) is on the stage</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block s="reportIsA"><block s="reportGet"><l><option>self</option></l></block><l><option>sprite</option></l></block><script><block s="doReport"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThanOrEquals"><list><block s="xPosition"></block><block s="reportAttributeOf"><l><option>left</option></l><block s="reportGet"><l><option>stage</option></l></block></block></list></block><block s="reportVariadicAnd"><list><block s="reportVariadicLessThanOrEquals"><list><block s="xPosition"></block><block s="reportAttributeOf"><l><option>right</option></l><block s="reportGet"><l><option>stage</option></l></block></block></list></block><block s="reportVariadicAnd"><list><block s="reportVariadicLessThanOrEquals"><list><block s="yPosition"></block><block s="reportAttributeOf"><l><option>top</option></l><block s="reportGet"><l><option>stage</option></l></block></block></list></block><block s="reportVariadicGreaterThanOrEquals"><list><block s="yPosition"></block><block s="reportAttributeOf"><l><option>bottom</option></l><block s="reportGet"><l><option>stage</option></l></block></block></list></block></list></block></list></block></list></block></block></script><script><custom-block s="error %txt"><l>Don&apos;t run this into the stage !</l></custom-block></script></block></script><scripts><script x="256" y="227.20000000000002"><block s="reportAttributeOf"><l><option>left</option></l><block s="reportGet"><l><option>stage</option></l></block></block></script></scripts></block-definition><block-definition s="On Stage (sprite)?" type="predicate" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block s="reportIsA"><block s="reportGet"><l><option>self</option></l></block><l><option>sprite</option></l></block><script><block s="doReport"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThanOrEquals"><list><block s="reportAttributeOf"><l><option>right</option></l><block s="reportGet"><l><option>self</option></l></block></block><block s="reportAttributeOf"><l><option>left</option></l><block s="reportGet"><l><option>stage</option></l></block></block></list></block><block s="reportVariadicAnd"><list><block s="reportVariadicLessThanOrEquals"><list><block s="reportAttributeOf"><l><option>left</option></l><block s="reportGet"><l><option>self</option></l></block></block><block s="reportAttributeOf"><l><option>right</option></l><block s="reportGet"><l><option>stage</option></l></block></block></list></block><block s="reportVariadicAnd"><list><block s="reportVariadicLessThanOrEquals"><list><block s="reportAttributeOf"><l><option>bottom</option></l><block s="reportGet"><l><option>self</option></l></block></block><block s="reportAttributeOf"><l><option>top</option></l><block s="reportGet"><l><option>stage</option></l></block></block></list></block><block s="reportVariadicGreaterThanOrEquals"><list><block s="reportAttributeOf"><l><option>top</option></l><block 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s="reportAttributeOf"><l><option>left</option></l><block s="reportGet"><l><option>stage</option></l></block></block></list></block><block s="reportVariadicLessThanOrEquals"><list><block s="xPosition"></block><block s="reportAttributeOf"><l><option>right</option></l><block s="reportGet"><l><option>stage</option></l></block></block></list></block></list></block></block></script><script><custom-block s="error %txt"><l>Don&apos;t run this into the stage !</l></custom-block></script></block></script></block-definition><block-definition s="On Stage vertically (pivot)?" type="predicate" category="sensing"><comment x="0" y="0" w="90" collapsed="false">Return true if the pivot (rotation center) is on the stage (watch only y axis)</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block s="reportIsA"><block s="reportGet"><l><option>self</option></l></block><l><option>sprite</option></l></block><script><block s="doReport"><block s="reportVariadicAnd"><list><block s="reportVariadicLessThanOrEquals"><list><block s="yPosition"></block><block s="reportAttributeOf"><l><option>top</option></l><block s="reportGet"><l><option>stage</option></l></block></block></list></block><block s="reportVariadicGreaterThanOrEquals"><list><block s="yPosition"></block><block s="reportAttributeOf"><l><option>bottom</option></l><block s="reportGet"><l><option>stage</option></l></block></block></list></block></list></block></block></script><script><custom-block s="error %txt"><l>Don&apos;t run this into the stage !</l></custom-block></script></block></script></block-definition><block-definition s="PI" type="reporter" category="operators"><header></header><code></code><translations>pt:π&#xD;</translations><inputs></inputs><script><block s="doReport"><l>3.141592653589793</l></block></script></block-definition><block-definition s="degrees %&apos;radians&apos;" type="reporter" 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category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="min"/><block var="max"/></list></block><script><block s="doDeclareVariables"><list><l>SaveValue</l></list></block><block s="doSetVar"><l>SaveValue</l><block var="min"/></block><block s="doSetVar"><l>min</l><block var="max"/></block><block s="doSetVar"><l>max</l><block var="SaveValue"/></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportModulus"><block var="min"/><l>2</l></block><l>0</l></list></block><script><block s="doChangeVar"><l>min</l><l>2</l></block></script></block><block s="doIf"><block s="reportVariadicNotEquals"><list><block s="reportModulus"><block var="max"/><l>2</l></block><l>0</l></list></block><script><block s="doChangeVar"><l>max</l><l>1</l></block></script></block><block s="doReport"><block s="reportDifference"><custom-block s="pick random even number %n to %n"><block var="min"/><block var="max"/></custom-block><l>1</l></block></block></script></block-definition><block-definition s="pick random even number %&apos;min&apos; to %&apos;max&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="min"/><block var="max"/></list></block><script><block s="doDeclareVariables"><list><l>SaveValue</l></list></block><block s="doSetVar"><l>SaveValue</l><block var="min"/></block><block s="doSetVar"><l>min</l><block var="max"/></block><block s="doSetVar"><l>max</l><block var="SaveValue"/></block></script></block><block s="doReport"><block s="reportVariadicProduct"><list><block s="reportRandom"><block s="reportRound"><block s="reportQuotient"><block var="min"/><l>2</l></block></block><custom-block s="%n div %n"><block var="max"/><l>2</l></custom-block></block><l>2</l></list></block></block></script><scripts><comment x="362.8571428571429" y="47.28571428571428" w="90" collapsed="false">add comment here...</comment></scripts></block-definition><block-definition s="pick random %&apos;min&apos; to %&apos;max&apos; with %&apos;NbDecimale&apos; decimals" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n">1</input><input type="%n">2.5</input><input type="%n">2</input></inputs><script><block s="doReport"><custom-block s="Round %n to %n decimals"><block s="reportQuotient"><block s="reportRandom"><block s="reportVariadicProduct"><list><block var="min"/><block s="reportMonadic"><l><option>10^</option></l><block s="reportMonadic"><l><option>floor</option></l><block var="NbDecimale"/></block></block></list></block><block s="reportVariadicProduct"><list><block var="max"/><block s="reportMonadic"><l><option>10^</option></l><block s="reportMonadic"><l><option>floor</option></l><block var="NbDecimale"/></block></block></list></block></block><block s="reportMonadic"><l><option>10^</option></l><block s="reportMonadic"><l><option>floor</option></l><block var="NbDecimale"/></block></block></block><block var="NbDecimale"/></custom-block></block></script></block-definition><block-definition s="Round %&apos;number&apos; to %&apos;NbDecimals&apos; decimals" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n">10.12345</input><input type="%n">2</input></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportRound"><block s="reportVariadicProduct"><list><block var="number"/><block s="reportMonadic"><l><option>10^</option></l><block var="NbDecimals"/></block></list></block></block><block s="reportMonadic"><l><option>10^</option></l><block var="NbDecimals"/></block></block></block></script></block-definition><block-definition s="prev costume" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSwitchToCostume"><block s="reportIfElse"><block s="reportVariadicNotEquals"><list><block s="getCostumeIdx"></block><l>1</l></list></block><block s="reportDifference"><block s="getCostumeIdx"></block><l>1</l></block><block s="reportListAttribute"><l><option>length</option></l><block s="reportGet"><l><option>costumes</option></l></block></block></block></block></script></block-definition><block-definition s="simple message %&apos;message&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%mlt">This is a message !</input></inputs><script><custom-block s="save all sprite properties"></custom-block><block s="show"></block><block s="setEffect"><l><option>ghost</option></l><l>100</l></block><block s="gotoXY"><l>-60</l><l>-30</l></block><block s="doSwitchToCostume"><l><option>Turtle</option></l></block><block s="bubble"><block s="reportJoinWords"><list><block var="message"/><block s="reportUnicodeAsLetter"><l>10</l></block><block s="reportUnicodeAsLetter"><l>10</l></block><l>(Clic to continue)</l></list></block></block><block s="doWaitUntil"><block s="reportVariadicAnd"><list><block s="reportMouseDown"></block><custom-block s="On Stage position: %l"><block s="reportNewList"><list><block s="reportMouseX"></block><block s="reportMouseY"></block></list></block></custom-block></list></block></block><block s="doWaitUntil"><block s="reportNot"><block s="reportMouseDown"></block></block></block><custom-block s="restore all saved sprite properties keep vars? %b"><l><bool>false</bool></l></custom-block><block s="bubble"><l></l></block></script></block-definition><block-definition s="On Stage position: %&apos;position&apos;" type="predicate" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="reportListItem"><l>1</l><block var="position"/></block><block s="reportMonadic"><l><option>neg</option></l><block s="reportQuotient"><block s="reportListItem"><l>1</l><custom-block s="stage size"></custom-block></block><l>2</l></block></block></list></block><block s="reportVariadicLessThan"><list><block s="reportListItem"><l>1</l><block var="position"/></block><block s="reportQuotient"><block s="reportListItem"><l>1</l><custom-block s="stage size"></custom-block></block><l>2</l></block></list></block></list></block><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="reportListItem"><l>2</l><block var="position"/></block><block s="reportMonadic"><l><option>neg</option></l><block s="reportQuotient"><block s="reportListItem"><l>2</l><custom-block s="stage size"></custom-block></block><l>2</l></block></block></list></block><block s="reportVariadicLessThan"><list><block s="reportListItem"><l>2</l><block var="position"/></block><block s="reportQuotient"><block s="reportListItem"><l>2</l><custom-block s="stage size"></custom-block></block><l>2</l></block></list></block></list></block></list></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition><block-definition s="stage size" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><block s="reportAttributeOf"><l><option>height</option></l><block s="reportGet"><l><option>stage</option></l></block></block></list></block></block></script></block-definition><block-definition s="restore all saved sprite properties keep vars? %&apos;KeepVars&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%b">false</input></inputs><script><block s="doIf"><custom-block s="does var %s exist?"><l>@SaveShown</l></custom-block><script><block s="doIfElse"><block var="@SaveShown"/><script><block s="show"></block></script><script><block s="hide"></block></script></block></script></block><block s="doIf"><custom-block s="does var %s exist?"><l>@SaveX</l></custom-block><script><block s="setXPosition"><block var="@SaveX"/></block></script></block><block s="doIf"><custom-block s="does var %s exist?"><l>@SaveY</l></custom-block><script><block s="setYPosition"><block var="@SaveY"/></block></script></block><block s="doIf"><custom-block s="does var %s exist?"><l>@SaveDir</l></custom-block><script><block s="setHeading"><block var="@SaveDir"/></block></script></block><block s="doIf"><custom-block s="does var %s exist?"><l>@SaveCostume</l></custom-block><script><block s="doSwitchToCostume"><block var="@SaveCostume"/></block></script></block><block s="doIf"><custom-block s="does var %s exist?"><l>@SaveGhostEffect</l></custom-block><script><block s="setEffect"><l><option>ghost</option></l><block var="@SaveGhostEffect"/></block></script></block><block s="doIf"><custom-block s="does var %s exist?"><l>@SaveColor</l></custom-block><script><block s="setEffect"><l><option>color</option></l><block var="@SaveColor"/></block></script></block><block s="doIf"><custom-block s="does var %s exist?"><l>@SaveSaturation</l></custom-block><script><block s="setEffect"><l><option>saturation</option></l><block var="@SaveSaturation"/></block></script></block><block s="doIf"><custom-block s="does var %s exist?"><l>@SaveBrightness</l></custom-block><script><block s="setEffect"><l><option>brightness</option></l><block var="@SaveBrightness"/></block></script></block><block s="doIf"><custom-block s="does var %s exist?"><l>@SaveFisheye</l></custom-block><script><block s="setEffect"><l><option>fisheye</option></l><block var="@SaveFisheye"/></block></script></block><block s="doIf"><custom-block s="does var %s exist?"><l>@SaveWhirl</l></custom-block><script><block s="setEffect"><l><option>whirl</option></l><block var="@SaveWhirl"/></block></script></block><block s="doIf"><custom-block s="does var %s exist?"><l>@SaveNegative</l></custom-block><script><block s="setEffect"><l><option>negative</option></l><block var="@SaveNegative"/></block></script></block><block s="doIf"><custom-block s="does var %s exist?"><l>@SaveMosaic</l></custom-block><script><block s="setEffect"><l><option>mosaic</option></l><block var="@SaveMosaic"/></block></script></block><block s="doIf"><custom-block s="does var %s exist?"><l>@SavePixelate</l></custom-block><script><block s="setEffect"><l><option>pixelate</option></l><block var="@SavePixelate"/></block></script></block><block s="fork"><block s="reifyScript"><script><block s="doIf"><block s="reportNot"><block var="KeepVars"/></block><script><custom-block s="delete var %txt"><l>@SaveShown</l></custom-block><custom-block s="delete var %txt"><l>@SaveX</l></custom-block><custom-block s="delete var %txt"><l>@SaveY</l></custom-block><custom-block s="delete var %txt"><l>@SaveDir</l></custom-block><custom-block s="delete var %txt"><l>@SaveCostume</l></custom-block><custom-block s="delete var %txt"><l>@SaveGhostEffect</l></custom-block><custom-block s="delete var %txt"><l>@SaveColor</l></custom-block><custom-block s="delete var %txt"><l>@SaveSaturation</l></custom-block><custom-block s="delete var %txt"><l>@SaveBrightness</l></custom-block><custom-block s="delete var %txt"><l>@SaveFisheye</l></custom-block><custom-block s="delete var %txt"><l>@SaveWhirl</l></custom-block><custom-block s="delete var %txt"><l>@SaveNegative</l></custom-block><custom-block s="delete var %txt"><l>@SaveMosaic</l></custom-block><custom-block s="delete var %txt"><l>@SavePixelate</l></custom-block></script></block></script><list></list></block><list></list></block></script></block-definition><block-definition s="does var %&apos;_name&apos; exist?" type="predicate" category="variables"><comment x="0" y="0" w="146" collapsed="false">This block reports &quot;true&quot; if there is a variable with this given name (input slot) in that context.&#xD;&#xD;It can be a global, sprite or script variable.&#xD;&#xD;Otherwise it reports &quot;false&quot;.</comment><header></header><code></code><translations>pt:a variável _ existe&#xD;ca:existeix la variable _ ?&#xD;es:existe la variable _ ?&#xD;de:existiert var _ ?&#xD;</translations><inputs><input type="%s"></input></inputs><script><block s="doApplyExtension"><l>err_try(cmd, catch, err)</l><list><block s="reifyScript"><script><block s="doApplyExtension"><l>err_ignore</l><list><block s="reportApplyExtension"><l>var_get(name)</l><list><block var="_name"/></list></block></list></block><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><list></list></block><block s="reifyScript"><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><list></list></block><l></l></list></block><block s="doApplyExtension"><l>err_reset</l><list></list></block></script></block-definition><block-definition s="delete var %&apos;var&apos;" type="command" category="variables"><header></header><code></code><translations></translations><inputs><input type="%txt">MySpriteVar</input></inputs><script><block s="doApplyExtension"><l>var_delete(name)</l><list><block var="var"/></list></block></script></block-definition><block-definition s="save all sprite properties" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="create sprite var %txt defaut %s"><l>@SaveShown</l><block s="reportShown"></block></custom-block><custom-block s="create sprite var %txt defaut %s"><l>@SaveX</l><block s="xPosition"></block></custom-block><custom-block s="create sprite var %txt defaut %s"><l>@SaveY</l><block s="yPosition"></block></custom-block><custom-block s="create sprite var %txt defaut %s"><l>@SaveDir</l><block s="direction"></block></custom-block><custom-block s="create sprite var %txt defaut %s"><l>@SaveCostume</l><block s="getCostumeIdx"></block></custom-block><custom-block s="create sprite var %txt defaut %s"><l>@SaveGhostEffect</l><block s="getEffect"><l><option>ghost</option></l></block></custom-block><custom-block s="create sprite var %txt defaut %s"><l>@SaveColor</l><block s="getEffect"><l><option>color</option></l></block></custom-block><custom-block s="create sprite var %txt defaut %s"><l>@SaveSaturation</l><block s="getEffect"><l><option>saturation</option></l></block></custom-block><custom-block s="create sprite var %txt defaut %s"><l>@SaveBrightness</l><block s="getEffect"><l><option>brightness</option></l></block></custom-block><custom-block s="create sprite var %txt defaut %s"><l>@SaveFisheye</l><block s="getEffect"><l><option>fisheye</option></l></block></custom-block><custom-block s="create sprite var %txt defaut %s"><l>@SaveWhirl</l><block s="getEffect"><l><option>whirl</option></l></block></custom-block><custom-block s="create sprite var %txt defaut %s"><l>@SaveNegative</l><block s="getEffect"><l><option>negative</option></l></block></custom-block><custom-block s="create sprite var %txt defaut %s"><l>@SaveMosaic</l><block s="getEffect"><l><option>mosaic</option></l></block></custom-block><custom-block s="create sprite var %txt defaut %s"><l>@SavePixelate</l><block s="getEffect"><l><option>pixelate</option></l></block></custom-block></script></block-definition><block-definition s="create sprite var %&apos;var&apos; defaut %&apos;defaut&apos;" type="command" category="variables"><header></header><code></code><translations></translations><inputs><input type="%txt">MySpriteVar</input><input type="%s"></input></inputs><script><block s="doIf"><block s="reportNot"><custom-block s="does var %s exist?"><block var="var"/></custom-block></block><script><custom-block s="create %s var %mult%txt"><l>sprite</l><list><block var="var"/></list></custom-block></script></block><custom-block s="set var %s to %s"><block var="var"/><block var="defaut"/></custom-block></script></block-definition><block-definition s="create %&apos;_scope&apos; var %&apos;_names&apos;" type="command" category="variables"><comment x="0" y="0" w="146" collapsed="false">This block creates  new variables on the selected scope: global (for all sprites), sprite (for this sprite only) or script (only for that blocks stack) with the names given (in &apos;names&apos; list).&#xD;&#xD;If there is already a variable with that name in that scope, it does nothing: no errors and no overwrites.</comment><header></header><code></code><translations>pt:cria as variáveis _ _&#xD;ca:crea les _ variables _&#xD;es:crear las _ variables _&#xD;de:erstellen _ var _&#xD;</translations><inputs><input type="%s" readonly="true">global<options>global&#xD;sprite&#xD;script</options></input><input type="%mult%txt"></input></inputs><script><block s="doWarp"><script><block s="doForEach"><l>_item</l><block var="_names"/><script><block s="doApplyExtension"><l>var_declare(scope, name)</l><list><block var="_scope"/><block var="_item"/></list></block></script></block></script></block></script></block-definition><block-definition s="set var %&apos;_name&apos; to %&apos;_value&apos;" type="command" category="variables"><comment x="0" y="0" w="240.4931640625" collapsed="false">This block sets the given value (last input) to the variable named with the name givent (var input).&#xD;&#xD;It looks for that variable following the scope order &apos;script&apos; -&gt; &apos;sprite&apos; -&gt; &apos;global&apos; (the first match it finds).&#xD;&#xD;If that variable does not exist (in any scope) an error happens, stopping their script. You can check it before using the &quot;does var (name) exists?&quot; block. </comment><header></header><code></code><translations>ca:assigna a _ el valor _&#xD;es:asignar a _ el valor _&#xD;pt:altera _ para _&#xD;de:setze var _ auf _&#xD;</translations><inputs><input type="%s"><options>§_getVarNamesDict</options></input><input type="%s"></input></inputs><script><block s="doApplyExtension"><l>var_set(name, val)</l><list><block var="_name"/><block var="_value"/></list></block></script></block-definition><block-definition s="remap value %&apos;value&apos; from range %&apos;int1a&apos; , %&apos;int1b&apos; to range %&apos;int2a&apos; , %&apos;int2b&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="int1a"/><block var="int1b"/></list></block><script><custom-block s="error %txt"><l>int1a should be different of int1b</l></custom-block></script></block><block s="doReport"><block s="reportVariadicSum"><list><block var="int2a"/><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="value"/><block var="int1a"/></block><block s="reportQuotient"><block s="reportDifference"><block var="int2b"/><block var="int2a"/></block><block s="reportDifference"><block var="int1b"/><block var="int1a"/></block></block></list></block></list></block></block></script><scripts><comment x="497.7705078125" y="22" w="424.0000000000001" collapsed="false">Remap a value from a original range of value to another range of value.&#xD;&#xD;example:&#xD;you have a value in a range of 0 to 5 and you want to transpose this value to another range of values 0 -100.&#xD;&#xD;in this case:&#xD;if value = 0 return 0&#xD;if value = 3 return 60&#xD;if value = 5 return 100&#xD;&#xD;another example:&#xD;you want to do 2.5D (size change with y position)&#xD;you can remap the y position of your sprite to obtain the size of your object&#xD;remap &quot;y position&quot; from range -180 to 180 to range 100 to 10&#xD;&#xD;if y position = -180 return 100 (the size)&#xD;if y position = 100 return 30&#xD;if y position = 180 return 10&#xD;use the result to change the size of your sprite !&#xD;&#xD;Block by Loucheman&#xD;&#xD;See example at: https://snap.berkeley.edu/snap/snap.html#present:Username=loucheman&amp;ProjectName=remap%20value&amp;editMode&amp;noRun</comment></scripts></block-definition><block-definition s="value %&apos;Value&apos; in range %&apos;Range1&apos; to %&apos;Range2&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportVariadicLessThanOrEquals"><list><block var="Range1"/><block var="Range2"/></list></block><script><block s="doReport"><block s="reportIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThanOrEquals"><list><block var="Value"/><block var="Range1"/></list></block><block s="reportVariadicLessThanOrEquals"><list><block var="Value"/><block var="Range2"/></list></block></list></block><block s="reportBoolean"><l><bool>true</bool></l></block><block s="reportBoolean"><l><bool>false</bool></l></block></block></block></script><script><block s="doReport"><block s="reportIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThanOrEquals"><list><block var="Value"/><block var="Range2"/></list></block><block s="reportVariadicLessThanOrEquals"><list><block var="Value"/><block var="Range1"/></list></block></list></block><block s="reportBoolean"><l><bool>true</bool></l></block><block s="reportBoolean"><l><bool>false</bool></l></block></block></block></script></block></script></block-definition><block-definition s="set stage size w: %&apos;sizeH&apos; h: %&apos;sizeV&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%n">480</input><input type="%n">360</input></inputs><script><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/SciSnapExtensions.js</l></list></block><block s="doApplyExtension"><l>SciS_setvalue(which,value)</l><list><l>Stage size</l><block s="reportNewList"><list><block var="sizeH"/><block var="sizeV"/></list></block></list></block></script></block-definition><block-definition s="insert substring %&apos;substring&apos; to string %&apos;string&apos; str at pos %&apos;pos&apos;" type="reporter" category="operators"><comment x="0" y="0" w="90" collapsed="false">by Loucheman&#xD;&#xD;Insert a substring into a string at a defined position</comment><header></header><code></code><translations></translations><inputs><input type="%txt"></input><input type="%txt"></input><input type="%n"></input></inputs><script><block s="doSetVar"><l>pos</l><block s="reportMonadic"><l><option>floor</option></l><block var="pos"/></block></block><block s="doIfElse"><block s="reportVariadicLessThanOrEquals"><list><block var="pos"/><l>1</l></list></block><script><block s="doReport"><block s="reportJoinWords"><list><block var="substring"/><block var="string"/></list></block></block></script><script><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><block var="pos"/><block s="reportStringSize"><block var="string"/></block></list></block><script><block s="doReport"><block s="reportJoinWords"><list><block var="string"/><block var="substring"/></list></block></block></script><script><block s="doReport"><block s="reportJoinWords"><list><block s="reportLetter"><block s="reportNumbers"><l>1</l><block s="reportDifference"><block var="pos"/><l>1</l></block></block><block var="string"/></block><block var="substring"/><block s="reportLetter"><block s="reportNumbers"><block var="pos"/><block s="reportStringSize"><block var="string"/></block></block><block var="string"/></block></list></block></block></script></block></script></block></script><scripts><script x="175.71428571428572" y="269.47619047619116"><block s="reportJoinWords"><list><l>hello </l><l>world</l></list></block></script><script x="303.2857142857142" y="274.45238095238085"><block s="reportVariadicSum"><list><l></l><l>1</l></list></block></script></scripts></block-definition><block-definition s="// %&apos;commentaire&apos; %&apos;code&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%mlt"></input><input type="%cs"></input></inputs><script><block s="doRun"><block var="code"/><list></list></block></script></block-definition><block-definition s="position" type="reporter" category="motion"><comment x="0" y="0" w="157.14285714285714" collapsed="false">Return the x.y position of a sprite</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportIfElse"><block s="reportVariadicNotEquals"><list><block s="reportGet"><l><option>self</option></l></block><block s="reportGet"><l><option>stage</option></l></block></list></block><block s="reportNewList"><list><block s="xPosition"></block><block s="yPosition"></block></list></block><block s="reportNewList"><list><l>0</l><l>0</l></list></block></block><comment w="90" collapsed="true">If into stage: return 0,0</comment></block></script></block-definition><block-definition s="key pressed" type="reporter" category="sensing"><variables><list struct="atomic" id="19902">LastKeys</list></variables><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="LastKeys"/><l>0</l></list></block><script><block s="doSetVar"><l>LastKeys</l><block s="reportNewList"><list></list></block></block></script></block><block s="doWarp"><script><custom-block s="let %upvar be %s"><l>currentKeysPressed</l><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportKeyPressed"><l></l></block></autolambda><list></list></block><block s="reportConcatenatedLists"><list><block s="reportNewList"><list><l>control</l><l>shift</l><l>alt</l><l>()lock</l><l>func</l><l>space</l></list></block><block s="reportNewList"><list><l>up arrow</l><l>down arrow</l><l>left arrow</l><l>right arrow</l></list></block><block s="reportUnicodeAsLetter"><block s="reportNumbers"><l>33</l><l>126</l></block></block></list></block></block></custom-block></script></block><block s="doSetVar"><l>LastKeys</l><custom-block s="pipe %s $arrowRight %mult%repRing"><block var="LastKeys"/><list><block s="reifyReporter"><autolambda><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportListContainsItem"><block var="currentKeysPressed"/><block var="value"/></block></autolambda><list><l>value</l><l>index</l><l>list</l></list></block><block var="LastKeys"/></block></autolambda><list></list></block><block s="reifyReporter"><autolambda><block s="reportConcatenatedLists"><list><l/><block var="currentKeysPressed"/></list></block></autolambda><list></list></block><block s="reifyReporter"><autolambda><custom-block s="$flash remove duplicates from %l"><l/></custom-block></autolambda><list></list></block></list></custom-block></block><block s="doReport"><block var="LastKeys"/></block></script></block-definition><block-definition s="let %&apos;var&apos; be %&apos;val&apos;" type="command" category="other"><comment x="0" y="0" w="183.33333333333337" collapsed="false">LET (FOO) BE (5)&#xD;is equivalent to&#xD;SCRIPT VARIABLES (FOO)&#xD;SET (FOO) TO (5)</comment><header></header><code></code><translations>pt:cria a variável de guião _ com valor _&#xD;</translations><inputs><input type="%upvar"></input><input type="%s"></input></inputs><script><block s="doSetVar"><l>var</l><block var="val"/></block></script></block-definition><block-definition s="$flash remove duplicates from %&apos;data&apos;" type="reporter" category="lists"><comment x="0" y="0" w="209" collapsed="false">Reports a new list whose items are the same as in the input list, except that if two or more equal items appear in the input list, only the last one is kept in the result.</comment><header></header><code></code><translations>ca:elimina els duplicats de _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>1</l><block s="reportListAttribute"><l><option>columns</option></l><block s="reportApplyExtension"><l>dta_analyze(list)</l><list><block var="data"/></list></block></block></block></block></script></block-definition><block-definition s="pipe %&apos;value&apos; $arrowRight %&apos;pipe&apos;" type="reporter" category="control"><header></header><code></code><translations>pt:a aplicação a _ de _&#xD;</translations><inputs><input type="%s"></input><input type="%mult%repRing"></input></inputs><script><block s="doIf"><block s="reportListIsEmpty"><block var="pipe"/></block><script><block s="doReport"><block var="value"/></block></script></block><block s="doReport"><custom-block s="pipe %s $arrowRight %mult%repRing"><block s="evaluate"><block s="reportListItem"><l>1</l><block var="pipe"/></block><list><block var="value"/></list></block><block s="reportCDR"><block var="pipe"/></block></custom-block></block></script></block-definition><block-definition s="pick random (real) %&apos;n1&apos; to %&apos;n2&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n">0</input><input type="%n">1</input></inputs><script><block s="doDeclareVariables"><list><l>a</l></list></block><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicEquals"><list><block s="reportModulus"><block var="n1"/><l>1</l></block><l>.5</l></list></block><block s="reportVariadicEquals"><list><block s="reportModulus"><block var="n2"/><l>1</l></block><l>.5</l></list></block></list></block><script><block s="doSetVar"><l>a</l><l>.6</l></block></script><script><block s="doSetVar"><l>a</l><l>.5</l></block></script><comment w="153.57142857142858" collapsed="false">By adding 0.5 or 0.6, the &quot;pick random&quot; is switching to the real world...&#xD;If (n1+.5) and (n2+.5  (2 integers)), adding .6 instead...</comment></block><block s="doReport"><block s="reportDifference"><block s="reportRandom"><block s="reportVariadicSum"><list><block var="n1"/><block var="a"/></list></block><block s="reportVariadicSum"><list><block var="n2"/><block var="a"/></list></block></block><block var="a"/></block></block></script></block-definition><block-definition s="dash line %&apos;pos1&apos; %&apos;pos2&apos; dot type %&apos;type&apos; flat line ends: %&apos;flat line ends&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%l"></input><input type="%txt" readonly="true">small<options>small&#xD;medium&#xD;large&#xD;x-large</options></input><input type="%b">false</input></inputs><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="type"/><l>x-large</l></list></block><script><block s="doSetVar"><l>type</l><l>4</l></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="type"/><l>large</l></list></block><script><block s="doSetVar"><l>type</l><l>3</l></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="type"/><l>medium</l></list></block><script><block s="doSetVar"><l>type</l><l>2</l></block></script><script><block s="doSetVar"><l>type</l><l>1</l></block></script></block></script></block></script></block><block s="doDeclareVariables"><list><l>saveFlatLineEnds</l><l>dist</l><l>dotLength</l><l>spaceLength</l><l>nbSegment</l><l>nbDot</l><l>nbSpace</l></list></block><block s="doSetVar"><l>saveFlatLineEnds</l><block s="reportGlobalFlag"><l><option>flat line ends</option></l></block></block><block s="doSetVar"><l>dist</l><custom-block s="distance between %s %s"><block var="pos1"/><block var="pos2"/></custom-block></block><block s="doSetVar"><l>dotLength</l><block s="reportVariadicProduct"><list><block s="getPenAttribute"><l><option>size</option></l></block><block var="type"/></list></block></block><block s="doSetVar"><l>nbSegment</l><block s="reportIfElse"><block s="reportVariadicEquals"><list><block s="reportModulus"><block s="reportRound"><block s="reportQuotient"><block var="dist"/><block var="dotLength"/></block></block><l>2</l></block><l>1</l></list></block><block s="reportRound"><block s="reportQuotient"><block var="dist"/><block var="dotLength"/></block></block><block s="reportVariadicSum"><list><block s="reportRound"><block s="reportQuotient"><block var="dist"/><block var="dotLength"/></block></block><l>1</l></list></block></block><comment w="90" collapsed="false">should be odd...</comment></block><block s="doSetVar"><l>nbSpace</l><custom-block s="%n div %n"><block var="nbSegment"/><l>2</l></custom-block></block><block s="doSetVar"><l>nbDot</l><block s="reportDifference"><block var="nbSegment"/><block var="nbSpace"/></block></block><block s="doSetVar"><l>spaceLength</l><block s="reportQuotient"><block s="reportDifference"><block var="dist"/><block s="reportVariadicProduct"><list><block var="nbDot"/><block var="dotLength"/></list></block></block><block var="nbSpace"/></block></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><block var="flat line ends"/></block><block s="doIfElse"><block var="flat line ends"/><script><block s="doGotoObject"><block var="pos1"/></block><block s="doFaceTowards"><block var="pos2"/></block><block s="down"></block><block s="forward"><block var="dotLength"/></block><block s="up"></block><block s="doRepeat"><block var="nbSpace"/><script><block s="forward"><block var="spaceLength"/></block><block s="down"></block><block s="forward"><block var="dotLength"/></block><block s="up"></block></script></block></script><script><block s="doGotoObject"><block var="pos1"/></block><block s="doFaceTowards"><block var="pos2"/></block><block s="forward"><block s="reportQuotient"><block s="getPenAttribute"><l><option>size</option></l></block><l>2</l></block></block><block s="down"></block><block s="forward"><block s="reportDifference"><block var="dotLength"/><block s="getPenAttribute"><l><option>size</option></l></block></block></block><block s="doRepeat"><block var="nbSpace"/><script><block s="up"></block><block s="forward"><block s="reportVariadicSum"><list><block var="spaceLength"/><block s="getPenAttribute"><l><option>size</option></l></block></list></block></block><block s="down"></block><block s="forward"><block s="reportDifference"><block var="dotLength"/><block s="getPenAttribute"><l><option>size</option></l></block></block></block></script></block><block s="up"></block></script></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><block var="saveFlatLineEnds"/></block></script><scripts><script x="435" y="962.2000000000002"><block s="doGotoObject"><block var="pos1"/></block><block s="doFaceTowards"><block var="pos2"/></block><block s="forward"><block s="reportQuotient"><block var="dotLength"/><l>2</l></block></block><block s="down"></block><block s="forward"><l>0</l></block><block s="doRepeat"><block var="nbSpace"/><script><block s="up"></block><block s="forward"><block s="reportVariadicSum"><list><block var="dotLength"/><block var="spaceLength"/></list></block></block><block s="down"></block><block s="forward"><l>0</l></block></script></block><block s="up"></block></script><script x="312" y="1105.333333333333"><block var="dotLength"/></script><script x="309" y="1144"><block s="forward"><l>0</l></block></script><script x="386" y="443.19999999999993"><block s="doIf"><l><bool>false</bool></l><script><block s="doShowVar"><l>dist</l></block><block s="doShowVar"><l>dotLength</l></block><block s="doShowVar"><l>spaceLength</l></block><block s="doShowVar"><l>nbSegment</l></block><block s="doShowVar"><l>nbDot</l></block><block s="doShowVar"><l>nbSpace</l></block><block s="doPauseAll"></block><block s="doHideVar"><l>dist</l></block><block s="doHideVar"><l>dotLength</l></block><block s="doHideVar"><l>spaceLength</l></block><block s="doHideVar"><l>nbSegment</l></block><block s="doHideVar"><l>nbDot</l></block><block s="doHideVar"><l>nbSpace</l></block></script></block></script><script x="309" y="885.5333333333335"><block s="doGotoObject"><block s="reportNewList"><list><l>80</l><l>0</l></list></block></block></script></scripts></block-definition><block-definition s="line %&apos;pos1&apos; %&apos;pos2&apos; flat line ends: %&apos;flat line ends&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%l"></input><input type="%b">false</input></inputs><script><block s="doDeclareVariables"><list><l>saveFlatLineEnds</l></list></block><block s="doSetVar"><l>saveFlatLineEnds</l><block s="reportGlobalFlag"><l><option>flat line ends</option></l></block></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><block var="flat line ends"/></block><block s="doIfElse"><block var="flat line ends"/><script><block s="up"></block><block s="doGotoObject"><block var="pos1"/></block><block s="down"></block><block s="doGotoObject"><block var="pos2"/></block><block s="up"></block></script><script><block s="up"></block><block s="doGotoObject"><block var="pos1"/></block><block s="doFaceTowards"><block var="pos2"/></block><block s="forward"><block s="reportQuotient"><block s="getPenAttribute"><l><option>size</option></l></block><l>2</l></block></block><block s="down"></block><block s="forward"><block s="reportDifference"><custom-block s="distance between %s %s"><block var="pos1"/><block var="pos2"/></custom-block><block s="getPenAttribute"><l><option>size</option></l></block></block></block><block s="up"></block></script></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><block var="saveFlatLineEnds"/></block></script><scripts><script x="278.42857142857133" y="412.78571428571325"><block s="doGotoObject"><block var="pos2"/></block></script><script x="268.85714285714266" y="312.73809523809433"><block s="reportQuotient"><l></l><l>2</l></block></script></scripts></block-definition><block-definition s="distance between %&apos;param1&apos; %&apos;param2&apos;" type="reporter" category="sensing"><comment x="0" y="0" w="163.57142857142858" collapsed="false">Calculate the distance between 2 positions (x1y1 -&gt; x2y2) or 2 objects.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>x1</l><l>y1</l><l>x2</l><l>y2</l></list></block><custom-block s="// %mlt"><l>Détermine x1y1</l></custom-block><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportIsA"><block var="param1"/><l><option>list</option></l></block><block s="reportVariadicAnd"><list><block s="reportVariadicEquals"><list><block s="reportListAttribute"><l><option>length</option></l><block var="param1"/></block><l>2</l></list></block><block s="reportVariadicAnd"><list><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="param1"/></block><l><option>number</option></l></block><block s="reportIsA"><block s="reportListItem"><l>2</l><block var="param1"/></block><l><option>number</option></l></block></list></block></list></block></list><comment w="90" collapsed="false">Si le paramètre est une coordonnée</comment></block><script><block s="doSetVar"><l>x1</l><block s="reportListItem"><l>1</l><block var="param1"/></block></block><block s="doSetVar"><l>y1</l><block s="reportListItem"><l>2</l><block var="param1"/></block></block></script><script><block s="doIfElse"><block s="reportIsA"><block var="param1"/><l><option>sprite</option></l><comment w="90" collapsed="false">Si le paramètre est un sprite</comment></block><script><block s="doSetVar"><l>x1</l><block s="reportAttributeOf"><l><option>x position</option></l><block var="param1"/></block></block><block s="doSetVar"><l>y1</l><block s="reportAttributeOf"><l><option>y position</option></l><block var="param1"/></block></block></script><script><custom-block s="error %txt"><l>Parameter 1 : must be a sprite or a list (x,y)</l></custom-block></script></block></script></block><custom-block s="// %mlt"><l>Détermine x2y2</l></custom-block><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportIsA"><block var="param2"/><l><option>list</option></l></block><block s="reportVariadicAnd"><list><block s="reportVariadicEquals"><list><block s="reportListAttribute"><l><option>length</option></l><block var="param2"/></block><l>2</l></list></block><block s="reportVariadicAnd"><list><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="param2"/></block><l><option>number</option></l></block><block s="reportIsA"><block s="reportListItem"><l>2</l><block var="param2"/></block><l><option>number</option></l></block></list></block></list></block></list><comment w="90" collapsed="false">Si le paramètre est une coordonnée</comment></block><script><block s="doSetVar"><l>x2</l><block s="reportListItem"><l>1</l><block var="param2"/></block></block><block s="doSetVar"><l>y2</l><block s="reportListItem"><l>2</l><block var="param2"/></block></block></script><script><block s="doIfElse"><block s="reportIsA"><block var="param2"/><l><option>sprite</option></l><comment w="90" collapsed="false">Si le paramètre est un sprite</comment></block><script><block s="doSetVar"><l>x2</l><block s="reportAttributeOf"><l><option>x position</option></l><block var="param2"/></block></block><block s="doSetVar"><l>y2</l><block s="reportAttributeOf"><l><option>y position</option></l><block var="param2"/></block></block></script><script><custom-block s="error %txt"><l>Parameter 2 : must be a sprite or a list (x,y)</l></custom-block></script></block></script></block><custom-block s="// %mlt"><l>Pytagore:on trouve la longueur de l&apos;hypoténuse</l></custom-block><block s="doReport"><block s="reportMonadic"><l><option>sqrt</option></l><block s="reportVariadicSum"><list><block s="reportPower"><block s="reportDifference"><block var="x1"/><block var="x2"/></block><l>2</l></block><block s="reportPower"><block s="reportDifference"><block var="y1"/><block var="y2"/></block><l>2</l></block></list></block></block></block></script></block-definition><block-definition s="// %&apos;rem&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%mlt"></input></inputs></block-definition><block-definition s="costume from commands %&apos;commands&apos;" type="reporter" category="looks"><comment x="0" y="0" w="125.71428571428571" collapsed="false">Return a costume from commands.Last position will be the pivot.&#xD;&#xD;ex:&#xD;goto 0,0&#xD;pen down&#xD;move 10&#xD;rotate 90&#xD;move 10</comment><header></header><code></code><translations>de:Kostüm aus Text _ Größe _&#xD;pt:um traje com o texto _ de tamanho _&#xD;ca:vestit amb el text _ i mida _&#xD;</translations><inputs><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>costume</l><l>x</l><l>y</l><l>dir</l><l>cst</l><l>trails</l><l>pen state</l></list></block><block s="doSetVar"><l>x</l><block s="xPosition"></block></block><block s="doSetVar"><l>y</l><block s="yPosition"></block></block><block s="doSetVar"><l>dir</l><block s="direction"></block></block><block s="doSetVar"><l>cst</l><block s="reportGet"><l><option>costume</option></l></block></block><block s="doSetVar"><l>pen state</l><block s="getPenDown"></block></block><block s="up"></block><block s="doGotoObject"><l><option>center</option></l></block><block s="setHeading"><l>90</l></block><block s="doSwitchToCostume"><l><option>Turtle</option></l></block><block s="doSetVar"><l>trails</l><block s="reportPenTrailsAsCostume"></block></block><block s="clear"></block><block s="doRun"><block var="commands"/><list></list></block><block s="doSetVar"><l>costume</l><block s="reportPenTrailsAsCostume"></block></block><block s="clear"></block><block s="doGotoObject"><l><option>center</option></l></block><block s="doSwitchToCostume"><block var="trails"/></block><block s="doStamp"></block><block s="doSwitchToCostume"><block var="cst"/></block><block s="gotoXY"><block var="x"/><block var="y"/></block><block s="setHeading"><block var="dir"/></block><block s="doIf"><block var="pen state"/><script><block s="down"></block></script></block><block s="doReport"><block var="costume"/></block></script></block-definition><block-definition s="right mouse down?" type="predicate" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list></list><l>return this.world().hand.mouseButton === "right";</l></block><list></list></block></block></script></block-definition><block-definition s="$find-1-0-0-0 %&apos;search block&apos; $in-1-0-0-0 $project-1-0-0-0" type="reporter" category="IDE tools"><comment x="0" y="0" w="270.75162760416674" collapsed="false">Finds each instance of a block or variable in a project and shows the script(s) it is in (minus any hat block)&#xD;&#xD;If you enter plain text, it will return scripts that contain that text.&#xD;&#xD;Note:  You need to right-click and ringify the block/variable being searched for</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>result</l></list></block><block s="doIf"><block s="reportNot"><block s="reportVariadicOr"><list><block s="reportIsA"><block var="search block"/><l><option>text</option></l></block><block s="reportIsA"><block var="search block"/><l><option>number</option></l></block></list></block></block><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="search block"/><l><option>blocks</option></l></block></block><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block s="reifyReporter"><autolambda><block var="result"/></autolambda><list></list></block><l><option>blocks</option></l></block></block></list></block><script><block s="doSetVar"><l>search block</l><block s="reportListItem"><l>2</l><block s="reportTextSplit"><block var="search block"/><l><option>blocks</option></l></block></block></block></script><script><block s="doSetVar"><l>search block</l><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="search block"/><l><option>blocks</option></l></block></block></block></script></block></script></block><block s="doSetVar"><l>result</l><block s="reportConcatenatedLists"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportNewList"><list><block s="reportListItem"><l>1</l><block var="key"/></block><l></l></list></block></autolambda><list></list></block><block s="reportCDR"><block var="key"/></block></block></autolambda><list><l>key</l></list></block><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportVariadicGreaterThan"><list><block s="reportListAttribute"><l><option>length</option></l><block var="result"/></block><l>1</l></list></block></autolambda><list><l>result</l></list></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportConcatenatedLists"><list><block s="reportNewList"><list><block s="reportAskFor"><block var="sprite ref"/><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>name</option></l></block></autolambda><list></list></block><list></list></block></list></block><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportListContainsItem"><block s="reportListAttribute"><l><option>flatten</option></l><block s="reportTextSplit"><block var="value"/><l><option>blocks</option></l></block></block><block var="search block"/></block></autolambda><list><l>value</l></list></block><block s="reportAskFor"><block var="sprite ref"/><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>scripts</option></l></block></autolambda><list></list></block><list></list></block></block></list></block></autolambda><list><l>sprite ref</l></list></block><block s="reportCONS"><block s="reportGet"><l><option>self</option></l></block><block s="reportCONS"><block s="reportGet"><l><option>stage</option></l></block><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><block s="reportAskFor"><block var="all sprites"/><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>parent</option></l></block></autolambda><list></list></block><list></list></block><l></l></list></block></autolambda><list><l>all sprites</l></list></block><block s="reportGet"><l><option>other sprites</option></l></block></block></block></block></block></block></block></block></block><block s="doReport"><block var="result"/></block></script></block-definition><block-definition s="new %&apos;color&apos; costume w %&apos;w&apos; h %&apos;h&apos;" type="reporter" category="looks"><comment x="0" y="0" w="314.65714285714284" collapsed="false">Return a new costume of the color of your choice.&#xD;&#xD;Block by Loucheman</comment><header></header><code></code><translations></translations><inputs><input type="%clr"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doDeclareVariables"><list><l>rgb</l></list></block><block s="doSetVar"><l>rgb</l><block s="reportTextSplit"><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block s="reportListItem"><l>2</l><block s="reportTextSplit"><block s="reportJoinWords"><list><block var="color"/></list></block><l>rgba(</l></block></block><l>)</l></block></block><l>,</l></block></block><block s="doReport"><block s="reportNewCostume"><block s="reportReshape"><block s="reportNewList"><list><block s="reportListItem"><l>1</l><block var="rgb"/></block><block s="reportListItem"><l>2</l><block var="rgb"/></block><block s="reportListItem"><l>3</l><block var="rgb"/></block><l>255</l></list></block><list><block s="reportVariadicProduct"><list><block var="w"/><block var="h"/></list></block><l>4</l></list></block><block var="w"/><block var="h"/></block></block></script></block-definition><block-definition s="%&apos;numerator&apos; div %&apos;denominator&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="numerator"/><block var="denominator"/></block></block></block></script></block-definition><block-definition s="button costume from text %&apos;text&apos; size %&apos;size&apos; MarX %&apos;MarX&apos; MarY %&apos;MarY&apos; pen size %&apos;PenS&apos; box color %&apos;boxColor&apos; bg color %&apos;BgC&apos; txt color %&apos;TxC&apos; PivotX %&apos;PivotX&apos; PivotY %&apos;PivotY&apos;" type="reporter" category="looks"><comment x="0" y="0" w="155.83333333333334" collapsed="false">Button costume from text v1.1&#xD;By Loucheman&#xD;&#xD;Create a costume for any button you want !&#xD;&#xD;text: text on the button&#xD;Size: size of text &#xD;MarX: left and right margin to increase the width of the button&#xD;MarY: save as MarX but fot height&#xD;pensize: thickness of the line&#xD;&#xD;Thk Dardoro for the color picker functionality.</comment><header></header><code></code><translations></translations><inputs><input type="%txt">Button</input><input type="%n">20</input><input type="%n">20</input><input type="%n">10</input><input type="%n">5</input><input type="%clr"></input><input type="%clr"></input><input type="%clr"></input><input type="%txt" readonly="true">center<options>left&#xD;center&#xD;right</options></input><input type="%txt" readonly="true">center<options>upper&#xD;center&#xD;bottom</options></input></inputs><script><block s="doWarp"><script><block s="doDeclareVariables"><list><l>costume</l><l>x</l><l>y</l><l>dir</l><l>cst</l><l>trails</l><l>MarginX</l><l>MarginY</l><l>PenSize</l><l>SavePensize</l><l>SavePenColor</l></list></block><block s="doSetVar"><l>MarginX</l><block var="MarX"/></block><block s="doSetVar"><l>MarginY</l><block var="MarY"/></block><block s="doSetVar"><l>PenSize</l><block var="PenS"/></block><block s="doSetVar"><l>x</l><block s="xPosition"></block></block><block s="doSetVar"><l>y</l><block s="yPosition"></block></block><block s="doSetVar"><l>dir</l><block s="direction"></block></block><block s="doSetVar"><l>cst</l><block s="reportGet"><l><option>costume</option></l></block></block><block s="doSetVar"><l>SavePenColor</l><block s="reportNewList"><list><block s="getPenAttribute"><l><option>hue</option></l></block><block s="getPenAttribute"><l><option>saturation</option></l></block><block s="getPenAttribute"><l><option>brightness</option></l></block><block s="getPenAttribute"><l><option>transparency</option></l></block></list></block></block><block s="doSetVar"><l>SavePensize</l><block s="getPenAttribute"><l><option>size</option></l></block></block><block s="setSize"><block var="PenSize"/></block><block s="up"></block><block s="setHeading"><l>90</l></block><block s="doSetVar"><l>trails</l><block s="reportPenTrailsAsCostume"></block></block><block s="clear"></block><block s="doDeclareVariables"><list><l>UpperLeftCorner</l><l>BottomRightCorner</l></list></block><block s="doSetVar"><l>UpperLeftCorner</l><block s="reportNewList"><list><block s="reportVariadicSum"><list><block s="reportAttributeOf"><l><option>left</option></l><l>Stage</l></block><block s="reportRound"><block s="reportQuotient"><block var="PenSize"/><l>2</l></block></block></list></block><block s="reportDifference"><block s="reportAttributeOf"><l><option>top</option></l><l>Stage</l></block><block s="reportRound"><block s="reportQuotient"><block var="PenSize"/><l>2</l></block></block></block></list></block></block><block s="doSetVar"><l>BottomRightCorner</l><block s="reportNewList"><list><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block s="reportAttributeOf"><l><option>left</option></l><l>Stage</l></block><block var="PenSize"/></list></block><block var="MarginX"/></list></block><block s="reportVariadicProduct"><list><block s="reportStringSize"><block var="text"/></block><custom-block s="letter width at size %n"><block var="size"/></custom-block></list></block></list></block><block var="MarginX"/></list></block><block s="reportRound"><block s="reportQuotient"><block var="PenSize"/><l>2</l></block></block></list></block><block s="reportDifference"><block s="reportDifference"><block s="reportDifference"><block s="reportDifference"><block s="reportDifference"><block s="reportDifference"><block s="reportAttributeOf"><l><option>top</option></l><l>Stage</l></block><block var="PenSize"/></block><block var="MarginY"/></block><custom-block s="letter height at size %n"><block var="size"/></custom-block></block><block var="MarginY"/></block><block s="reportRound"><block s="reportQuotient"><block var="PenSize"/><l>2</l></block></block></block><l>1</l></block></list></block></block><block s="gotoXY"><block s="reportListItem"><l>1</l><block var="UpperLeftCorner"/></block><block s="reportListItem"><l>2</l><block var="UpperLeftCorner"/></block></block><custom-block s="set pen color to Dardoro color %s"><block var="boxColor"/></custom-block><block s="down"></block><block s="gotoXY"><block s="reportListItem"><l>1</l><block var="BottomRightCorner"/></block><block s="reportListItem"><l>2</l><block var="UpperLeftCorner"/></block></block><block s="gotoXY"><block s="reportListItem"><l>1</l><block var="BottomRightCorner"/></block><block s="reportListItem"><l>2</l><block var="BottomRightCorner"/></block></block><block s="gotoXY"><block s="reportListItem"><l>1</l><block var="UpperLeftCorner"/></block><block s="reportListItem"><l>2</l><block var="BottomRightCorner"/></block></block><block s="gotoXY"><block s="reportListItem"><l>1</l><block var="UpperLeftCorner"/></block><block s="reportListItem"><l>2</l><block var="UpperLeftCorner"/></block></block><block s="up"></block><block s="gotoXY"><custom-block s="average %mult%n"><list><block s="reportListItem"><l>1</l><block var="UpperLeftCorner"/></block><block s="reportListItem"><l>1</l><block var="BottomRightCorner"/></block></list></custom-block><custom-block s="average %mult%n"><list><block s="reportListItem"><l>2</l><block var="UpperLeftCorner"/></block><block s="reportListItem"><l>2</l><block var="BottomRightCorner"/></block></list></custom-block></block><custom-block s="set pen color to Dardoro color %s"><block var="BgC"/></custom-block><block s="floodFill"></block><block s="gotoXY"><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block s="reportAttributeOf"><l><option>left</option></l><l>Stage</l></block><block var="MarginX"/></list></block><block s="reportQuotient"><block var="PenSize"/><l>1.5</l></block></list></block><l>0</l></list></block><block s="reportDifference"><block s="reportDifference"><block s="reportDifference"><block s="reportDifference"><block s="reportAttributeOf"><l><option>top</option></l><l>Stage</l></block><block var="MarginY"/></block><block s="reportQuotient"><block var="PenSize"/><l>1</l></block></block><custom-block s="letter height at size %n"><block var="size"/></custom-block></block><l>1</l></block></block><custom-block s="set pen color to Dardoro color %s"><block var="TxC"/></custom-block><block s="write"><block var="text"/><block var="size"/></block><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportListItem"><l>1</l><block var="SavePenColor"/></block></block><block s="setPenColorDimension"><l><option>saturation</option></l><block s="reportListItem"><l>2</l><block var="SavePenColor"/></block></block><block s="setPenColorDimension"><l><option>brightness</option></l><block s="reportListItem"><l>3</l><block var="SavePenColor"/></block></block><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>4</l><block var="SavePenColor"/></block></block><block s="setXPosition"><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="PivotX"/><l>left</l></list></block><block s="reportListItem"><l>1</l><block var="UpperLeftCorner"/></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="PivotX"/><l>right</l></list></block><block s="reportListItem"><l>1</l><block var="BottomRightCorner"/></block><custom-block s="average %mult%n"><list><block s="reportListItem"><l>1</l><block var="UpperLeftCorner"/></block><block s="reportListItem"><l>1</l><block var="BottomRightCorner"/></block></list></custom-block></block></block><comment w="90" collapsed="false">pivot x</comment></block><block s="setYPosition"><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="PivotY"/><l>upper</l></list></block><block s="reportListItem"><l>2</l><block var="UpperLeftCorner"/></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="PivotY"/><l>bottom</l></list></block><block s="reportListItem"><l>2</l><block var="BottomRightCorner"/></block><custom-block s="average %mult%n"><list><block s="reportListItem"><l>2</l><block var="UpperLeftCorner"/></block><block s="reportListItem"><l>2</l><block var="BottomRightCorner"/></block></list></custom-block></block><comment w="90" collapsed="false">pivot y</comment></block></block><block s="doSetVar"><l>costume</l><block s="reportPenTrailsAsCostume"></block></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doSwitchToCostume"><block var="trails"/></block><block s="doStamp"></block><block s="doSwitchToCostume"><block var="cst"/></block><block s="gotoXY"><block var="x"/><block var="y"/></block><block s="setHeading"><block var="dir"/></block><block s="doReport"><block var="costume"/></block></script></block></script><scripts><script x="412" y="903.2"><block s="setColor"><color>16,4,0,1</color></block></script></scripts></block-definition><block-definition s="Delete all clones from %&apos;sprite&apos;" type="command" category="control"><comment x="0" y="0" w="194.2857142857143" collapsed="false">Delete all clones from a selected sprite.&#xD;&#xD;Block by Loucheman</comment><header></header><code></code><translations></translations><inputs><input type="%s"><options>§_objectsMenu</options></input></inputs><script><block s="doWarp"><script><block s="doForEach"><l>clone</l><block s="reportAskFor"><block var="sprite"/><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>clones</option></l></block></autolambda><list></list></block><list></list></block><script><block s="doTellTo"><block var="clone"/><block s="reifyScript"><script><block s="removeClone"></block></script><list></list></block><list></list></block></script></block></script></block></script></block-definition><block-definition s="Delete all clones from all sprites" type="command" category="control"><comment x="0" y="0" w="174.2857142857143" collapsed="false">Delete all clones from all sprites.&#xD;&#xD;Block by Loucheman</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doWarp"><script><block s="doForEach"><l>clone</l><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><block s="reportListItem"><l>2</l><l/></block><block s="reportBoolean"><l><bool>true</bool></l></block></list></block></autolambda><list></list></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportNewList"><list><block var="value"/><block s="reportAskFor"><block var="value"/><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>temporary?</option></l></block></autolambda><list></list></block><list></list></block></list></block></autolambda><list><l>value</l></list></block><block s="reportAskFor"><l>Stage</l><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>other sprites</option></l></block></autolambda><list></list></block><list></list></block></block></block><script><block s="doTellTo"><block s="reportListItem"><l>1</l><block var="clone"/></block><block s="reifyScript"><script><block s="removeClone"></block></script><list></list></block><list></list></block></script></block></script></block></script></block-definition><block-definition s="add color picker functionality" type="command" category="pen"><comment x="0" y="0" w="90" collapsed="false">by dardoro</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRun"><block s="reportJSFunction"><list></list><l>//Based on Snap! code base with minor modification&#xD;&#xD;if( !InputSlotDialogMorph.prototype._createSlotTypeButtons){&#xD;InputSlotDialogMorph.prototype._createSlotTypeButtons = InputSlotDialogMorph.prototype.createSlotTypeButtons  &#xD;}  &#xD;&#xD;InputSlotDialogMorph.prototype.createSlotTypeButtons = function () {&#xD;  this.addSlotTypeButton(&apos;Color&apos;, &apos;%clr&apos;);&#xD;  this._createSlotTypeButtons();  &#xD;}&#xD;&#xD;InputSlotDialogMorph.prototype.fixSlotsLayout = function () {&#xD;    var slots = this.slots,&#xD;        scale = SyntaxElementMorph.prototype.scale,&#xD;        xPadding = 10 * scale,&#xD;        ypadding = 14 * scale,&#xD;        bh = (fontHeight(10) / 1.2 + 15) * scale, // slot type button height&#xD;        ah = (fontHeight(10) / 1.2 + 10) * scale, // arity button height&#xD;        size = 13, // number slot type radio buttons&#xD;        cols = [&#xD;            slots.left() + xPadding,&#xD;            slots.left() + slots.width() / 3,&#xD;            slots.left() + slots.width() * 2 / 3&#xD;        ],&#xD;        rows = [&#xD;            slots.top() + ypadding,&#xD;            slots.top() + ypadding + bh,&#xD;            slots.top() + ypadding + bh * 2,&#xD;            slots.top() + ypadding + bh * 3,&#xD;            slots.top() + ypadding + bh * 4,&#xD;            slots.top() + ypadding + bh * 5,&#xD;&#xD;            slots.top() + ypadding + bh * 5 + ah,&#xD;            slots.top() + ypadding + bh * 5 + ah * 2&#xD;        ],&#xD;        idx,&#xD;        row = -1,&#xD;        col;&#xD;&#xD;    // slot types:&#xD;&#xD;    for (idx = 0; idx &lt; size; idx += 1) {&#xD;        col = idx % 3;&#xD;        if (idx % 3 === 0) {row += 1; }&#xD;        slots.children[idx].setPosition(new Point(&#xD;            cols[col],&#xD;            rows[row]&#xD;        ));&#xD;    }&#xD;&#xD;    // arity:&#xD;    col = 0;&#xD;    row = 5;&#xD;    for (idx = size; idx &lt; size + 3; idx += 1) {&#xD;        slots.children[idx].setPosition(new Point(&#xD;            cols[col],&#xD;            rows[row + idx - size]&#xD;        ));&#xD;    }&#xD;&#xD;    // default input&#xD;    this.slots.defaultInputLabel.setPosition(&#xD;        this.slots.radioButtonSingle.label.topRight().add(new Point(5, 0))&#xD;    );&#xD;    this.slots.defaultInputField.setCenter(&#xD;        this.slots.defaultInputLabel.center().add(new Point(&#xD;            this.slots.defaultInputField.width() / 2&#xD;                + this.slots.defaultInputLabel.width() / 2 + 5,&#xD;            0&#xD;        ))&#xD;    );&#xD;    this.slots.defaultSwitch.setCenter(&#xD;        this.slots.defaultInputLabel.center().add(new Point(&#xD;            this.slots.defaultSwitch.width() / 2&#xD;                + this.slots.defaultInputLabel.width() / 2 + 5,&#xD;            0&#xD;        ))&#xD;    );&#xD;&#xD;    // loop arrow&#xD;    this.slots.loopArrow.setPosition(this.slots.defaultInputLabel.position());&#xD;    this.slots.settingsButton.setPosition(&#xD;        this.slots.bottomRight().subtract(&#xD;            this.slots.settingsButton.extent().add(&#xD;                this.padding + this.slots.border&#xD;            )&#xD;        )&#xD;    );&#xD;&#xD;    this.slots.changed();&#xD;};&#xD;</l></block><list></list></block></script></block-definition><block-definition s="button costume from text %&apos;text&apos; size %&apos;size&apos; MarX %&apos;MarX&apos; MarY %&apos;MarY&apos; pen size %&apos;PenS&apos; bg color %&apos;BgC&apos; txt color %&apos;TxC&apos; PivotX %&apos;PivotX&apos; PivotY %&apos;PivotY&apos;" type="reporter" category="looks"><comment x="0" y="0" w="155.83333333333334" collapsed="false">Button costume from text v1.2&#xD;By Loucheman&#xD;&#xD;Create a costume for any button you want !&#xD;&#xD;text: text on the button&#xD;Size: size of text &#xD;MarX: left and right margin to increase the width of the button&#xD;MarY: save as MarX but fot height&#xD;pensize: thickness of the line&#xD;&#xD;Thk Dardoro for the color picker functionality.</comment><header></header><code></code><translations></translations><inputs><input type="%txt">Button</input><input type="%n">20</input><input type="%n">20</input><input type="%n">10</input><input type="%n">5</input><input type="%clr"></input><input type="%clr"></input><input type="%txt" readonly="true">center<options>left&#xD;center&#xD;right</options></input><input type="%txt" readonly="true">center<options>upper&#xD;center&#xD;bottom</options></input></inputs><script><block s="doDeclareVariables"><list><l>costume</l><l>x</l><l>y</l><l>dir</l><l>cst</l><l>trails</l><l>MarginX</l><l>MarginY</l><l>PenSize</l><l>SavePensize</l><l>SavePenColor</l></list></block><block s="doSetVar"><l>MarginX</l><block var="MarX"/></block><block s="doSetVar"><l>MarginY</l><block var="MarY"/></block><block s="doSetVar"><l>PenSize</l><block var="PenS"/></block><block s="doSetVar"><l>x</l><block s="xPosition"></block></block><block s="doSetVar"><l>y</l><block s="yPosition"></block></block><block s="doSetVar"><l>dir</l><block s="direction"></block></block><block s="doSetVar"><l>cst</l><block s="reportGet"><l><option>costume</option></l></block></block><block s="doSetVar"><l>SavePenColor</l><block s="reportNewList"><list><block s="getPenAttribute"><l><option>hue</option></l></block><block s="getPenAttribute"><l><option>saturation</option></l></block><block s="getPenAttribute"><l><option>brightness</option></l></block><block s="getPenAttribute"><l><option>transparency</option></l></block></list></block></block><block s="doSetVar"><l>SavePensize</l><block s="getPenAttribute"><l><option>size</option></l></block></block><block s="setSize"><block var="PenSize"/></block><block s="up"></block><block s="setHeading"><l>90</l></block><block s="doSetVar"><l>trails</l><block s="reportPenTrailsAsCostume"></block></block><block s="clear"></block><block s="doDeclareVariables"><list><l>UpperLeftCorner</l><l>BottomRightCorner</l></list></block><block s="doSetVar"><l>UpperLeftCorner</l><block s="reportNewList"><list><block s="reportVariadicSum"><list><block s="reportAttributeOf"><l><option>left</option></l><l>Stage</l></block><block s="reportRound"><block s="reportQuotient"><block var="PenSize"/><l>2</l></block></block></list></block><block s="reportDifference"><block s="reportAttributeOf"><l><option>top</option></l><l>Stage</l></block><block s="reportRound"><block s="reportQuotient"><block var="PenSize"/><l>2</l></block></block></block></list></block></block><block s="doSetVar"><l>BottomRightCorner</l><block s="reportNewList"><list><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block s="reportAttributeOf"><l><option>left</option></l><l>Stage</l></block><block var="PenSize"/></list></block><block var="MarginX"/></list></block><block s="reportVariadicProduct"><list><block s="reportStringSize"><block var="text"/></block><custom-block s="letter width at size %n"><block var="size"/></custom-block></list></block></list></block><block var="MarginX"/></list></block><block s="reportRound"><block s="reportQuotient"><block var="PenSize"/><l>2</l></block></block></list></block><block s="reportDifference"><block s="reportDifference"><block s="reportDifference"><block s="reportDifference"><block s="reportDifference"><block s="reportDifference"><block s="reportAttributeOf"><l><option>top</option></l><l>Stage</l></block><block var="PenSize"/></block><block var="MarginY"/></block><custom-block s="letter height at size %n"><block var="size"/></custom-block></block><block var="MarginY"/></block><block s="reportRound"><block s="reportQuotient"><block var="PenSize"/><l>2</l></block></block></block><l>1</l></block></list></block></block><block s="gotoXY"><block s="reportListItem"><l>1</l><block var="UpperLeftCorner"/></block><block s="reportListItem"><l>2</l><block var="UpperLeftCorner"/></block></block><block s="setColor"><color>16,4,0,1</color></block><block s="down"></block><block s="gotoXY"><block s="reportListItem"><l>1</l><block var="BottomRightCorner"/></block><block s="reportListItem"><l>2</l><block var="UpperLeftCorner"/></block></block><block s="gotoXY"><block s="reportListItem"><l>1</l><block var="BottomRightCorner"/></block><block s="reportListItem"><l>2</l><block var="BottomRightCorner"/></block></block><block s="gotoXY"><block s="reportListItem"><l>1</l><block var="UpperLeftCorner"/></block><block s="reportListItem"><l>2</l><block var="BottomRightCorner"/></block></block><block s="gotoXY"><block s="reportListItem"><l>1</l><block var="UpperLeftCorner"/></block><block s="reportListItem"><l>2</l><block var="UpperLeftCorner"/></block></block><block s="up"></block><block s="gotoXY"><custom-block s="average %mult%n"><list><block s="reportListItem"><l>1</l><block var="UpperLeftCorner"/></block><block s="reportListItem"><l>1</l><block var="BottomRightCorner"/></block></list></custom-block><custom-block s="average %mult%n"><list><block s="reportListItem"><l>2</l><block var="UpperLeftCorner"/></block><block s="reportListItem"><l>2</l><block var="BottomRightCorner"/></block></list></custom-block></block><custom-block s="set pen color to Dardoro color %s"><block var="BgC"/></custom-block><block s="floodFill"></block><block s="gotoXY"><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block s="reportAttributeOf"><l><option>left</option></l><l>Stage</l></block><block var="MarginX"/></list></block><block s="reportQuotient"><block var="PenSize"/><l>1.5</l></block></list></block><l>0</l></list></block><block s="reportDifference"><block s="reportDifference"><block s="reportDifference"><block s="reportDifference"><block s="reportAttributeOf"><l><option>top</option></l><l>Stage</l></block><block var="MarginY"/></block><block s="reportQuotient"><block var="PenSize"/><l>1</l></block></block><custom-block s="letter height at size %n"><block var="size"/></custom-block></block><l>1</l></block></block><custom-block s="set pen color to Dardoro color %s"><block var="TxC"/></custom-block><block s="write"><block var="text"/><block var="size"/></block><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportListItem"><l>1</l><block var="SavePenColor"/></block></block><block s="setPenColorDimension"><l><option>saturation</option></l><block s="reportListItem"><l>2</l><block var="SavePenColor"/></block></block><block s="setPenColorDimension"><l><option>brightness</option></l><block s="reportListItem"><l>3</l><block var="SavePenColor"/></block></block><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>4</l><block var="SavePenColor"/></block></block><block s="setXPosition"><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="PivotX"/><l>left</l></list></block><block s="reportListItem"><l>1</l><block var="UpperLeftCorner"/></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="PivotX"/><l>right</l></list></block><block s="reportListItem"><l>1</l><block var="BottomRightCorner"/></block><custom-block s="average %mult%n"><list><block s="reportListItem"><l>1</l><block var="UpperLeftCorner"/></block><block s="reportListItem"><l>1</l><block var="BottomRightCorner"/></block></list></custom-block></block></block><comment w="90" collapsed="false">pivot x</comment></block><block s="setYPosition"><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="PivotY"/><l>upper</l></list></block><block s="reportListItem"><l>2</l><block var="UpperLeftCorner"/></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="PivotY"/><l>bottom</l></list></block><block s="reportListItem"><l>2</l><block var="BottomRightCorner"/></block><custom-block s="average %mult%n"><list><block s="reportListItem"><l>2</l><block var="UpperLeftCorner"/></block><block s="reportListItem"><l>2</l><block var="BottomRightCorner"/></block></list></custom-block></block><comment w="90" collapsed="false">pivot y</comment></block></block><block s="doSetVar"><l>costume</l><block s="reportPenTrailsAsCostume"></block></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doSwitchToCostume"><block var="trails"/></block><block s="doStamp"></block><block s="doSwitchToCostume"><block var="cst"/></block><block s="gotoXY"><block var="x"/><block var="y"/></block><block s="setHeading"><block var="dir"/></block><block s="doReport"><block var="costume"/></block></script></block-definition><block-definition s="letter width at size %&apos;size&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n">72</input></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="size"/><l>55</l></list></block><l>100</l></block></block></script></block-definition><block-definition s="letter height at size %&apos;size&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n">72</input></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="size"/><l>360</l></list></block><l>564</l></block></block></script><scripts><script x="121.00000000000006" y="98.66666666666664"><block s="doReport"><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="size"/><l>133</l></list></block><l>200</l></block></block></script></scripts></block-definition><block-definition s="average %&apos;nums&apos;" type="reporter" category="operators"><header></header><code></code><translations>pt:a soma de _&#xD;</translations><inputs><input type="%mult%n"></input></inputs><script><block s="doIf"><block s="reportListIsEmpty"><block var="nums"/></block><script><block s="doReport"><l>0</l></block></script></block><block s="doReport"><block s="reportQuotient"><block s="reportCombine"><block var="nums"/><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block></block><block s="reportListAttribute"><l><option>length</option></l><block var="nums"/></block></block></block></script></block-definition><block-definition s="set pen color to Dardoro color %&apos;color&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>rgb</l></list></block><block s="doSetVar"><l>rgb</l><block s="reportTextSplit"><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block s="reportListItem"><l>2</l><block s="reportTextSplit"><block s="reportJoinWords"><list><block var="color"/></list></block><l>rgba(</l></block></block><l>)</l></block></block><l>,</l></block></block><custom-block s="set pen color to r: %n g: %n b: %n"><block s="reportListItem"><l>1</l><block var="rgb"/></block><block s="reportListItem"><l>2</l><block var="rgb"/></block><block s="reportListItem"><l>3</l><block var="rgb"/></block></custom-block></script><scripts><script x="408.99999999999994" y="35.66666666666663"><block s="reportJoinWords"><list><l>hello </l></list></block></script><script x="473" y="126.6666666666666"><block s="doSetVar"><l>rgb</l><block s="reportNewList"><list><block s="reportVariadicProduct"><list><block s="reportTextSplit"><custom-block s="substring of %txt before %txt"><custom-block s="substring of %txt after %txt"><block s="reportJoinWords"><list><block var="color"/></list></block><l>(</l></custom-block><l>)</l></custom-block><l><option>csv</option></l></block><block s="reportNewList"><list><l>1</l><l>1</l><l>1</l></list></block></list></block></list></block></block></script></scripts></block-definition><block-definition s="substring of %&apos;string&apos; after %&apos;marker&apos;" type="reporter" category="operators"><comment x="0" y="0" w="203.33333333333337" collapsed="false">Reports the portion of the first input string starting after the first occurrence of the second string.  If the second string isn&apos;t found in the first string, reports an empty string.</comment><header></header><code></code><translations>pt:o texto de _ depois de _&#xD;</translations><inputs><input type="%txt"></input><input type="%txt"></input></inputs><script><block s="doDeclareVariables"><list><l>index</l></list></block><block s="doSetVar"><l>index</l><custom-block s="position of %s in %txt"><block var="marker"/><block var="string"/></custom-block></block><block s="doReport"><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="index"/><l>0</l></list></block><l></l><custom-block s="substring of %txt from position %n to position %n inclusive"><block var="string"/><block s="reportVariadicSum"><list><block var="index"/><block s="reportStringSize"><block var="marker"/></block></list></block><l></l></custom-block></block></block></script></block-definition><block-definition s="position of %&apos;small&apos; in %&apos;large&apos;" type="reporter" category="operators"><comment x="0" y="0" w="294" collapsed="false">Reports the character position (starting from 1) of the beginning of the first input string inside the second input string.&#xD;If it&apos;s not found, reports 0.</comment><header></header><code></code><translations>pt:a posição de _ em _&#xD;</translations><inputs><input type="%s"></input><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportIfElse"><custom-block s="use case-independent comparison"></custom-block><block s="reportApplyExtension"><l>txt_indexof(sub, txt)</l><list><custom-block s="to lower case %txt"><block var="small"/></custom-block><custom-block s="to lower case %txt"><block var="large"/></custom-block></list></block><block s="reportApplyExtension"><l>txt_indexof(sub, txt)</l><list><block var="small"/><block var="large"/></list></block></block></block></script></block-definition><block-definition s="use case-independent comparison" type="predicate" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>result</l></list></block><block s="doApplyExtension"><l>err_try(cmd, catch, err)</l><list><block s="reifyScript"><script><block s="doSetVar"><l>result</l><block s="reportApplyExtension"><l>var_get(name)</l><list><l>_case indepent</l></list></block></block></script><list></list></block><block s="reifyScript"><script><block s="doSetVar"><l>result</l><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><list></list></block><l></l></list></block><block s="doApplyExtension"><l>err_reset</l><list></list></block><block s="doReport"><block var="result"/></block></script></block-definition><block-definition s="to lower case %&apos;text&apos;" type="reporter" category="operators"><comment x="0" y="0" w="275.3333333333333" collapsed="false">Reports the input text with lower case letters instead of capital letters in the input.  Uses the user&apos;s locale&apos;s rules for case conversion.</comment><header></header><code></code><translations>pt:em minúsculas _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>txt_lowercase(txt)</l><list><block var="text"/></list></block></block></script></block-definition><block-definition s="substring of %&apos;str&apos; from position %&apos;start&apos; to position %&apos;end&apos; inclusive" type="reporter" category="operators"><comment x="0" y="0" w="297.3333333333333" collapsed="false">Reports the portion of the first input (string) starting at the position given by the second input (counting from 1, like LETTER n OF) and ending at the position given by the third input (also counting from 1).  If the third input is empty, reports the portion from the first position to the end of the string.&#xD;If a position number is negative, counts from the end backward, so -1 is the last character, -2 is the next to last, etc.</comment><header></header><code></code><translations>pt:o texto de _ entre as posições _ e _ , inclusive&#xD;</translations><inputs><input type="%txt"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><block s="reportLetter"><block s="reportNumbers"><block var="start"/><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="end"/><l>0</l></list></block><block s="reportStringSize"><block var="str"/></block><block var="end"/></block></block><block var="str"/></block></block></block></script></block-definition><block-definition s="substring of %&apos;string&apos; before %&apos;marker&apos;" type="reporter" category="operators"><comment x="0" y="0" w="175.33333333333334" collapsed="false">Reports the part of the first string up to the first instance of the second string inside it.  If the second string isn&apos;t found, reports the entire first string.</comment><header></header><code></code><translations>pt:o texto de _ antes de _&#xD;</translations><inputs><input type="%txt"></input><input type="%txt"></input></inputs><script><block s="doDeclareVariables"><list><l>index</l></list></block><block s="doSetVar"><l>index</l><custom-block s="position of %s in %txt"><block var="marker"/><block var="string"/></custom-block></block><block s="doReport"><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="index"/><l>0</l></list></block><block var="string"/><custom-block s="substring of %txt from position %n to position %n inclusive"><block var="string"/><l>1</l><block s="reportDifference"><block var="index"/><l>1</l></block></custom-block></block></block></script></block-definition><block-definition s="set pen color to r: %&apos;r&apos; g: %&apos;g&apos; b: %&apos;b&apos;" type="command" category="pen"><comment x="0" y="0" w="220.66666666666663" collapsed="false">Takes three inputs for red, green, and blue&#xD;values, each between 0 and 255.  0,0,0 is black; 255,255,255 is white.  255,255,0 is yellow, and so on.&#xD;&#xD;The SET PEN block in this library lets you set individual red, green, or blue without changing the others, lets you provide a list of three RGB color components, and lets you provide a six-digit hexadecimal number, the form in which RGB color values are usually found online.&#xD;&#xD;See Appendix A of the Snap! Reference Manual for details.</comment><header></header><code></code><translations>pt:altera a cor da tua caneta para vermelho _ , verde _ e azul _ (0 a 255)&#xD;ca:fixa el llapis al color r: _ g: _ b: _&#xD;</translations><inputs><input type="%n">255</input><input type="%n">0</input><input type="%n">0</input></inputs><script><block s="doApplyExtension"><l>clr_setpen(clr)</l><list><block s="reportApplyExtension"><l>clr_rgba(r, g, b, a)</l><list><block var="r"/><block var="g"/><block var="b"/><block s="reportApplyExtension"><l>clr_channel(clr, rgba)</l><list><block s="reportApplyExtension"><l>clr_pen</l><list></list></block><l>a</l></list></block></list></block></list></block></script></block-definition><block-definition s="button associated to %&apos;button&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>2</l><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><block s="reportListItem"><l>1</l><l/></block><block var="button"/></list></block></autolambda><list></list></block><block var="buttonsClones"/></block></block></block></script></block-definition><block-definition s="all but first letter of %&apos;string&apos;" type="reporter" category="operators"><comment x="0" y="0" w="199" collapsed="false">Takes a text string as input, and reports a new text string containing all but the first character of the input.</comment><header></header><code></code><translations>pt:_ sem o primeiro caractere&#xD;ca:_ sense la primera lletra&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="string"/><l><option>list</option></l></block><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="all but first letter of %txt"><l></l></custom-block></autolambda><list></list></block><block var="string"/></block></block></script></block><block s="doReport"><block s="reportJoinWords"><block s="reportCDR"><block s="reportTextSplit"><custom-block s="require nonempty %s %s"><block var="string"/><l>All but first of empty word.</l></custom-block><l><option>letter</option></l></block></block></block></block></script></block-definition><block-definition s="all but first word of %&apos;sentence&apos;" type="reporter" category="operators"><comment x="0" y="0" w="223.000001" collapsed="false">Takes a text string as input, divides it into words treating one or more spaces as a word separator (only spaces count; punctuation is part of the word) and reports a text string containing all but the first word, with one space between words and no spaces at the beginning or end. (Note: consider using SENTENCE➞LIST and processing the resulting list instead of doing recursion on sentences in text string form.  List operations are faster.)</comment><header></header><code></code><translations>pt:_ sem a primeira palavra&#xD;ca:_ sense la primera paraula&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="sentence"/><l><option>list</option></l></block><script><block s="doIfElse"><block s="reportListIsEmpty"><block var="sentence"/></block><script><custom-block s="error %txt"><l>All but first of empty sentence.</l></custom-block></script><script><block s="doReport"><block s="reportCDR"><block var="sentence"/></block></block></script></block></script></block><block s="doReport"><custom-block s="list $arrowRight sentence %l"><block s="reportCDR"><custom-block s="require nonempty %s %s"><custom-block s="sentence $arrowRight list %txt"><block var="sentence"/></custom-block><l>All but first of empty sentence.</l></custom-block></block></custom-block></block></script></block-definition><block-definition s="all but last letter of %&apos;string&apos;" type="reporter" category="operators"><comment x="0" y="0" w="218" collapsed="false">Takes a text string as input, and reports a new text string containing all but the last letter of the input.</comment><header></header><code></code><translations>pt:_ sem o último caractere&#xD;ca:_ sense la darrera lletra&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="string"/><l><option>list</option></l></block><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="all but last letter of %txt"><l></l></custom-block></autolambda><list></list></block><block var="string"/></block></block></script></block><block s="doReport"><block s="reportJoinWords"><block s="reportListAttribute"><l><option>reverse</option></l><block s="reportCDR"><block s="reportListAttribute"><l><option>reverse</option></l><block s="reportTextSplit"><custom-block s="require nonempty %s %s"><block var="string"/><l>All but first of empty word.</l></custom-block><l><option>letter</option></l></block></block></block></block></block></block></script></block-definition><block-definition s="all but last word of %&apos;sentence&apos;" type="reporter" category="operators"><comment x="0" y="0" w="211.99999999999997" collapsed="false">Takes a text string as input, divides it into words treating one or more spaces as a word separator (only spaces count; punctuation is part of the word) and reports a text string containing all but the last word, with one space between words and no spaces at the beginning or end.  (Note: consider using SENTENCE-&gt;LIST and processing the resulting list instead of doing recursion on sentences in text string form.  List operations are faster.)</comment><header></header><code></code><translations>pt:_ sem a última palavra&#xD;ca:_ sense la darrera paraula&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="sentence"/><l><option>list</option></l></block><script><block s="doIfElse"><block s="reportListIsEmpty"><block var="sentence"/></block><script><custom-block s="error %txt"><l>All but last of empty sentence.</l></custom-block></script><script><block s="doReport"><block s="reportListAttribute"><l><option>reverse</option></l><block s="reportCDR"><block s="reportListAttribute"><l><option>reverse</option></l><block var="sentence"/></block></block></block></block></script></block></script></block><block s="doReport"><custom-block s="list $arrowRight sentence %l"><block s="reportListAttribute"><l><option>reverse</option></l><block s="reportCDR"><block s="reportListAttribute"><l><option>reverse</option></l><custom-block s="require nonempty %s %s"><custom-block s="sentence $arrowRight list %txt"><block var="sentence"/></custom-block><l>All but last of empty sentence.</l></custom-block></block></block></block></custom-block></block></script></block-definition><block-definition s="first word of %&apos;sentence&apos;" type="reporter" category="operators"><comment x="0" y="0" w="236" collapsed="false">Takes a text string as input, divides it into words treating one or more spaces as a word separator (only spaces count; punctuation is part of the word) and reports a text string containing only the first word, with no spaces before or after it.</comment><header></header><code></code><translations>pt:a primeira palavra de _&#xD;ca:primera paraula de _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doIfElse"><block s="reportIsA"><block var="sentence"/><l><option>list</option></l></block><script><block s="doIfElse"><block s="reportListIsEmpty"><block var="sentence"/></block><script><custom-block s="error %txt"><l>First of empty sentence.</l></custom-block></script><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="sentence"/></block></block></script></block></script><script><block s="doReport"><block s="reportListItem"><l>1</l><custom-block s="require nonempty %s %s"><custom-block s="sentence $arrowRight list %txt"><block var="sentence"/></custom-block><l>First of empty sentence.</l></custom-block></block></block></script></block></script></block-definition><block-definition s="last letter of %&apos;word&apos;" type="reporter" category="operators"><comment x="0" y="0" w="260" collapsed="false">Takes a text string as input, and reports the last character in the string.</comment><header></header><code></code><translations>pt:o último caractere de _&#xD;ca:primera lletra de _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="word"/><l><option>list</option></l></block><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="last letter of %txt"><l></l></custom-block></autolambda><list></list></block><block var="word"/></block></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportStringSize"><block var="word"/></block><l>0</l></list></block><script><custom-block s="error %txt"><l>Last of empty word.</l></custom-block></script></block><block s="doReport"><block s="reportLetter"><block s="reportStringSize"><block var="word"/></block><block var="word"/></block></block></script></block-definition><block-definition s="last word of %&apos;sentence&apos;" type="reporter" category="operators"><comment x="0" y="0" w="262" collapsed="false">Takes a text string as input, divides it into words treating one or more spaces as a word separator (only spaces count; punctuation is part of the word) and reports a text string containing only the last word of the input, with no spaces before or after it.</comment><header></header><code></code><translations>pt:a última palavra de _&#xD;ca:darrera paraula de _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="sentence"/><l><option>list</option></l></block><script><block s="doIfElse"><block s="reportListIsEmpty"><block var="sentence"/></block><script><custom-block s="error %txt"><l>Last of empty sentence.</l></custom-block></script><script><block s="doReport"><block s="reportListItem"><l><option>last</option></l><block var="sentence"/></block></block></script></block></script></block><block s="doReport"><block s="reportListItem"><l><option>last</option></l><custom-block s="require nonempty %s %s"><custom-block s="sentence $arrowRight list %txt"><block var="sentence"/></custom-block><l>Last of empty sentence.</l></custom-block></block></block></script></block-definition><block-definition s="empty word? %&apos;word&apos;" type="predicate" category="operators"><comment x="0" y="0" w="208" collapsed="false">Takes a text string as input, and reports TRUE if the string has no characters in it of any kind, otherwise false.</comment><header></header><code></code><translations>pt:a palavra _ está vazia&#xD;ca:paraula buida? _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="word"/><l><option>list</option></l></block><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="empty word? %txt"><l></l></custom-block></autolambda><list></list></block><block var="word"/></block></block></script></block><block s="doReport"><block s="reportVariadicEquals"><list><block s="reportStringSize"><block var="word"/></block><l>0</l></list></block></block></script></block-definition><block-definition s="empty sentence? %&apos;sentence&apos;" type="predicate" category="operators"><comment x="0" y="0" w="221" collapsed="false">Takes a text string as input, and reports TRUE if the input contains no characters other than spaces (therefore, no words when the string is considered as a sentence), otherwise FALSE.</comment><header></header><code></code><translations>pt:a frase _ está vazia&#xD;ca:frase buida? _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="sentence"/><l><option>list</option></l></block><script><block s="doReport"><block s="reportListIsEmpty"><block var="sentence"/></block></block></script></block><block s="doReport"><block s="reportListIsEmpty"><custom-block s="sentence $arrowRight list %txt"><block var="sentence"/></custom-block></block></block></script></block-definition><block-definition s="join words %&apos;words&apos;" type="reporter" category="operators"><comment x="0" y="0" w="230.66666666666666" collapsed="false">Like JOIN, takes any number of words (text strings) and reports a sentence with its inputs concatenated, but inserts a blank space between the inputs.&#xD;Consider using SENTENCE (Lists palette) instead.</comment><header></header><code></code><translations>de:füge Wörter zusammen _&#xD;ca:uneix les paraules _&#xD;es:unir las palabras _&#xD;fr:fusionne les mots _&#xD;pt:uma frase com as palavras _&#xD;</translations><inputs><input type="%mult%txt"></input></inputs><script><block s="doIf"><block s="reportListIsEmpty"><block var="words"/></block><script><block s="doReport"><l></l></block></script></block><block s="doDeclareVariables"><list><l>first</l><l>bf</l></list></block><block s="doSetVar"><l>first</l><block s="reportIfElse"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="words"/></block><l><option>list</option></l></block><custom-block s="join words %mult%txt"><block s="reportListItem"><l>1</l><block var="words"/></block></custom-block><block s="reportListItem"><l>1</l><block var="words"/></block></block></block><block s="doSetVar"><l>bf</l><custom-block s="join words %mult%txt"><block s="reportCDR"><block var="words"/></block></custom-block></block><block s="doIf"><custom-block s="empty sentence? %txt"><block var="bf"/></custom-block><script><block s="doReport"><block var="first"/></block></script></block><block s="doIf"><custom-block s="empty sentence? %txt"><block var="first"/></custom-block><script><block s="doReport"><block var="bf"/></block></script></block><block s="doReport"><block s="reportJoinWords"><list><block var="first"/><l> </l><block var="bf"/></list></block></block></script></block-definition><block-definition s="list $arrowRight sentence %&apos;data&apos;" type="reporter" category="operators"><comment x="0" y="0" w="165.33333333333334" collapsed="false">Takes a sentence in list form and reports the sentence as a text string.</comment><header></header><code></code><translations>de:Liste $arrowRight Satz _&#xD;ca:llista $arrowRight frase _&#xD;es:lista $arrowRight frase _&#xD;fr:liste $arrowRight phrase _&#xD;pt:uma frase com as palavras em _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><custom-block s="join words %mult%txt"><block var="data"/></custom-block></block></script></block-definition><block-definition s="sentence $arrowRight list %&apos;text&apos;" type="reporter" category="operators"><comment x="0" y="0" w="196" collapsed="false">Takes a sentence in text string form and reports the sentence as a list of its words.</comment><header></header><code></code><translations>de:Satz $arrowRight Liste _&#xD;ca:frase $arrowRight llista _&#xD;es:frase $arrowRight lista _&#xD;fr:phrase $arrowRight liste _&#xD;pt:uma lista com as palavras da frase _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportVariadicEquals"><list><block s="reportStringSize"><l></l></block><l>0</l></list></block></block></autolambda><list></list></block><block s="reportTextSplit"><block var="text"/><l><option>word</option></l></block></block></block></script></block-definition><block-definition s="word $arrowRight list %&apos;word&apos;" type="reporter" category="operators"><comment x="0" y="0" w="146.42857142857144" collapsed="false">report a list in which each item is one letter from the input word</comment><header></header><code></code><translations>de:Wort $arrowRight Liste _&#xD;ca:paraula $arrowRight llista _&#xD;es:palabra $arrowRight lista _&#xD;fr:mot $arrowRight liste _&#xD;pt:uma lista com os caracteres da palavra _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="word"/><l><option>list</option></l></block><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="word $arrowRight list %txt"><l></l></custom-block></autolambda><list></list></block><block var="word"/></block></block></script></block><block s="doReport"><block s="reportTextSplit"><block var="word"/><l><option>letter</option></l></block></block></script></block-definition><block-definition s="list $arrowRight word %&apos;list&apos;" type="reporter" category="operators"><comment x="0" y="0" w="158.57142857142858" collapsed="false">join all the items of the input list&#xD;into a single word, and report it</comment><header></header><code></code><translations>de:Liste $arrowRight Wort _&#xD;ca:llista $arrowRight paraula _&#xD;es:lista $arrowRight palabra _&#xD;fr:liste $arrowRight mot _&#xD;pt:uma palavra com os caracteres em _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doIf"><block s="reportListIsEmpty"><block var="list"/></block><script><block s="doReport"><block var="list"/></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportIsA"><l></l><l><option>list</option></l></block></autolambda><list></list></block><block var="list"/></block><l></l></list></block><script><block s="doReport"><block s="reportJoinWords"><block var="list"/></block></block></script></block><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportIsA"><l></l><l><option>list</option></l></block><block s="reportNewList"><list><custom-block s="list $arrowRight word %l"><l/></custom-block></list></block><l></l></block></autolambda><list></list></block><block var="list"/></block></block></script></block-definition><block-definition s="sentence %&apos;phrase&apos;" type="reporter" category="lists"><comment x="0" y="0" w="302.6666666666667" collapsed="false">SENTENCE is the main constructor for sentences, represented&#xD;as lists of words.  It takes zero or more inputs, each of which can&#xD;be either a list or a text string.  If a list, the input is assumed to be&#xD;a list of words.  If a text string, it is converted to a list of words using&#xD;SENTENCE→LIST.  Then all the lists of words are appended to form a new list of words.&#xD;&#xD;If the inputs are lists of lists rather than lists of words, SENTENCE,&#xD;like APPEND, does only one level of flattening, reporting a list of&#xD;all the items of all the input lists.</comment><header></header><code></code><translations>ca:frase _&#xD;</translations><inputs><input type="%mult%s"></input></inputs><script><block s="doReport"><block s="reportConcatenatedLists"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportIsA"><l></l><l><option>list</option></l></block><l></l><custom-block s="sentence $arrowRight list %txt"><l></l></custom-block></block></autolambda><list></list></block><block var="phrase"/></block></block></block></script></block-definition><block-definition s="error %&apos;msg&apos;" type="command" category="control"><header></header><code></code><translations>pt:lança o erro _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doApplyExtension"><l>err_error(msg)</l><list><block var="msg"/></list></block></script></block-definition><block-definition s="printable %&apos;data&apos;" type="reporter" category="lists"><comment x="0" y="0" w="188.66666666666669" collapsed="false">Takes a (possibly deep) list as input,&#xD;and reports a human-readable text form &#xD;of the list (namely, Lisp notation).</comment><header></header><code></code><translations>ca:notació textual de _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="data"/><l><option>list</option></l></block></block><script><block s="doReport"><block var="data"/></block></script></block><block s="doIf"><block s="reportListIsEmpty"><block var="data"/></block><script><block s="doReport"><l>()</l></block></script></block><block s="doReport"><block s="reportJoinWords"><list><l>(</l><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="printable %l"><l/></custom-block></autolambda><list></list></block><block var="data"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> </l><l></l></list></block></autolambda><list></list></block></block><l>)</l></list></block></block></script></block-definition><block-definition s="require nonempty %&apos;text&apos; %&apos;message&apos;" type="reporter" category="operators" helper="true"><comment x="0" y="0" w="220" collapsed="false">Helper function for word/sentence library.&#xD;Reports its first input, unless that input is empty, in which case it gives its second input as an error message.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportIfElse"><block s="reportIsA"><block var="text"/><l><option>list</option></l></block><block s="reportListIsEmpty"><block var="text"/></block><block s="reportVariadicEquals"><list><block s="reportStringSize"><block var="text"/></block><l>0</l></list></block></block><script><custom-block s="error %txt"><block var="message"/></custom-block></script><script><block s="doReport"><block var="text"/></block></script></block></script></block-definition><block-definition s="first letter of %&apos;word&apos;" type="reporter" category="operators"><comment x="0" y="0" w="260" collapsed="false">Takes a text string as input, and reports the first character in the string.</comment><header></header><code></code><translations>pt:a primeira palavra de _&#xD;ca:primera lletra de _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doIfElse"><block s="reportIsA"><block var="word"/><l><option>list</option></l></block><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="first letter of %txt"><l></l></custom-block></autolambda><list></list></block><block var="word"/></block></block></script><script><block s="doReport"><block s="reportLetter"><l>1</l><custom-block s="require nonempty %s %s"><block var="word"/><l>First of empty word.</l></custom-block></block></block></script></block></script></block-definition><block-definition s="Add leading %&apos;char&apos; to %&apos;string&apos; Total length: %&apos;Length&apos; (2)" type="reporter" category="operators"><comment x="0" y="0" w="322.8571428571429" collapsed="false">Add leading char to a number By Loucheman v1.2&#xD;useful to display the score in a game&#xD;&#xD;</comment><header></header><code></code><translations></translations><inputs><input type="%txt">0</input><input type="%txt"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><list><block s="reportJoinWords"><list><block s="reportReshape"><block s="reportNewList"><list><block var="char"/></list></block><list><block s="reportDifference"><block var="Length"/><block s="reportStringSize"><block var="string"/></block></block></list></block></list></block><block var="string"/></list></block></block></script></block-definition></blocks><stage name="stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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id="23038"><item><ref mediaID="stage_cst_yrieurf648r64838#$%^&amp;^%$#$%^&amp;*&amp;^%$%^&amp;^%"></ref></item></list></costumes><sounds><list struct="atomic" id="23039"></list></sounds><variables><variable name="@SaveShown"><bool>true</bool></variable></variables><blocks></blocks><scripts><script x="17" y="42.499999999999986"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doTellTo"><l>Display line1</l><block s="reifyScript"><script><block s="doSayFor"><block s="reportMousePosition"></block><l>1</l></block></script><list></list></block><list></list></block></script></scripts><sprites select="6"><sprite name="Button" idx="2" x="-500" y="0" heading="90" scale="2.5" volume="100" pan="0" rotation="0" draggable="false" costume="17" color="80,80,80,1" pen="tip" id="23060"><costumes><list id="23061"><item><ref mediaID="Button_cst_1"></ref></item><item><ref mediaID="Button_cst_2"></ref></item><item><ref mediaID="Button_cst_3"></ref></item><item><ref mediaID="Button_cst_4"></ref></item><item><ref mediaID="Button_cst_5"></ref></item><item><ref mediaID="Button_cst_6"></ref></item><item><ref mediaID="Button_cst_7"></ref></item><item><ref mediaID="Button_cst_8"></ref></item><item><ref mediaID="Button_cst_9"></ref></item><item><ref mediaID="Button_cst_0"></ref></item><item><ref mediaID="Button_cst_+"></ref></item><item><ref mediaID="Button_cst_-"></ref></item><item><ref mediaID="Button_cst_X"></ref></item><item><ref mediaID="Button_cst_/"></ref></item><item><ref mediaID="Button_cst_C"></ref></item><item><ref mediaID="Button_cst_."></ref></item><item><ref mediaID="Button_cst_="></ref></item></list></costumes><sounds><list struct="atomic" id="23062"></list></sounds><blocks><block-definition s="create button %&apos;button&apos; type %&apos;type&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%txt"></input><input type="%txt"></input></inputs><script><block s="doDeclareVariables"><list><l>clone</l></list></block><block s="doSetVar"><l>myValue</l><block var="button"/></block><block s="doSetVar"><l>myType</l><block var="type"/></block><block s="doSwitchToCostume"><block s="reportJoinWords"><list><block var="button"/></list></block></block><block s="doSetVar"><l>clone</l><block s="newClone"><l><option>myself</option></l></block></block><block s="doWait"><l>0</l></block><block s="doAddToList"><block s="reportNewList"><list><block var="button"/><block var="clone"/></list></block><block var="buttonsClones"/></block></script></block-definition><block-definition s="create buttons" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doWarp"><script><custom-block s="let %upvar be %s"><l>grid size</l><l>50</l></custom-block><block s="doSetVar"><l>mySize</l><l>250</l></block><block s="doSetVar"><l>buttonsClones</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>numberA</l><l></l></block><block s="doSetVar"><l>Operator</l><l></l></block><block s="doSetVar"><l>numberB</l><l></l></block><block s="doSetVar"><l>result</l><l></l></block><block s="doSetVar"><l>lastValue</l><l></l></block><block s="doSetVar"><l>lastTypeOfButtonPressed</l><l>operator</l></block><block s="doSetVar"><l>displayL1</l><l></l></block><block s="doSetVar"><l>displayL2</l><l></l></block><block s="setScale"><block var="mySize"/></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doFor"><l>i</l><l>0</l><l>9</l><script><custom-block s="create button %txt type %txt" scope="local"><block var="i"/><l>number</l></custom-block></script><comment w="90" collapsed="false">generate buttons for numbers</comment></block><custom-block s="create button %txt type %txt" scope="local"><l>.</l><l>number</l></custom-block><custom-block s="create button %txt type %txt" scope="local"><l>+</l><l>operator</l></custom-block><custom-block s="create button %txt type %txt" scope="local"><l>-</l><l>operator</l></custom-block><custom-block s="create button %txt type %txt" scope="local"><l>X</l><l>operator</l></custom-block><custom-block s="create button %txt type %txt" scope="local"><l>/</l><l>operator</l></custom-block><custom-block s="create button %txt type %txt" scope="local"><l>C</l><l>operator</l></custom-block><custom-block s="create button %txt type %txt" scope="local"><l>=</l><l>operator</l></custom-block><block s="gotoXY"><l>-500</l><l>0</l></block><block s="doFor"><l>i</l><l>1</l><l>9</l><script><block s="doTellTo"><custom-block s="button associated to %txt"><block var="i"/></custom-block><block s="reifyScript"><script><block s="gotoXY"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>-2</l><block var="grid size"/></list></block><block s="reportVariadicProduct"><list><block s="reportModulus"><block s="reportDifference"><block var="i"/><l>1</l></block><l>3</l></block><block var="grid size"/></list></block></list></block><block s="reportVariadicSum"><list><block s="reportMonadic"><l><option>neg</option></l><block var="grid size"/></block><block s="reportVariadicProduct"><list><custom-block s="%n div %n"><block s="reportDifference"><block var="i"/><l>1</l></block><l>3</l></custom-block><block var="grid size"/></list></block></list></block></block><block s="doSetVar"><l><option>my anchor</option></l><block s="reportObject"><l>Calculator</l></block></block></script><list><l>#1</l></list></block><list><block var="i"/></list></block></script><comment w="90" collapsed="false">place buttons on the screen</comment></block><block s="doTellTo"><custom-block s="button associated to %txt"><l>C</l></custom-block><block s="reifyScript"><script><block s="gotoXY"><block s="reportVariadicProduct"><list><l>-2</l><block var="grid size"/></list></block><block s="reportVariadicProduct"><list><l>-2</l><block var="grid size"/></list></block></block><block s="doSetVar"><l><option>my anchor</option></l><block s="reportObject"><l>Calculator</l></block></block></script><list></list></block><list></list></block><block s="doTellTo"><custom-block s="button associated to %txt"><l>0</l></custom-block><block s="reifyScript"><script><block s="gotoXY"><block s="reportVariadicProduct"><list><l>-1</l><block var="grid size"/></list></block><block s="reportVariadicProduct"><list><l>-2</l><block var="grid size"/></list></block></block><block s="doSetVar"><l><option>my anchor</option></l><block s="reportObject"><l>Calculator</l></block></block></script><list></list></block><list></list></block><block s="doTellTo"><custom-block s="button associated to %txt"><l>.</l></custom-block><block s="reifyScript"><script><block s="gotoXY"><l>0</l><block s="reportVariadicProduct"><list><l>-2</l><block var="grid size"/></list></block></block><block s="doSetVar"><l><option>my anchor</option></l><block s="reportObject"><l>Calculator</l></block></block></script><list></list></block><list></list></block><block s="doTellTo"><custom-block s="button associated to %txt"><l>+</l></custom-block><block s="reifyScript"><script><block s="gotoXY"><block var="grid size"/><block var="grid size"/></block><block s="doSetVar"><l><option>my anchor</option></l><block s="reportObject"><l>Calculator</l></block></block></script><list></list></block><list></list></block><block s="doTellTo"><custom-block s="button associated to %txt"><l>-</l></custom-block><block s="reifyScript"><script><block s="gotoXY"><block var="grid size"/><l>0</l></block><block s="doSetVar"><l><option>my anchor</option></l><block s="reportObject"><l>Calculator</l></block></block></script><list></list></block><list></list></block><block s="doTellTo"><custom-block s="button associated to %txt"><l>X</l></custom-block><block s="reifyScript"><script><block s="gotoXY"><block var="grid size"/><block s="reportVariadicProduct"><list><l>-1</l><block var="grid size"/></list></block></block><block s="doSetVar"><l><option>my anchor</option></l><block s="reportObject"><l>Calculator</l></block></block></script><list></list></block><list></list></block><block s="doTellTo"><custom-block s="button associated to %txt"><l>/</l></custom-block><block s="reifyScript"><script><block s="gotoXY"><block var="grid size"/><block s="reportVariadicProduct"><list><l>-2</l><block var="grid size"/></list></block></block><block s="doSetVar"><l><option>my anchor</option></l><block s="reportObject"><l>Calculator</l></block></block></script><list></list></block><list></list></block><block s="doTellTo"><custom-block s="button associated to %txt"><l>=</l></custom-block><block s="reifyScript"><script><block s="gotoXY"><block s="reportVariadicProduct"><list><l>2</l><block var="grid size"/></list></block><block s="reportVariadicProduct"><list><l>-2</l><block var="grid size"/></list></block></block><block s="doSetVar"><l><option>my anchor</option></l><block s="reportObject"><l>Calculator</l></block></block></script><list></list></block><list></list></block></script></block></script></block-definition><block-definition s="assign value" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="myType"/><l>number</l></list></block><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="Operator"/><l></l></list></block><script><block s="doIf"><block s="reportNot"><block s="reportVariadicAnd"><list><block s="reportVariadicEquals"><list><block var="myValue"/><l>.</l></list></block><block s="reportVariadicNotEquals"><list><custom-block s="position of %s in %txt"><l>.</l><block var="numberA"/></custom-block><l>0</l></list></block></list></block></block><script><block s="doSetVar"><l>numberA</l><block s="reportJoinWords"><list><block var="numberA"/><block var="myValue"/></list></block></block></script></block></script><script><block s="doIf"><block s="reportNot"><block s="reportVariadicAnd"><list><block s="reportVariadicEquals"><list><block var="myValue"/><l>.</l></list></block><block s="reportVariadicNotEquals"><list><custom-block s="position of %s in %txt"><l>.</l><block var="numberB"/></custom-block><l>0</l></list></block></list></block></block><script><block s="doSetVar"><l>numberB</l><block s="reportJoinWords"><list><block var="numberB"/><block var="myValue"/></list></block></block></script></block></script><comment w="90" collapsed="false">if 1st number</comment></block></script><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="myType"/><l>operator</l></list></block><script><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicEquals"><list><block var="myValue"/><l>=</l></list></block><block s="reportVariadicAnd"><list><block s="reportVariadicNotEquals"><list><block var="numberA"/><l></l></list></block><block s="reportVariadicAnd"><list><block s="reportVariadicNotEquals"><list><block var="Operator"/><l></l></list></block><block s="reportVariadicNotEquals"><list><block var="numberB"/><l></l></list></block></list></block></list></block></list></block><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="Operator"/><l>+</l></list></block><script><block s="doSetVar"><l>result</l><block s="reportVariadicSum"><list><block var="numberA"/><block var="numberB"/></list></block></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="Operator"/><l>-</l></list></block><script><block s="doSetVar"><l>result</l><block s="reportDifference"><block var="numberA"/><block var="numberB"/></block></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="Operator"/><l>X</l></list></block><script><block s="doSetVar"><l>result</l><block s="reportVariadicProduct"><list><block var="numberA"/><block var="numberB"/></list></block></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="Operator"/><l>/</l></list></block><script><block s="doSetVar"><l>result</l><block s="reportQuotient"><block var="numberA"/><block var="numberB"/></block></block></script><script></script></block></script></block></script></block></script></block><block s="doBroadcast"><l>update display1</l><list><l>Display line1</l><block s="reportJoinWords"><list><block var="numberA"/><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="Operator"/><l></l></list></block><l></l><l> </l></block><block var="Operator"/><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="numberB"/><l></l></list></block><l></l><l> </l></block><block var="numberB"/><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="result"/><l></l></list></block><l></l><l> = </l></block><block var="result"/></list></block></list></block><block s="doSetVar"><l>numberA</l><block var="result"/></block><block s="doSetVar"><l>Operator</l><l></l></block><block s="doSetVar"><l>numberB</l><l></l></block><block s="doSetVar"><l>result</l><l></l></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="myValue"/><l>+</l></list></block><script><block s="doSetVar"><l>Operator</l><l>+</l></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="myValue"/><l>-</l></list></block><script><block s="doSetVar"><l>Operator</l><l>-</l></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="myValue"/><l>X</l></list></block><script><block s="doSetVar"><l>Operator</l><l>X</l></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="myValue"/><l>/</l></list></block><script><block s="doSetVar"><l>Operator</l><l>/</l></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="myValue"/><l>C</l></list></block><script><block s="doSetVar"><l>numberA</l><l></l></block><block s="doSetVar"><l>Operator</l><l></l></block><block s="doSetVar"><l>numberB</l><l></l></block><block s="doSetVar"><l>result</l><l></l></block><block s="doBroadcast"><l>update display1</l><list><l>Display line1</l><l></l></list></block><block s="doBroadcast"><l>update display2</l><list><l>Display line2</l><block s="reportJoinWords"><list><block var="numberA"/><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="Operator"/><l></l></list></block><l></l><l> </l></block><block var="Operator"/><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="numberB"/><l></l></list></block><l></l><l> </l></block><block var="numberB"/><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="result"/><l></l></list></block><l></l><l> = </l></block><block var="result"/></list></block></list></block></script><script></script></block></script></block></script></block></script></block></script></block></script></block></script></block></script></block><block s="doBroadcast"><l>update display2</l><list><l>Display line2</l><block s="reportJoinWords"><list><block var="numberA"/><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="Operator"/><l></l></list></block><l></l><l> </l></block><block var="Operator"/><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="numberB"/><l></l></list></block><l></l><l> </l></block><block var="numberB"/><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="result"/><l></l></list></block><l></l><l> = </l></block><block var="result"/></list></block></list></block></script><scripts><script x="98" y="1583.2"><block s="doBroadcast"><l>update display2</l><list><l>Display line2</l><block s="reportJoinWords"><list><block var="numberA"/><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="Operator"/><l></l></list></block><l></l><l> </l></block><block var="Operator"/><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="numberB"/><l></l></list></block><l></l><l> </l></block><block var="numberB"/><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="result"/><l></l></list></block><l></l><l> = </l></block><block var="result"/></list></block></list></block></script></scripts></block-definition></blocks><variables><variable name="mySize"><l>250</l></variable><variable name="myValue"><l>=</l></variable><variable name="myType"><l>operator</l></variable></variables><scripts><script x="14.285714285714295" y="14.285714285714283"><block s="receiveGo"></block><block s="doWait"><l>.1</l></block><custom-block s="create buttons" scope="local"></custom-block><block s="doBroadcast"><l>update display2</l><list><l>Display line2</l><l></l></list></block><block s="doBroadcast"><l>update display1</l><list><l>Display line1</l><l></l></list></block></script><script x="14.285714285714295" y="144.73809523809524"><block s="receiveInteraction"><l><option>mouse-entered</option></l></block><block s="setEffect"><l><option>brightness</option></l><l>10</l></block></script><script x="14.285714285714295" y="213.8809523809524"><block s="receiveInteraction"><l><option>mouse-departed</option></l></block><block s="setEffect"><l><option>brightness</option></l><l>0</l></block><block s="setScale"><block var="mySize"/></block></script><script x="14.285714285714295" y="304.61904761904765"><block s="receiveInteraction"><l><option>pressed</option></l></block><block s="setScale"><block s="reportDifference"><block var="mySize"/><l>5</l></block></block></script><script x="14.285714285714295" y="377.6428571428573"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="setScale"><block var="mySize"/></block><custom-block s="assign value" scope="local"></custom-block></script></scripts></sprite><sprite name="BACKUP" idx="5" x="236.2880711347043" y="136.87620687640364" heading="90" scale="1.15" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="29.999999999999996,29.999999999999996,29.999999999999996,1" pen="tip" id="23968"><costumes><list struct="atomic" id="23969"></list></costumes><sounds><list struct="atomic" id="23970"></list></sounds><blocks></blocks><variables></variables><scripts><script x="9.174311926605505" y="9.174311926605505"><block s="doDeleteFromList"><l><option>all</option></l><block s="reportGet"><l><option>costumes</option></l></block><comment w="90" collapsed="false">expand the stage size to maximum before running these blocks...</comment></block><block s="doFor"><l>i</l><l>1</l><l>9</l><script><custom-block s="add %obj to my costumes"><custom-block s="button costume from text %txt size %n MarX %n MarY %n pen size %n box color %clr bg color %clr txt color %clr PivotX %txt PivotY %txt"><block var="i"/><l>20</l><l>0</l><l>0</l><l>2</l><color>30,30,30,1</color><color>255,255,255,1</color><color>30,30,30,1</color><l>left</l><l>upper</l></custom-block></custom-block></script></block><custom-block s="add %obj to my costumes"><custom-block s="button costume from text %txt size %n MarX %n MarY %n pen size %n box color %clr bg color %clr txt color %clr PivotX %txt PivotY %txt"><l>0</l><l>20</l><l>0</l><l>0</l><l>2</l><color>30,30,30,1</color><color>255,255,255,1</color><color>30,30,30,1</color><l>left</l><l>upper</l></custom-block></custom-block><custom-block s="add %obj to my costumes"><custom-block s="button costume from text %txt size %n MarX %n MarY %n pen size %n box color %clr bg color %clr txt color %clr PivotX %txt PivotY %txt"><l>+</l><l>20</l><l>0</l><l>0</l><l>2</l><color>30,30,30,1</color><color>255,255,255,1</color><color>30,30,30,1</color><l>left</l><l>upper</l></custom-block></custom-block><custom-block s="add %obj to my costumes"><custom-block s="button costume from text %txt size %n MarX %n MarY %n pen size %n box color %clr bg color %clr txt color %clr PivotX %txt PivotY %txt"><l>-</l><l>20</l><l>0</l><l>0</l><l>2</l><color>30,30,30,1</color><color>255,255,255,1</color><color>30,30,30,1</color><l>left</l><l>upper</l></custom-block></custom-block><custom-block s="add %obj to my costumes"><custom-block s="button costume from text %txt size %n MarX %n MarY %n pen size %n box color %clr bg color %clr txt color %clr PivotX %txt PivotY %txt"><l>X</l><l>20</l><l>0</l><l>0</l><l>2</l><color>30,30,30,1</color><color>255,255,255,1</color><color>30,30,30,1</color><l>left</l><l>upper</l></custom-block></custom-block><custom-block s="add %obj to my costumes"><custom-block s="button costume from text %txt size %n MarX %n MarY %n pen size %n box color %clr bg color %clr txt color %clr PivotX %txt PivotY %txt"><l>/</l><l>20</l><l>0</l><l>0</l><l>2</l><color>30,30,30,1</color><color>255,255,255,1</color><color>30,30,30,1</color><l>left</l><l>upper</l></custom-block></custom-block><custom-block s="add %obj to my costumes"><custom-block s="button costume from text %txt size %n MarX %n MarY %n pen size %n box color %clr bg color %clr txt color %clr PivotX %txt PivotY %txt"><l>C</l><l>20</l><l>0</l><l>0</l><l>2</l><color>30,30,30,1</color><color>255,255,255,1</color><color>30,30,30,1</color><l>left</l><l>upper</l></custom-block></custom-block><custom-block s="add %obj to my costumes"><custom-block s="button costume from text %txt size %n MarX %n MarY %n pen size %n box color %clr bg color %clr txt color %clr PivotX %txt PivotY %txt"><l>.</l><l>20</l><l>0</l><l>0</l><l>2</l><color>30,30,30,1</color><color>255,255,255,1</color><color>30,30,30,1</color><l>left</l><l>upper</l></custom-block></custom-block><custom-block s="add %obj to my costumes"><custom-block s="button costume from text %txt size %n MarX %n MarY %n pen size %n box color %clr bg color %clr txt color %clr PivotX %txt PivotY %txt"><l>=</l><l>20</l><l>0</l><l>0</l><l>2</l><color>30,30,30,1</color><color>255,255,255,1</color><color>30,30,30,1</color><l>left</l><l>upper</l></custom-block><comment w="90" collapsed="false">don&apos;t forget to rename all costumes...  0=0, X=X  C=C  ...</comment></custom-block></script><script x="409.17431192660547" y="781.0076452599388"><block s="gotoXY"><l>-110</l><l>-150</l></block><block s="gotoXY"><l>-110</l><l>110</l></block></script><script x="35.174311926605505" y="721.6743119266055"><custom-block s="add %obj to my costumes"><l/></custom-block></script><script x="36.174311926605505" y="757.6743119266054"><custom-block s="costume from commands %cs"><script><block s="clear"></block><block s="setColor"><color>30,30,30,1</color></block><block s="setSize"><l>8</l></block><block s="gotoXY"><l>-110</l><l>110</l></block><block s="down"></block><block s="gotoXY"><l>140</l><l>110</l></block><block s="gotoXY"><l>140</l><l>-150</l></block><block s="gotoXY"><l>-110</l><l>-150</l></block><block s="gotoXY"><l>-110</l><l>110</l></block><block s="up"></block><block s="setSize"><l>5</l></block><block s="gotoXY"><l>-110</l><l>60</l></block><block s="down"></block><block s="forward"><l>0</l></block><block s="gotoXY"><l>140</l><l>60</l></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block></script></custom-block></script><script x="23.4600262123198" y="1174.0790738313672"><block s="doSwitchToCostume"><custom-block s="button costume from text %txt size %n MarX %n MarY %n pen size %n box color %clr bg color %clr txt color %clr PivotX %txt PivotY %txt"><l>    Loucheman&apos;s calculator v1.0</l><l>10</l><l>20</l><l>3</l><l>7</l><color>30,30,30,1</color><color>255,255,255,1</color><color>30,30,30,1</color><l>left</l><l>upper</l></custom-block></block><block s="setScale"><l>115</l></block></script></scripts></sprite><sprite name="Display line2" idx="4" x="-97.79999999999899" y="82.79999999999967" heading="90" scale="1.07" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,79.05,74.307,1" pen="tip" id="24165"><nest anchor="Calculator" synch="true"/><wear><ref mediaID="166"></ref></wear><costumes><list struct="atomic" id="24166"></list></costumes><sounds><list struct="atomic" id="24167"></list></sounds><blocks></blocks><variables><variable name="myLastValueDisplayed"><l>1 + 111 = 12</l></variable></variables><scripts><script x="27.857142857142893" y="10.000000000000005"><block s="receiveGo"></block><block s="setScale"><l>107</l></block></script><script x="232.14285714285728" y="10.999999999999982"><block s="doSetVar"><l>myLastValueDisplayed</l><l>hhuihiuhihjfobgsdf`.g&lt;`dfg</l></block><block s="doForever"><script><block s="doWaitUntil"><block s="reportVariadicNotEquals"><list><block var="myLastValueDisplayed"/><block var="displayL2"/></list></block></block><block s="doSwitchToCostume"><custom-block s="button costume from text %txt size %n MarX %n MarY %n pen size %n box color %clr bg color %clr txt color %clr PivotX %txt PivotY %txt"><custom-block s="Add leading %txt to %txt Total length: %n (2)"><l> </l><block var="displayL2"/><l>30</l></custom-block><l>13</l><l>1</l><l>0</l><l>2</l><color>30,30,30,1</color><color>255,255,255,1</color><color>30,30,30,1</color><l>left</l><l>upper</l></custom-block></block><block s="doSetVar"><l>myLastValueDisplayed</l><block var="displayL2"/></block></script></block></script><script x="133.80000000000007" y="193.47619047619048"><block var="displayL2"/></script><script x="10.000000000000005" y="222.26190476190484"><block s="receiveMessage"><l>update display2</l><list><l>data</l></list></block><block s="doSwitchToCostume"><custom-block s="button costume from text %txt size %n MarX %n MarY %n pen size %n box color %clr bg color %clr txt color %clr PivotX %txt PivotY %txt"><custom-block s="Add leading %txt to %txt Total length: %n (2)"><l> </l><block var="data"/><l>30</l></custom-block><l>13</l><l>1</l><l>0</l><l>2</l><color>30,30,30,1</color><color>255,255,255,1</color><color>30,30,30,1</color><l>left</l><l>upper</l></custom-block></block></script></scripts></sprite><sprite name="Display line1" idx="3" x="-97.79999999999899" y="95.80000000000015" heading="90" scale="1.07" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,79.05,74.307,1" pen="tip" id="24229"><nest anchor="Calculator" synch="true"/><wear><ref mediaID="167"></ref></wear><costumes><list struct="atomic" id="24230"></list></costumes><sounds><list struct="atomic" id="24231"></list></sounds><blocks></blocks><variables><variable name="myLastValueDisplayed"><l></l></variable></variables><scripts><script x="9.174311926605505" y="98.33835736129318"><block s="receiveGo"></block><block s="setScale"><l>107</l></block></script><script x="200.60288335517697" y="16.481214504150298"><block s="doSetVar"><l>myLastValueDisplayed</l><l>hhuihiuhihjfobgsdf`.g&lt;`dfg</l></block><block s="doForever"><script><block s="doWaitUntil"><block s="reportVariadicNotEquals"><list><block var="myLastValueDisplayed"/><block var="displayL1"/></list></block></block><block s="doSwitchToCostume"><custom-block s="button costume from text %txt size %n MarX %n MarY %n pen size %n box color %clr bg color %clr txt color %clr PivotX %txt PivotY %txt"><custom-block s="Add leading %txt to %txt Total length: %n (2)"><l> </l><block var="displayL1"/><l>30</l></custom-block><l>13</l><l>1</l><l>0</l><l>2</l><color>30,30,30,1</color><color>255,255,255,1</color><color>30,30,30,1</color><l>left</l><l>upper</l></custom-block></block><block s="doSetVar"><l>myLastValueDisplayed</l><block var="displayL1"/></block></script></block></script><script x="9.174311926605505" y="188.88597640891223"><block s="receiveMessage"><l>update display1</l><list><l>data</l></list></block><block s="doSwitchToCostume"><custom-block s="button costume from text %txt size %n MarX %n MarY %n pen size %n box color %clr bg color %clr txt color %clr PivotX %txt PivotY %txt"><custom-block s="Add leading %txt to %txt Total length: %n (2)"><l> </l><block var="data"/><l>30</l></custom-block><l>13</l><l>1</l><l>0</l><l>2</l><color>30,30,30,1</color><color>255,255,255,1</color><color>255,237,225,1</color><l>left</l><l>upper</l></custom-block></block></script><script x="31.17431192660552" y="384.5764525993884"><block s="doSayFor"><l>Hello!</l><l>2</l></block></script></scripts></sprite><sprite name="Calculator" idx="1" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="155.54999999999998,55.998,0,1" pen="tip" id="24296"><costumes><list id="24297"><item><ref mediaID="Calculator_cst_Costume"></ref></item></list></costumes><sounds><list struct="atomic" id="24298"></list></sounds><blocks></blocks><variables></variables><scripts><script x="38.85714285714285" y="82.59523809523813"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setScale"><l>100</l></block></script></scripts></sprite><sprite name="Exit432" idx="6" x="-213.9854713575466" y="153.57215554060915" heading="90" scale="0.9978260869565219" volume="100" pan="0" rotation="1" draggable="false" costume="1" color="80,80,80,1" pen="tip" id="24308"><inherit exemplar="Calculator"></inherit><costumes><list id="24309"><item><ref mediaID="Exit432_cst_Untitledudh922"></ref></item></list></costumes><sounds><list struct="atomic" id="24310"></list></sounds><blocks></blocks><variables></variables><dispatches></dispatches><scripts><script x="114" y="45.33333333333334"><block s="receiveGo"></block><block s="goToLayer"><l><option>front</option></l></block></script><script x="118" y="159.33333333333337"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doSwitchToScene"><l>SnipOS 9</l><list></list></block></script><script x="37.85714285714289" y="247.42857142857167"><block s="goToLayer"><l><option>front</option></l></block></script><script x="27.0183486238532" y="353.4097859327218"><block s="changeXPosition"><l>-2</l></block></script></scripts></sprite><watcher var="result" style="normal" x="9.33852140077829" y="9.338521400778212" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="displayL1"><l></l></variable><variable name="displayL2"><l></l></variable><variable name="value"><l>0</l></variable><variable name="lastValue"><l></l></variable><variable name="buttonsClones"><list id="24330"><item><list struct="atomic" id="24331">0,0</list></item><item><list struct="atomic" id="24332">1,0</list></item><item><list struct="atomic" id="24333">2,0</list></item><item><list struct="atomic" id="24334">3,0</list></item><item><list struct="atomic" id="24335">4,0</list></item><item><list struct="atomic" id="24336">5,0</list></item><item><list struct="atomic" id="24337">6,0</list></item><item><list struct="atomic" id="24338">7,0</list></item><item><list struct="atomic" id="24339">8,0</list></item><item><list struct="atomic" id="24340">9,0</list></item><item><list struct="atomic" id="24341">.,0</list></item><item><list struct="atomic" id="24342">+,0</list></item><item><list struct="atomic" id="24343">-,0</list></item><item><list struct="atomic" id="24344">X,0</list></item><item><list struct="atomic" id="24345">/,0</list></item><item><list struct="atomic" id="24346">C,0</list></item><item><list struct="atomic" id="24347">=,0</list></item></list></variable><variable name="lastTypeOfButtonPressed"><l>operator</l></variable><variable name="numberB"><l></l></variable><variable name="numberA"><l></l></variable><variable name="Operator"><l></l></variable><variable name="result"><l></l></variable></variables></scene><scene name="Hyposyn Maps"><notes>Hyposyn Maps - Beta 1.6(H)&#xD;&#xD;Use Arrow Keys to move.&#xD;+ or - to Zoom in or out.&#xD;R for Driving Mode, continously follows you.&#xD;&#xD;Driving Mode: which follows your location constantly, useful when driving.&#xD;&#xD;Update:&#xD;&#xD;4 More Map Views (6 Total)</notes><hidden> reportJSFunction reportPipe receiveUserEdit getPosition reportMousePosition doDefineBlock doSetBlockAttribute doDeleteBlock reportBlockAttribute reportThisContext</hidden><headers></headers><code></code><blocks><block-definition s="$globe show current location" type="command" category="other"><header></header><code></code><translations>de:$globe zeige aktuellen Standort&#xD;pt:mostra a localização corrente do dispositivo no $globe&#xD;ca:$globe centra a la meva ubicació&#xD;</translations><inputs></inputs><script><custom-block s="set $globe to lon: %n lat: %n"><custom-block s="$globe current longitude"></custom-block><custom-block s="$globe current latitude"></custom-block></custom-block></script></block-definition><block-definition s="$globe zoom" type="reporter" category="other"><header></header><code></code><translations>de:$globe Zoom&#xD;pt:o zoom do $globe&#xD;ca:$globe zoom&#xD;</translations><inputs></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>map_zoom</l><list></list></block></block></script></block-definition><block-definition s="set $globe zoom to %&apos;n&apos;" type="command" category="other"><header></header><code></code><translations>de:setze $globe Zoom auf _&#xD;pt:altera o zoom do $globe para _&#xD;ca:$globe fixa el zoom a _&#xD;</translations><inputs><input type="%n">10</input></inputs><script><block s="doApplyExtension"><l>map_zoom(n)</l><list><block var="n"/></list></block><custom-block s="update $globe"></custom-block></script></block-definition><block-definition s="$globe longitude of x %&apos;x&apos;" type="reporter" category="other"><header></header><code></code><translations>de:$globe Längengrad von x _&#xD;pt:a longitude no $globe da coordenada x _&#xD;ca:$globe longitud per a x _&#xD;</translations><inputs><input type="%n">0</input></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>map_lon(x)</l><list><block var="x"/></list></block></block></script></block-definition><block-definition s="$globe latitude of y %&apos;y&apos;" type="reporter" category="other"><header></header><code></code><translations>de:$globe Breitengrad von y _&#xD;pt:a latitude no $globe da coordenada y _&#xD;ca:$globe latitud per a y _&#xD;</translations><inputs><input type="%n">0</input></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>map_lat(y)</l><list><block var="y"/></list></block></block></script></block-definition><block-definition s="set $globe to lon: %&apos;lon&apos; lat: %&apos;lat&apos;" type="command" category="other"><header></header><code></code><translations>de:setze $globe auf Länge: _ Breite: _&#xD;pt:altera a posição no $globe para (longitude: _ , latitude: _ )&#xD;ca:$globe centra a longitud: _ latitud: _&#xD;</translations><inputs><input type="%n">-122.257852</input><input type="%n">37.872099</input></inputs><script><block s="doApplyExtension"><l>map_view(lon, lat)</l><list><block var="lon"/><block var="lat"/></list></block><custom-block s="update $globe"></custom-block></script></block-definition><block-definition s="y of $globe latitude %&apos;lat&apos;" type="reporter" category="other"><header></header><code></code><translations>de:y von $globe Breitengrad _&#xD;pt:a coordenada y da latitude _ no $globe&#xD;ca:$globe y per a latitud _&#xD;</translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>map_y(lat)</l><list><block var="lat"/></list></block></block></script></block-definition><block-definition s="x of $globe longitude %&apos;lon&apos;" type="reporter" category="other"><header></header><code></code><translations>de:x von $globe Längengrad _&#xD;pt:a coordenada x da longidude _ no $globe&#xD;ca:$globe x per a longitud _&#xD;</translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>map_x(lon)</l><list><block var="lon"/></list></block></block></script></block-definition><block-definition s="change $globe by x: %&apos;x&apos; y: %&apos;y&apos; pixels" type="command" category="other"><header></header><code></code><translations>de:ändere $globe um x: _ y: _ Pixel&#xD;pt:desloca a posição do mapa de (x: _ , y: _ )&#xD;ca:$globe canvia la ubicació en x: _ y: _ píxels&#xD;</translations><inputs><input type="%n">10</input><input type="%n">10</input></inputs><script><block s="doApplyExtension"><l>map_pan(x, y)</l><list><block var="x"/><block var="y"/></list></block><custom-block s="update $globe"></custom-block></script></block-definition><block-definition s="$globe distance in km to %&apos;target&apos;" type="reporter" category="other"><header></header><code></code><translations>de:$globe Entfernung in km zu _&#xD;pt:a tua distância em km a _ no $globo&#xD;ca:$globe distància en km fins a _&#xD;</translations><inputs><input type="%s" readonly="true"><options>§_objectsMenu</options></input></inputs><script><block s="doDeclareVariables"><list><l>trg</l></list></block><block s="doSetVar"><l>trg</l><block s="reportObject"><block var="target"/></block></block><block s="doIf"><block s="reportNot"><block s="reportVariadicAnd"><list><block s="reportIsA"><block s="reportGet"><l><option>self</option></l></block><l><option>sprite</option></l></block><block s="reportIsA"><block var="trg"/><l><option>sprite</option></l></block></list></block></block><script><block s="doReport"><l>-1</l></block></script></block><block s="doReport"><block s="reportApplyExtension"><l>map_dist(lat1, lon1, lat2, lon2)</l><list><custom-block s="$globe latitude of y %n"><block s="yPosition"></block></custom-block><custom-block s="$globe longitude of x %n"><block s="xPosition"></block></custom-block><custom-block s="$globe latitude of y %n"><block s="reportAttributeOf"><l><option>y position</option></l><block var="target"/></block></custom-block><custom-block s="$globe longitude of x %n"><block s="reportAttributeOf"><l><option>x position</option></l><block var="target"/></block></custom-block></list></block></block></script></block-definition><block-definition s="$globe current location" type="reporter" category="other"><header></header><code></code><translations>de:$globe aktuelle Position&#xD;pt:a localização corrente do dispositivo no $globe&#xD;ca:$globe ubicació actual&#xD;</translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>callback</l></list></block><block s="doSetVar"><l>callback</l><block s="reportApplyExtension"><l>geo_location(acc?)</l><list><block s="reportBoolean"><l><bool>false</bool></l></block></list></block></block><block s="doWaitUntil"><block s="reportVariadicEquals"><list><block s="reportListAttribute"><l><option>length</option></l><block s="evaluate"><block var="callback"/><list></list></block></block><l>2</l></list></block></block><block s="doReport"><block s="evaluate"><block var="callback"/><list></list></block></block></script></block-definition><block-definition s="$globe current latitude" type="reporter" category="other"><header></header><code></code><translations>de:$globe aktueller Breitengrad&#xD;pt:a latitude corrente do dispositivo no $globe&#xD;ca:$globe latitud actual&#xD;</translations><inputs></inputs><script><block s="doReport"><block s="reportListItem"><l>1</l><custom-block s="$globe current location"></custom-block></block></block></script></block-definition><block-definition s="$globe current longitude" type="reporter" category="other"><header></header><code></code><translations>de:$globe aktueller Längengrad&#xD;pt:a longitude corrente do dispositivo no $globe&#xD;ca:$globe longitud actual&#xD;</translations><inputs></inputs><script><block s="doReport"><block s="reportListItem"><l>2</l><custom-block s="$globe current location"></custom-block></block></block></script></block-definition><block-definition s="update $globe" type="command" category="other"><header></header><code></code><translations>de:aktualisiere $globe&#xD;pt:actualiza o $globe&#xD;ca:$globe força refresc&#xD;</translations><inputs></inputs><script><block s="doApplyExtension"><l>map_update</l><list></list></block><block s="doTellTo"><block s="reportGet"><l><option>stage</option></l></block><block s="reifyScript"><script><block s="doSwitchToCostume"><custom-block s="$globe as costume"></custom-block></block></script><list></list></block><list></list></block></script></block-definition><block-definition s="$globe as costume" type="reporter" category="other"><header></header><code></code><translations>de:$globe als Kostüm&#xD;pt:a parte visível do $globe na forma de traje&#xD;ca:$globe vestit del mapa actual&#xD;</translations><inputs></inputs><script><block s="doWaitUntil"><block s="reportApplyExtension"><l>map_loaded</l><list></list></block></block><block s="doReport"><block s="reportApplyExtension"><l>map_costume</l><list></list></block></block></script></block-definition><block-definition s="set $globe style to %&apos;name&apos;" type="command" category="other"><header></header><code></code><translations>de:setze $globe Stil auf _&#xD;pt:altera o estilo do $globe para _&#xD;ca:$globe fixa l&apos;estil de mapa a _&#xD;</translations><inputs><input type="%s" readonly="true">OpenStreetMap<options>OpenStreetMap&#xD;Wikimedia&#xD;Watercolor&#xD;Toner&#xD;Terrain&#xD;Topographic&#xD;Satellite&#xD;Streets&#xD;Shading&#xD;Mapbox (experimental)</options></input></inputs><script><block s="doApplyExtension"><l>map_style(name)</l><list><block var="name"/></list></block><custom-block s="update $globe"></custom-block></script></block-definition><block-definition s="ask %&apos;question&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s">what&apos;s your name?</input></inputs><script><block s="doAsk"><block var="question"/></block><block s="doReport"><block s="getLastAnswer"></block></block></script></block-definition><block-definition s="notify %&apos;message&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s">Alert!</input></inputs><script><block s="doTellTo"><block s="reportGet"><l><option>stage</option></l></block><block s="reifyScript"><script><block s="doAsk"><block s="reportNewList"><list><block s="reportApplyExtension"><l>ide_translate(text)</l><list><block var="message"/></list></block><block s="reportNewList"><list><block s="reportApplyExtension"><l>ide_translate(text)</l><list><l>Ok</l></list></block></list></block></list></block></block></script><list></list></block><list></list></block></script></block-definition><block-definition s="prompt %&apos;title&apos; options %&apos;options&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s">choose!</input><input type="%mult%s"></input></inputs><script><block s="doReport"><custom-block s="ask %s"><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="title"/><l></l></list></block><block var="options"/><block s="reportNewList"><list><block s="reportApplyExtension"><l>ide_translate(text)</l><list><block var="title"/></list></block><block var="options"/></list></block></block></custom-block></block></script></block-definition><block-definition s="submenu %&apos;title&apos; items %&apos;items&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s">title</input><input type="%mult%s"></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="title"/><l></l></list></block><l>menu</l><block s="reportApplyExtension"><l>ide_translate(text)</l><list><block var="title"/></list></block></block><block var="items"/></list></block></block></script></block-definition><block-definition s="divider" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block-definition><block-definition s="menu item icon %&apos;icon&apos; label %&apos;text&apos; value %&apos;value&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>§_objectsMenu</options></input><input type="%s">option</input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="icon"/><l></l></list></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="text"/><l></l></list></block><block var="value"/><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="value"/><l></l></list></block><block var="text"/><block s="reportNewList"><list><block var="text"/><block var="value"/></list></block></block></block><block s="reportNewList"><list><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="text"/><l></l></list></block><block s="reportIfElse"><block s="reportIsA"><block var="icon"/><l><option>text</option></l></block><block s="reportObject"><block var="icon"/></block><block var="icon"/></block><block s="reportNewList"><list><block s="reportIfElse"><block s="reportIsA"><block var="icon"/><l><option>text</option></l></block><block s="reportObject"><block var="icon"/></block><block var="icon"/></block><block var="text"/></list></block></block><block var="value"/></list></block></block></block></script></block-definition><block-definition s="menu item speech ballon %&apos;orientation&apos; message %&apos;message&apos; value %&apos;value&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">left<options>left&#xD;right</options></input><input type="%s">hey!</input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="value"/><l></l></list></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="orientation"/><l>right</l></list></block><block s="reportNewList"><list><l></l><block var="message"/></list></block><block s="reportNewList"><list><block var="message"/></list></block></block><block s="reportNewList"><list><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="orientation"/><l>right</l></list></block><block s="reportNewList"><list><l></l><block var="message"/></list></block><block s="reportNewList"><list><block var="message"/></list></block></block><block var="value"/></list></block></block></block></script></block-definition><block-definition s="menu examples" type="command" category="sensing"><comment x="0" y="0" w="212" collapsed="false">open my definition to look at examples how to use the menu blocks</comment><header></header><code></code><translations></translations><inputs></inputs><scripts><script x="10" y="79.00000000000001"><block s="doAsk"><l>what&apos;s your name?</l></block></script><script x="10" y="118.00000000000003"><custom-block s="ask %s"><l>what&apos;s your name?</l></custom-block></script><script x="10" y="151"><custom-block s="notify 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input, and reports a new text string containing all but the first character of the input.</comment><header></header><code></code><translations>pt:_ sem o primeiro caractere&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="string"/><l><option>list</option></l></block><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="all but first letter of %txt"><l></l></custom-block></autolambda><list></list></block><block var="string"/></block></block></script></block><block s="doReport"><block s="reportJoinWords"><block s="reportCDR"><block s="reportTextSplit"><custom-block s="require nonempty %s %s"><block var="string"/><l>All but first of empty word.</l></custom-block><l><option>letter</option></l></block></block></block></block></script></block-definition><block-definition s="all but first word of %&apos;sentence&apos;" type="reporter" category="operators"><comment x="0" y="0" w="223.000001" collapsed="false">Takes a text string as input, divides it into words treating one or more spaces as a word separator (only spaces count; punctuation is part of the word) and reports a text string containing all but the first word, with one space between words and no spaces at the beginning or end. (Note: consider using SENTENCE➞LIST and processing the resulting list instead of doing recursion on sentences in text string form.  List operations are faster.)</comment><header></header><code></code><translations>pt:_ sem a primeira palavra&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="sentence"/><l><option>list</option></l></block><script><block s="doIfElse"><block s="reportListIsEmpty"><block var="sentence"/></block><script><custom-block s="error %txt"><l>All but first of empty sentence.</l></custom-block></script><script><block s="doReport"><block s="reportCDR"><block var="sentence"/></block></block></script></block></script></block><block s="doReport"><custom-block s="list $arrowRight sentence %l"><block s="reportCDR"><custom-block s="require nonempty %s %s"><custom-block s="sentence $arrowRight list %txt"><block var="sentence"/></custom-block><l>All but first of empty sentence.</l></custom-block></block></custom-block></block></script></block-definition><block-definition s="all but last letter of %&apos;string&apos;" type="reporter" category="operators"><comment x="0" y="0" w="218" collapsed="false">Takes a text string as input, and reports a new text string containing all but the last letter of the input.</comment><header></header><code></code><translations>pt:_ sem o último caractere&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="string"/><l><option>list</option></l></block><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="all but last letter of %txt"><l></l></custom-block></autolambda><list></list></block><block var="string"/></block></block></script></block><block s="doReport"><block s="reportJoinWords"><block s="reportListAttribute"><l><option>reverse</option></l><block s="reportCDR"><block s="reportListAttribute"><l><option>reverse</option></l><block s="reportTextSplit"><custom-block s="require nonempty %s %s"><block var="string"/><l>All but first of empty word.</l></custom-block><l><option>letter</option></l></block></block></block></block></block></block></script></block-definition><block-definition s="all but last word of %&apos;sentence&apos;" type="reporter" category="operators"><comment x="0" y="0" w="211.99999999999997" collapsed="false">Takes a text string as input, divides it into words treating one or more spaces as a word separator (only spaces count; punctuation is part of the word) and reports a text string containing all but the last word, with one space between words and no spaces at the beginning or end.  (Note: consider using SENTENCE-&gt;LIST and processing the resulting list instead of doing recursion on sentences in text string form.  List operations are faster.)</comment><header></header><code></code><translations>pt:_ sem a última palavra&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="sentence"/><l><option>list</option></l></block><script><block s="doIfElse"><block s="reportListIsEmpty"><block var="sentence"/></block><script><custom-block s="error %txt"><l>All but last of empty sentence.</l></custom-block></script><script><block s="doReport"><block s="reportListAttribute"><l><option>reverse</option></l><block s="reportCDR"><block s="reportListAttribute"><l><option>reverse</option></l><block var="sentence"/></block></block></block></block></script></block></script></block><block s="doReport"><custom-block s="list $arrowRight sentence %l"><block s="reportListAttribute"><l><option>reverse</option></l><block s="reportCDR"><block s="reportListAttribute"><l><option>reverse</option></l><custom-block s="require nonempty %s %s"><custom-block s="sentence $arrowRight list %txt"><block var="sentence"/></custom-block><l>All but last of empty sentence.</l></custom-block></block></block></block></custom-block></block></script></block-definition><block-definition s="first word of %&apos;sentence&apos;" type="reporter" category="operators"><comment x="0" y="0" w="236" collapsed="false">Takes a text string as input, divides it into words treating one or more spaces as a word separator (only spaces count; punctuation is part of the word) and reports a text string containing only the first word, with no spaces before or after it.</comment><header></header><code></code><translations>pt:a primeira palavra de _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doIfElse"><block s="reportIsA"><block var="sentence"/><l><option>list</option></l></block><script><block s="doIfElse"><block s="reportListIsEmpty"><block var="sentence"/></block><script><custom-block s="error %txt"><l>First of empty sentence.</l></custom-block></script><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="sentence"/></block></block></script></block></script><script><block s="doReport"><block s="reportListItem"><l>1</l><custom-block s="require nonempty %s %s"><custom-block s="sentence $arrowRight list %txt"><block var="sentence"/></custom-block><l>First of empty sentence.</l></custom-block></block></block></script></block></script></block-definition><block-definition s="last letter of %&apos;word&apos;" type="reporter" category="operators"><comment x="0" y="0" w="260" collapsed="false">Takes a text string as input, and reports the last character in the string.</comment><header></header><code></code><translations>pt:o último caractere de _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="word"/><l><option>list</option></l></block><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="last letter of %txt"><l></l></custom-block></autolambda><list></list></block><block var="word"/></block></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportStringSize"><block var="word"/></block><l>0</l></list></block><script><custom-block s="error %txt"><l>Last of empty word.</l></custom-block></script></block><block s="doReport"><block s="reportLetter"><block s="reportStringSize"><block var="word"/></block><block var="word"/></block></block></script></block-definition><block-definition s="last word of %&apos;sentence&apos;" type="reporter" category="operators"><comment x="0" y="0" w="262" collapsed="false">Takes a text string as input, divides it into words treating one or more spaces as a word separator (only spaces count; punctuation is part of the word) and reports a text string containing only the last word of the input, with no spaces before or after it.</comment><header></header><code></code><translations>pt:a última palavra de _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="sentence"/><l><option>list</option></l></block><script><block s="doIfElse"><block s="reportListIsEmpty"><block var="sentence"/></block><script><custom-block s="error %txt"><l>Last of empty sentence.</l></custom-block></script><script><block s="doReport"><block s="reportListItem"><l><option>last</option></l><block var="sentence"/></block></block></script></block></script></block><block s="doReport"><block s="reportListItem"><l><option>last</option></l><custom-block s="require nonempty %s %s"><custom-block s="sentence $arrowRight list %txt"><block var="sentence"/></custom-block><l>Last of empty sentence.</l></custom-block></block></block></script></block-definition><block-definition s="empty word? %&apos;word&apos;" type="predicate" category="operators"><comment x="0" y="0" w="208" collapsed="false">Takes a text string as input, and reports TRUE if the string has no characters in it of any kind, otherwise false.</comment><header></header><code></code><translations>pt:a palavra _ está vazia&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="word"/><l><option>list</option></l></block><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="empty word? %txt"><l></l></custom-block></autolambda><list></list></block><block var="word"/></block></block></script></block><block s="doReport"><block s="reportVariadicEquals"><list><block s="reportStringSize"><block var="word"/></block><l>0</l></list></block></block></script></block-definition><block-definition s="empty sentence? %&apos;sentence&apos;" type="predicate" category="operators"><comment x="0" y="0" w="221" collapsed="false">Takes a text string as input, and reports TRUE if the input contains no characters other than spaces (therefore, no words when the string is considered as a sentence), otherwise FALSE.</comment><header></header><code></code><translations>pt:a frase _ está vazia&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="sentence"/><l><option>list</option></l></block><script><block s="doReport"><block s="reportListIsEmpty"><block var="sentence"/></block></block></script></block><block s="doReport"><block s="reportListIsEmpty"><custom-block s="sentence $arrowRight list %txt"><block var="sentence"/></custom-block></block></block></script></block-definition><block-definition s="join words %&apos;words&apos;" type="reporter" category="operators"><comment x="0" y="0" w="230.66666666666666" collapsed="false">Like JOIN, takes any number of words (text strings) and reports a sentence with its inputs concatenated, but inserts a blank space between the inputs.&#xD;Consider using SENTENCE (Lists palette) instead.</comment><header></header><code></code><translations>de:füge Wörter zusammen _&#xD;ca:uneix les paraules _&#xD;es:unir las palabras _&#xD;fr:fusionne les mots _&#xD;pt:uma frase com as palavras _&#xD;</translations><inputs><input type="%mult%txt"></input></inputs><script><block s="doIf"><block s="reportListIsEmpty"><block var="words"/></block><script><block s="doReport"><l></l></block></script></block><block s="doDeclareVariables"><list><l>first</l><l>bf</l></list></block><block s="doSetVar"><l>first</l><block s="reportIfElse"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="words"/></block><l><option>list</option></l></block><custom-block s="join words %mult%txt"><block s="reportListItem"><l>1</l><block var="words"/></block></custom-block><block s="reportListItem"><l>1</l><block var="words"/></block></block></block><block s="doSetVar"><l>bf</l><custom-block s="join words %mult%txt"><block s="reportCDR"><block var="words"/></block></custom-block></block><block s="doIf"><custom-block s="empty sentence? %txt"><block var="bf"/></custom-block><script><block s="doReport"><block var="first"/></block></script></block><block s="doIf"><custom-block s="empty sentence? %txt"><block var="first"/></custom-block><script><block s="doReport"><block var="bf"/></block></script></block><block s="doReport"><block s="reportJoinWords"><list><block var="first"/><l> </l><block var="bf"/></list></block></block></script></block-definition><block-definition s="list $arrowRight sentence %&apos;data&apos;" type="reporter" category="operators"><comment x="0" y="0" w="165.33333333333334" collapsed="false">Takes a sentence in list form and reports the sentence as a text string.</comment><header></header><code></code><translations>de:Liste $arrowRight Satz _&#xD;ca:llista $arrowRight frase _&#xD;es:lista $arrowRight frase _&#xD;fr:liste $arrowRight phrase _&#xD;pt:uma frase com as palavras em _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><custom-block s="join words %mult%txt"><block var="data"/></custom-block></block></script></block-definition><block-definition s="word $arrowRight list %&apos;word&apos;" type="reporter" category="operators"><comment x="0" y="0" w="146.42857142857144" collapsed="false">report a list in which each item is one letter from the input word</comment><header></header><code></code><translations>de:Wort $arrowRight Liste _&#xD;ca:paraula $arrowRight llista _&#xD;es:palabra $arrowRight lista _&#xD;fr:mot $arrowRight liste _&#xD;pt:uma lista com os caracteres da palavra _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="word"/><l><option>list</option></l></block><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="word $arrowRight list %txt"><l></l></custom-block></autolambda><list></list></block><block var="word"/></block></block></script></block><block s="doReport"><block s="reportTextSplit"><block var="word"/><l><option>letter</option></l></block></block></script></block-definition><block-definition s="list $arrowRight word %&apos;list&apos;" type="reporter" category="operators"><comment x="0" y="0" w="158.57142857142858" collapsed="false">join all the items of the input list&#xD;into a single word, and report it</comment><header></header><code></code><translations>de:Liste $arrowRight Wort _&#xD;ca:llista $arrowRight paraula _&#xD;es:lista $arrowRight palabra _&#xD;fr:liste $arrowRight mot _&#xD;pt:uma palavra com os caracteres em _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doIf"><block s="reportListIsEmpty"><block var="list"/></block><script><block s="doReport"><block var="list"/></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportIsA"><l></l><l><option>list</option></l></block></autolambda><list></list></block><block var="list"/></block><l></l></list></block><script><block s="doReport"><block s="reportJoinWords"><block var="list"/></block></block></script></block><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportIsA"><l></l><l><option>list</option></l></block><block s="reportNewList"><list><custom-block s="list $arrowRight word %l"><l/></custom-block></list></block><l></l></block></autolambda><list></list></block><block var="list"/></block></block></script></block-definition><block-definition s="error %&apos;msg&apos;" type="command" category="control"><header></header><code></code><translations>pt:lança o erro _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doApplyExtension"><l>err_error(msg)</l><list><block var="msg"/></list></block></script></block-definition><block-definition s="require nonempty %&apos;text&apos; %&apos;message&apos;" type="reporter" category="operators" helper="true"><comment x="0" y="0" w="220" collapsed="false">Helper function for word/sentence library.&#xD;Reports its first input, unless that input is empty, in which case it gives its second input as an error message.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportIfElse"><block s="reportIsA"><block var="text"/><l><option>list</option></l></block><block s="reportListIsEmpty"><block var="text"/></block><block s="reportVariadicEquals"><list><block s="reportStringSize"><block var="text"/></block><l>0</l></list></block></block><script><block s="doReport"><l></l></block></script><script><block s="doReport"><block var="text"/></block></script></block></script></block-definition><block-definition s="first letter of %&apos;word&apos;" type="reporter" category="operators"><comment x="0" y="0" w="260" collapsed="false">Takes a text string as input, and reports the first character in the string.</comment><header></header><code></code><translations>pt:a primeira palavra de _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doIfElse"><block s="reportIsA"><block var="word"/><l><option>list</option></l></block><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="first letter of %txt"><l></l></custom-block></autolambda><list></list></block><block var="word"/></block></block></script><script><block s="doReport"><block s="reportLetter"><l>1</l><custom-block s="require nonempty %s %s"><block var="word"/><l>First of empty word.</l></custom-block></block></block></script></block></script></block-definition><block-definition s="store key: %&apos;key&apos; value: %&apos;value&apos; in browser" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doApplyExtension"><l>db_store(key, val)</l><list><block var="key"/><block var="value"/></list></block></script></block-definition><block-definition s="stored data in browser" type="reporter" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>db_getall</l><list></list></block></block></script></block-definition><block-definition s="remove key: %&apos;key&apos; in browser" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doApplyExtension"><l>db_remove(key)</l><list><block var="key"/></list></block></script></block-definition><block-definition s="clear data in browser" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doWarp"><script><block s="doForEach"><l>item</l><custom-block s="stored data in browser"></custom-block><script><custom-block s="remove key: %s in browser"><block s="reportListItem"><l>1</l><block var="item"/></block></custom-block></script></block></script></block></script></block-definition><block-definition s="get value from key: %&apos;key&apos; in browser" type="reporter" category="other"><comment x="0" y="0" w="199.33333333333334" collapsed="false">Reports the value previously stored under&#xD;the input key in the browser&apos;s local storage.&#xD;Reports False if the key is not found.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>db_get(key)</l><list><block var="key"/></list></block></block></script></block-definition><block-definition s="$flash remove duplicates from %&apos;data&apos;" type="reporter" category="lists"><comment x="0" y="0" w="209" collapsed="false">Reports a new list whose items are the same as in the input list, except that if two or more equal items appear in the input list, only the first one is kept in the result.</comment><header></header><code></code><translations>ca:elimina els duplicats de _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportAtomicKeep"><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><block s="reportListIndex"><block var="value"/><block var="list"/></block><block var="index"/></list></block></autolambda><list><l>value</l><l>index</l><l>list</l></list></block><block var="data"/></block></block></script><scripts><script x="14" y="164.2222222222222"><block s="doWarp"><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="data"/><block s="reportNewList"><list></list></block></list></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doIfElse"><block s="reportListContainsItem"><block s="reportCDR"><block var="data"/></block><block s="reportListItem"><l>1</l><block var="data"/></block></block><script><block s="doReport"><custom-block s="$flash remove duplicates from %l"><block s="reportCDR"><block var="data"/></block></custom-block></block></script><script><block s="doReport"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="data"/></block><custom-block s="$flash remove duplicates from %l"><block s="reportCDR"><block var="data"/></block></custom-block></block></block></script></block></script></block></script></scripts></block-definition><block-definition s="$flash sort %&apos;data&apos; ordering with %&apos;function&apos;" type="reporter" category="lists"><comment x="0" y="0" w="161.14285714285708" collapsed="false">Reports a sorted version of the list in its first input slot, using the comparison function in the second input slot.  For a list of numbers, using &lt; as the comparison function will sort from low to high; using &gt; will sort from high to low.</comment><header></header><code></code><translations>ca:ordena _ segons criteri _&#xD;</translations><inputs><input type="%l"></input><input type="%predRing"></input></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>lst_sort(list, fn)</l><list><block var="data"/><block var="function"/></list></block></block></script><scripts><script x="15" y="142.55555555555554"><block s="doDeclareVariables"><list><l>even items</l><l>odd items</l><l>merge</l><l>split</l><l>copy of data</l><l>id</l></list></block><block s="doSetVar"><l>id</l><block s="reifyScript"><script><block s="doReport"><l></l></block></script><list></list></block></block><block s="doSetVar"><l>copy of data</l><block s="reportMap"><block var="id"/><block var="data"/></block></block><block s="doSetVar"><l>split</l><block s="reifyScript"><script><block s="doSetVar"><l>even items</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>odd items</l><block s="reportNewList"><list></list></block></block><block s="doUntil"><block s="reportListIsEmpty"><block var="copy of data"/></block><script><block s="doAddToList"><block s="reportListItem"><l>1</l><block var="copy of data"/></block><block var="odd items"/></block><block s="doDeleteFromList"><l>1</l><block var="copy of data"/></block><block s="doIf"><block s="reportNot"><block s="reportListIsEmpty"><block var="copy of data"/></block></block><script><block s="doAddToList"><block s="reportListItem"><l>1</l><block var="copy of data"/></block><block var="even items"/></block><block s="doDeleteFromList"><l>1</l><block var="copy of data"/></block></script></block></script></block></script><list></list></block></block><block s="doSetVar"><l>merge</l><block s="reifyScript"><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="#1"/><block s="reportNewList"><list></list></block></list></block><script><block s="doReport"><block var="#2"/></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="#2"/><block s="reportNewList"><list></list></block></list></block><script><block s="doReport"><block var="#1"/></block></script></block><block s="doIfElse"><block s="evaluate"><block var="function"/><list><block s="reportListItem"><l>1</l><block var="#1"/></block><block s="reportListItem"><l>1</l><block var="#2"/></block></list></block><script><block s="doReport"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="#1"/></block><block s="evaluate"><block var="merge"/><list><block s="reportCDR"><block var="#1"/></block><block var="#2"/></list></block></block></block></script><script><block s="doReport"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="#2"/></block><block s="evaluate"><block var="merge"/><list><block var="#1"/><block s="reportCDR"><block var="#2"/></block></list></block></block></block></script></block></script><list><l>#1</l><l>#2</l></list></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="data"/><block s="reportNewList"><list></list></block></list></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportCDR"><block var="data"/></block><block s="reportNewList"><list></list></block></list></block><script><block s="doReport"><block var="data"/></block></script></block><block s="doRun"><block var="split"/><list></list></block><block s="doReport"><block s="evaluate"><block var="merge"/><list><custom-block s="$flash sort %l ordering with %predRing"><block var="odd items"/><block var="function"/></custom-block><custom-block s="$flash sort %l ordering with %predRing"><block var="even items"/><block var="function"/></custom-block></list></block></block></script></scripts></block-definition><block-definition s="$flash assoc %&apos;key&apos; %&apos;a-list&apos;" type="reporter" category="lists"><comment x="0" y="0" w="289.3333333333333" collapsed="false">The second input is an &quot;association list,&quot; a list of two-item lists.  Each of those smaller lists has a &quot;key&quot; as its first item and a &quot;value&quot; as its second.  ASSOC reports the first key-value pair in the association list whose key matches the first input.</comment><header></header><code></code><translations>ca:associació _ _&#xD;</translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doReport"><block s="reportAtomicFindFirst"><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><block var="key"/><block s="reportListItem"><l>1</l><l/></block></list></block></autolambda><list></list></block><block var="a-list"/></block></block></script><scripts><script x="19.333333333333332" y="108.22222222222221"><block s="doIf"><block s="reportVariadicEquals"><list><block var="a-list"/><block s="reportNewList"><list></list></block></list></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="key"/><block s="reportListItem"><l>1</l><block s="reportListItem"><l>1</l><block var="a-list"/></block></block></list></block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="a-list"/></block></block></script></block><block s="doReport"><custom-block s="$flash assoc %s %l"><block var="key"/><block s="reportCDR"><block var="a-list"/></block></custom-block></block></script></scripts></block-definition><block-definition s="%&apos;#&apos; for each %&apos;item&apos; of %&apos;data&apos; %&apos;action&apos;" type="command" category="lists"><comment x="0" y="0" w="228.57142857142858" collapsed="false">This block carries out the given script for each item of the given list, like the primitive FOR EACH.&#xD;&#xD;What&apos;s different is that it provides the # variable, which will contain the item number in the list of each item in turn, 1 while processing item 1, and so on.</comment><header></header><code></code><translations>ca:_ per cada _ de _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%upvar"></input><input type="%l"></input><input type="%ca"></input></inputs><script><block s="doIfElse"><custom-block s="☠︎ linked? %l"><block var="data"/></custom-block><script><block s="doSetVar"><l>#</l><l>1</l></block><block s="doUntil"><block s="reportListIsEmpty"><block var="data"/></block><script><block s="doSetVar"><l>item</l><block s="reportListItem"><l>1</l><block var="data"/></block></block><block s="doRun"><block var="action"/><list></list></block><block s="doSetVar"><l>data</l><block s="reportCDR"><block var="data"/></block></block><block s="doChangeVar"><l>#</l><l>1</l></block></script></block></script><script><block s="doIf"><block s="reportNot"><block s="reportListIsEmpty"><block var="data"/></block></block><script><block s="doFor"><l>i</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="data"/></block><script><block s="doSetVar"><l>#</l><block var="i"/></block><block s="doSetVar"><l>item</l><block s="reportListItem"><block var="i"/><block var="data"/></block></block><block s="doRun"><block var="action"/><list></list></block></script></block></script></block></script></block></script></block-definition><block-definition s="☠︎ linked? %&apos;data&apos;" type="predicate" category="lists" helper="true"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>lst_linked(list)</l><list><block var="data"/></list></block></block></script></block-definition><block-definition s="☠︎ link %&apos;data&apos;" type="reporter" category="lists" helper="true"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doIf"><block s="reportListIsEmpty"><block var="data"/></block><script><block s="doReport"><block var="data"/></block></script></block><block s="doReport"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="data"/></block><block s="reportCDR"><block var="data"/></block></block></block></script></block-definition><block-definition s="printable %&apos;data&apos;" type="reporter" category="lists"><comment x="0" y="0" w="188.66666666666666" collapsed="false">Takes a (possibly deep) list as input,&#xD;and reports a human-readable text form &#xD;of the list (namely, Lisp notation).&#xD;&#xD;Will not work on circular lists.</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="data"/><l><option>list</option></l></block></block><script><block s="doReport"><block var="data"/></block></script></block><block s="doIf"><block s="reportListIsEmpty"><block var="data"/></block><script><block s="doReport"><l>()</l></block></script></block><block s="doReport"><block s="reportJoinWords"><list><l>(</l><block s="reportAtomicCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="printable %l"><l/></custom-block></autolambda><list></list></block><block var="data"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> </l><l></l></list></block></autolambda><list></list></block></block><l>)</l></list></block></block></script></block-definition><block-definition s="sentence %&apos;phrase&apos;" type="reporter" category="lists"><comment x="0" y="0" w="302.6666666666667" collapsed="false">SENTENCE is the main constructor for sentences, represented&#xD;as lists of words.  It takes zero or more inputs, each of which can&#xD;be either a list or a text string.  If a list, the input is assumed to be&#xD;a list of words.  If a text string, it is converted to a list of words using&#xD;SENTENCE→LIST.  Then all the lists of words are appended to form a new list of words.&#xD;&#xD;If the inputs are lists of lists rather than lists of words, SENTENCE,&#xD;like APPEND, does only one level of flattening, reporting a list of&#xD;all the items of all the input lists.</comment><header></header><code></code><translations></translations><inputs><input type="%mult%s"></input></inputs><script><block s="doReport"><block s="reportConcatenatedLists"><block s="reportAtomicMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportIsA"><l></l><l><option>list</option></l></block><l></l><custom-block s="sentence $arrowRight list %txt"><l></l></custom-block></block></autolambda><list></list></block><block var="phrase"/></block></block></block></script></block-definition><block-definition s="$flash zip %&apos;lists&apos;" type="reporter" category="lists"><comment x="0" y="0" w="192" collapsed="false">ZIP takes any number of lists as inputs.  The lists should all be the same length.  ZIP reports a list of lists in which the first item is a list of all the first items, the second item is a list of all the second items, etc.&#xD;Viewing the inputs as the rows of a matrix, ZIP reports its transpose.</comment><header></header><code></code><translations></translations><inputs><input type="%mult%l"></input></inputs><script><block s="doIf"><block s="reportListIsEmpty"><block s="reportListItem"><l>1</l><block var="lists"/></block></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doReport"><block s="reportCONS"><block s="reportAtomicMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>1</l><l/></block></autolambda><list></list></block><block var="lists"/></block><custom-block s="$flash zip %mult%l"><block s="reportAtomicMap"><block s="reifyReporter"><autolambda><block s="reportCDR"><l/></block></autolambda><list></list></block><block var="lists"/></block></custom-block></block></block></script></block-definition><block-definition s="%&apos;x&apos;" type="reporter" category="lists"><comment x="0" y="0" w="105.33333333333333" collapsed="false">The identity function reports its input.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block var="x"/></block></script></block-definition><block-definition s="multimap %&apos;function&apos; over %&apos;lists&apos;" type="reporter" category="lists"><comment x="0" y="0" w="267.3333333333333" collapsed="false">Takes as input a function of N inputs and N lists.&#xD;The function is called with item 1 of all the lists as its inputs, with item 2 of all the lists as its inputs, and so on.  (The lists should all be the same length.)</comment><header></header><code></code><translations></translations><inputs><input type="%repRing"></input><input type="%mult%l"></input></inputs><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="evaluate"><block var="function"/><custom-block s="%s"><l></l></custom-block></block></autolambda><list></list></block><custom-block s="$flash zip %mult%l"><block var="lists"/></custom-block></block></block></script></block-definition><block-definition s="sentence $arrowRight list %&apos;text&apos;" type="reporter" category="operators"><comment x="0" y="0" w="196" collapsed="false">Takes a sentence in text string form and reports the sentence as a list of its words.</comment><header></header><code></code><translations>de:Satz $arrowRight Liste _&#xD;ca:frase $arrowRight llista _&#xD;es:frase $arrowRight lista _&#xD;fr:phrase $arrowRight liste _&#xD;pt:uma lista com as palavras da frase _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportAtomicKeep"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportVariadicEquals"><list><block s="reportStringSize"><l></l></block><l>0</l></list></block></block></autolambda><list></list></block><block s="reportTextSplit"><block var="text"/><l><option>whitespace</option></l></block></block></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="0" color="255,252,238,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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</pentrails><costumes><list id="26851"><item><ref mediaID="Stage_cst_backdrop1"></ref></item><item><ref mediaID="Stage_cst_minesweeper"></ref></item></list></costumes><sounds><list id="26852"><item><ref mediaID="Stage_snd_pop"></ref></item></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="4"><sprite name="Sprite1" idx="1" x="-120" y="-136" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" hidden="true" costume="11" color="0,0,255,1" pen="middle" id="26857"><costumes><list id="26858"><item><ref mediaID="Sprite1_cst_hi"></ref></item><item><ref mediaID="Sprite1_cst_0"></ref></item><item><ref mediaID="Sprite1_cst_1"></ref></item><item><ref mediaID="Sprite1_cst_2"></ref></item><item><ref mediaID="Sprite1_cst_3"></ref></item><item><ref mediaID="Sprite1_cst_4"></ref></item><item><ref mediaID="Sprite1_cst_5"></ref></item><item><ref mediaID="Sprite1_cst_6"></ref></item><item><ref mediaID="Sprite1_cst_7"></ref></item><item><ref mediaID="Sprite1_cst_8"></ref></item><item><ref mediaID="Sprite1_cst_covered"></ref></item><item><ref mediaID="Sprite1_cst_marked"></ref></item><item><ref mediaID="Sprite1_cst_mine"></ref></item><item><ref mediaID="Sprite1_cst_mine2"></ref></item></list></costumes><sounds><list id="26859"><item><ref mediaID="Sprite1_snd_pop"></ref></item></list></sounds><blocks><block-definition s="Generate Map" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doWarp"><script><block s="doSetVar"><l>Markers</l><block var="Mines"/></block><block s="doDeleteFromList"><l><option>all</option></l><block var="Mine Map"/></block><block s="doRepeat"><block s="reportVariadicProduct"><list><block var="Map X"/><block var="Map Y"/></list></block><script><block s="doAddToList"><l>0</l><block var="Mine Map"/></block></script></block><block s="doDeleteFromList"><l><option>all</option></l><block var="Render Map"/></block><block s="doRepeat"><block s="reportVariadicProduct"><list><block var="Map X"/><block var="Map Y"/></list></block><script><block s="doAddToList"><l>9</l><block var="Render Map"/></block></script></block><block s="doRepeat"><block var="Mines"/><script><block s="doSetVar"><l>item</l><block s="reportRandom"><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="Mine Map"/></block></block></block><block s="doUntil"><block s="reportVariadicEquals"><list><block s="reportListItem"><block var="item"/><block var="Mine Map"/></block><l>0</l></list></block><script><block s="doSetVar"><l>item</l><block s="reportRandom"><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="Mine Map"/></block></block></block></script></block><block s="doReplaceInList"><block var="item"/><block var="Mine Map"/><l>1</l></block></script></block></script></block></script></block-definition><block-definition s="Click %&apos;selected tile&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doWarp"><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="reportListItem"><block var="selected tile"/><block var="Mine Map"/></block><l>0</l></list></block><script><custom-block s="Check for tile number %n" scope="local"><block var="selected tile"/></custom-block><block s="doReplaceInList"><block var="selected tile"/><block var="Render Map"/><block var="tile number"/></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="tile number"/><l>0</l></list></block><script><block s="doIf"><block s="reportNot"><block s="reportVariadicLessThan"><list><block s="reportModulus"><block var="selected tile"/><block var="Map X"/></block><l>1</l></list></block></block><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportListItem"><block s="reportVariadicSum"><list><block var="selected tile"/><l>1</l></list></block><block var="Render Map"/></block><l>9</l></list></block><script><custom-block s="Click %n" scope="local"><block s="reportVariadicSum"><list><block var="selected tile"/><l>1</l></list></block></custom-block></script></block></script></block><block s="doIf"><block s="reportVariadicOr"><list><block s="reportVariadicGreaterThan"><list><block s="reportModulus"><block var="selected tile"/><block var="Map X"/></block><l>1</l></list></block><block s="reportVariadicEquals"><list><block s="reportModulus"><block var="selected tile"/><block var="Map X"/></block><l>0</l></list></block></list></block><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportListItem"><block s="reportDifference"><block var="selected tile"/><l>1</l></block><block var="Render Map"/></block><l>9</l></list></block><script><custom-block s="Click %n" scope="local"><block s="reportDifference"><block var="selected tile"/><l>1</l></block></custom-block></script></block></script></block><block s="doIf"><block s="reportVariadicLessThan"><list><block var="selected tile"/><block s="reportVariadicSum"><list><block s="reportDifference"><block s="reportListAttribute"><l><option>length</option></l><block var="Mine Map"/></block><block var="Map X"/></block><l>1</l></list></block></list></block><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportListItem"><block s="reportVariadicSum"><list><block var="selected tile"/><block var="Map X"/></list></block><block var="Render Map"/></block><l>9</l></list></block><script><custom-block s="Click %n" scope="local"><block s="reportVariadicSum"><list><block var="selected tile"/><block var="Map X"/></list></block></custom-block></script></block><block s="doIf"><block s="reportNot"><block s="reportVariadicLessThan"><list><block s="reportModulus"><block var="selected tile"/><block var="Map X"/></block><l>1</l></list></block></block><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportListItem"><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block var="selected tile"/><l>1</l></list></block><block var="Map X"/></list></block><block var="Render Map"/></block><l>9</l></list></block><script><custom-block s="Click %n" scope="local"><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block var="selected tile"/><l>1</l></list></block><block var="Map X"/></list></block></custom-block></script></block></script></block><block s="doIf"><block s="reportVariadicOr"><list><block s="reportVariadicGreaterThan"><list><block s="reportModulus"><block var="selected tile"/><block var="Map X"/></block><l>1</l></list></block><block s="reportVariadicEquals"><list><block s="reportModulus"><block var="selected tile"/><block var="Map X"/></block><l>0</l></list></block></list></block><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportListItem"><block s="reportVariadicSum"><list><block s="reportDifference"><block var="selected tile"/><l>1</l></block><block var="Map X"/></list></block><block var="Render Map"/></block><l>9</l></list></block><script><custom-block s="Click %n" scope="local"><block s="reportVariadicSum"><list><block s="reportDifference"><block var="selected tile"/><l>1</l></block><block var="Map X"/></list></block></custom-block></script></block></script></block></script></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="selected tile"/><block var="Map X"/></list></block><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportListItem"><block s="reportDifference"><block var="selected tile"/><block var="Map X"/></block><block var="Render Map"/></block><l>9</l></list></block><script><custom-block s="Click %n" scope="local"><block s="reportDifference"><block var="selected tile"/><block var="Map 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s="hide"></block><block s="gotoXY"><block s="reportDifference"><block s="reportAttributeOf"><l><option>left</option></l><l>Navbar</l></block><block s="reportVariadicProduct"><list><block s="reportAttributeOf"><l><option>width</option></l><l>Navbar Load</l></block><l>.5</l></list></block></block><block s="reportAttributeOf"><l><option>y position</option></l><l>Navbar</l></block></block><block s="changeXPosition"><block s="reportVariadicProduct"><list><block s="reportAttributeOf"><l><option>width</option></l><l>Navbar Load</l></block><block s="reportVariadicProduct"><list><block var="NUM"/><l>.01</l></list></block></list></block></block><block s="doTellTo"><l>Navbar</l><block s="reifyScript"><script><block s="doSwitchToCostume"><l>Navbar</l></block></script><list></list></block><list></list></block><block s="doPasteOn"><l>Navbar</l></block></script><list></list></block><list></list></block><block s="doSetVar"><l>load %</l><block var="NUM"/></block></script></block-definition><block-definition s="load %&apos;NUM&apos; % with animation" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doUntil"><block s="reportVariadicLessThan"><list><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block var="NUM"/><block var="load %"/></block></block><l>1</l></list></block><script><custom-block s="load %n %"><block s="reportVariadicSum"><list><block var="load %"/><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="NUM"/><block var="load %"/></block><l>.1</l></list></block></list></block></custom-block></script></block><custom-block s="load %n %"><block var="NUM"/></custom-block></script></block-definition><block-definition s="load complete" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doTellTo"><l>Navbar</l><block s="reifyScript"><script><block s="doRepeat"><l>10</l><script><block s="changeEffect"><l><option>brightness</option></l><l>10</l></block></script></block><block s="doSwitchToCostume"><l>Navbar</l></block><block s="clearEffects"></block><block s="doSetVar"><l>load %</l><l>0</l></block></script><list></list></block><list></list></block></script></block-definition><block-definition s="reset load bar" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doTellTo"><l>Navbar</l><block s="reifyScript"><script><block s="doSetVar"><l>load %</l><l>0</l></block><block s="doSwitchToCostume"><l>Navbar</l></block><block s="clearEffects"></block></script><list></list></block><list></list></block></script></block-definition><block-definition s="$cloudOutline MQTT connect to %&apos;broker&apos; $nl $options-1-192-192-192 %&apos;options&apos;" type="command" category="MQTT"><comment x="0" y="0" w="416.6666666666666" collapsed="false">Connect to a broker&#xD;&#xD;The options are not required but can be filled if needed&#xD;&#xD;1. username (some brokers need this)&#xD;2. password (some brokers need this)&#xD;3. keepalive (default time is 60 seconds but some brokers need a shorter time)&#xD;4. connection callback (ringed set of scripts to be run when connection is made or remade)&#xD;&#xD;Note: The connection callback doesn&apos;&apos;t have to be the 4th option - it just has to be the last (or only) option.&#xD;&#xD;ADVANCED: The brokers offered in the menu are accessed using default ports and  basepaths (if needed).  If accessing other brokers, the complete urls should be formed like this:&#xD;&#xD;siteURL:port/basepath &#xD;e.g mqtt.eclipseprojects.io:443/mqtt&#xD;&#xD;It is possible to have more than one connection to the same broker, for instance, using two different user/pass accounts simultaneously. To do this, add a connection id at the end of the broker:&#xD;&#xD;e.g mqtt.eclipseprojects.io:443/mqtt|1&#xD;</comment><header></header><code></code><translations></translations><inputs><input type="%s">broker.emqx.io<options>broker.emqx.io&#xD;mqtt.eclipseprojects.io&#xD;test.mosquitto.org&#xD;broker.xmqtt.net</options></input><input type="%mult%s"></input></inputs><script><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/mqtt.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/mqttExtension.js</l></list></block><block s="doIf"><block s="reportNot"><block s="reportJoinWords"><block var="options"/></block></block><script><block s="doSetVar"><l>options</l><block s="reportNewList"><list></list></block></block></script></block><block s="doDeclareVariables"><list><l>connection status</l><l>callback</l></list></block><block s="doSetVar"><l>connection status</l><l>connecting</l></block><block s="doSetVar"><l>callback</l><l></l></block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l><option>last</option></l><block var="options"/></block><l><option>command</option></l></block><script><block s="doSetVar"><l>callback</l><block s="reportListItem"><l><option>last</option></l><block var="options"/></block></block><block s="doDeleteFromList"><l><option>last</option></l><block var="options"/></block></script></block><block s="doSetVar"><l>options</l><block s="reportListAttribute"><l><option>json</option></l><block s="reportNewList"><list><block s="reportNewList"><list><l>username</l><block s="reportListItem"><l>1</l><block var="options"/></block></list></block><block s="reportNewList"><list><l>password</l><block s="reportListItem"><l>2</l><block var="options"/></block></list></block><block s="reportNewList"><list><l>keepalive</l><block s="reportListItem"><l>3</l><block var="options"/></block></list></block></list></block></block></block><block s="doApplyExtension"><l>mqt_connect(broker,callback,options)</l><list><block var="broker"/><block var="callback"/><block var="options"/></list></block><block s="doWaitUntil"><block s="reportNot"><block s="reportVariadicEquals"><list><block var="connection status"/><l>connecting</l></list></block></block></block><block s="doIf"><block s="reportNot"><block s="reportVariadicEquals"><list><block var="connection status"/><l>connected</l></list></block></block><script><block s="doApplyExtension"><l>err_error(msg)</l><list><block var="connection status"/></list></block></script></block></script></block-definition><block-definition s="$cloudOutline MQTT publish to %&apos;broker&apos; topic %&apos;topic&apos; payload %&apos;payload&apos; $nl $options-1-192-192-192 %&apos;options&apos;" type="command" category="MQTT"><comment x="0" y="0" w="200" collapsed="false">Publish a message to an MQTT broker&#xD;&#xD;The options are not required but can be filled if needed&#xD;&#xD;1. qos (quality of service 0,1 or 2)&#xD;2. retain flag (boolean)&#xD;</comment><header></header><code></code><translations></translations><inputs><input type="%s">broker.emqx.io<options>broker.emqx.io&#xD;mqtt.eclipseprojects.io&#xD;test.mosquitto.org&#xD;broker.xmqtt.net</options></input><input type="%s">name</input><input type="%mlt">hello</input><input type="%mult%s"></input></inputs><script><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/mqtt.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/mqttExtension.js</l></list></block><block s="doIf"><block s="reportNot"><block s="reportJoinWords"><block var="options"/></block></block><script><block s="doSetVar"><l>options</l><block s="reportNewList"><list></list></block></block></script></block><block s="doSetVar"><l>options</l><block s="reportListAttribute"><l><option>json</option></l><block s="reportNewList"><list><block s="reportNewList"><list><l>qos</l><block s="reportListItem"><l>1</l><block var="options"/></block></list></block><block s="reportNewList"><list><l>retain</l><block s="reportListItem"><l>2</l><block var="options"/></block></list></block></list></block></block></block><block s="doIf"><block s="reportIsA"><block var="payload"/><l><option>list</option></l></block><script><block s="doSetVar"><l>payload</l><block s="reportListAttribute"><l><option>json</option></l><block var="payload"/></block></block></script></block><block s="doIf"><block s="reportIsA"><block var="payload"/><l><option>number</option></l></block><script><block s="doSetVar"><l>payload</l><block s="reportJoinWords"><list><block var="payload"/></list></block></block></script></block><block s="doApplyExtension"><l>mqt_pub(broker,topic,payload,options)</l><list><block var="broker"/><block var="topic"/><block var="payload"/><block var="options"/></list></block></script></block-definition><block-definition s="$cloudOutline MQTT subscribe to %&apos;broker&apos; topic %&apos;topic&apos; $nl on each message run %&apos;callback&apos; $nl $options-1-192-192-192 %&apos;options&apos;" type="command" category="MQTT"><comment x="0" y="0" w="239.9999999999998" collapsed="false">Subscribe to a topic on a broker&#xD;&#xD;Make sure you have already run an MQTT connect block before using this one&#xD;&#xD;You should add a script to be run inside he grey ring.&#xD;&#xD;It will be run each time a message is received&#xD;&#xD;If you click on the arrow on the grey ring twice, you can use #1 and #2 inside your script.&#xD;&#xD;#1 will contain the received payload&#xD;&#xD;#2 will contain the received topic name&#xD;&#xD;The options are not required but can be filled if needed&#xD;&#xD;There is only 1 option at present&#xD;1. Binary mode (boolean) If true, payload returned as plain binary byte string.  Default condition (false) it is returned as UTF text string</comment><header></header><code></code><translations></translations><inputs><input type="%s">broker.emqx.io<options>broker.emqx.io&#xD;mqtt.eclipseprojects.io&#xD;test.mosquitto.org&#xD;broker.xmqtt.net</options></input><input type="%s">name</input><input type="%cmdRing"></input><input type="%mult%s"></input></inputs><script><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/mqtt.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/mqttExtension.js</l></list></block><block s="doIf"><block s="reportNot"><block s="reportJoinWords"><block var="options"/></block></block><script><block s="doSetVar"><l>options</l><block s="reportNewList"><list></list></block></block></script></block><block s="doSetVar"><l>options</l><block s="reportListAttribute"><l><option>json</option></l><block s="reportNewList"><list><block s="reportNewList"><list><l>mode</l><block s="reportListItem"><l>1</l><block var="options"/></block></list></block></list></block></block></block><block s="doApplyExtension"><l>mqt_sub(broker,topic,callback,options)</l><list><block var="broker"/><block var="topic"/><block var="callback"/><block var="options"/></list></block></script></block-definition><block-definition s="$cloudOutline MQTT unsubscribe from %&apos;broker&apos; topic %&apos;topic&apos;" type="command" category="MQTT"><header></header><code></code><translations></translations><inputs><input type="%s">broker.emqx.io<options>broker.emqx.io&#xD;mqtt.eclipseprojects.io&#xD;test.mosquitto.org&#xD;broker.xmqtt.net</options></input><input type="%s">name</input></inputs><script><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/mqtt.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/mqttExtension.js</l></list></block><block s="doApplyExtension"><l>mqt_unsub(broker,topic)</l><list><block var="broker"/><block var="topic"/></list></block></script></block-definition><block-definition s="$cloudOutline MQTT disconnect from %&apos;broker&apos;" type="command" category="MQTT"><header></header><code></code><translations></translations><inputs><input type="%s">all<options>all&#xD;broker.emqx.io&#xD;mqtt.eclipseprojects.io&#xD;test.mosquitto.org&#xD;broker.xmqtt.net</options></input></inputs><script><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/mqtt.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/mqttExtension.js</l></list></block><block s="doApplyExtension"><l>mqt_disconnect(broker)</l><list><block var="broker"/></list></block></script></block-definition><block-definition s="$cloudOutline MQTT response %&apos;broker&apos; topic %&apos;topic&apos; $nl reply %&apos;reply&apos; $nl $options-1-192-192-192 %&apos;$options&apos;" type="command" category="MQTT"><comment x="0" y="0" w="178" collapsed="false">There is only 1 option at present&#xD;1. Binary mode (boolean) If true, payload returned as plain binary byte string.  Default condition (false) it is returned as UTF text string</comment><header></header><code></code><translations></translations><inputs><input type="%s">broker.emqx.io<options>broker.emqx.io&#xD;mqtt.eclipseprojects.io&#xD;test.mosquitto.org&#xD;broker.xmqtt.net</options></input><input type="%s">name/#</input><input type="%repRing"></input><input type="%mult%s"></input></inputs><script><block s="doDeclareVariables"><list><l>resp</l><l>callbackTopic</l><l>error</l></list></block><custom-block s="$cloudOutline MQTT subscribe to %s topic %s %br on each message run %cmdRing %br $options-1-192-192-192 %mult%s"><block var="broker"/><block var="topic"/><block s="reifyScript"><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="reportApplyExtension"><l>txt_indexof(sub, txt)</l><list><l>/@</l><block var="received topic"/></list></block><l>0</l></list></block><script><block s="doApplyExtension"><l>err_try(cmd, catch, err)</l><list><block s="reifyScript"><script><block s="doSetVar"><l>resp</l><block s="evaluate"><block var="reply"/><list><block var="received payload"/><block var="received topic"/></list></block></block></script><list></list></block><block s="reifyScript"><script><block s="doSetVar"><l>resp</l><block s="evaluate"><block var="reply"/><list></list></block></block></script><list></list></block><block var="error"/></list></block><block s="doApplyExtension"><l>err_reset</l><list></list></block><block s="doSetVar"><l>callbackTopic</l><block s="reportListItem"><l><option>last</option></l><block s="reportTextSplit"><block var="received topic"/><l>@</l></block></block></block><custom-block s="$cloudOutline MQTT publish to %s topic %s payload %mlt %br $options-1-192-192-192 %mult%s"><block var="broker"/><block var="callbackTopic"/><block var="resp"/><list><l></l></list></custom-block></script></block></script><list><l>received payload</l><l>received topic</l></list></block><list><block s="reportListItem"><l>1</l><block var="$options"/></block></list></custom-block></script></block-definition><block-definition s="$cloudOutline MQTT request %&apos;broker&apos; topic %&apos;topic&apos; $nl response topic %&apos;rtopic&apos; payload %&apos;payload&apos; $nl on response run %&apos;callback&apos; $nl $options-1-192-192-192 %&apos;options&apos;" type="command" category="MQTT"><comment x="0" y="0" w="140" collapsed="false">There is only 1 option at present&#xD;1. Binary mode (boolean) If true, payload returned as plain binary byte string.  Default condition (false) it is returned as UTF text string</comment><header></header><code></code><translations></translations><inputs><input type="%s">broker.emqx.io<options>broker.emqx.io&#xD;mqtt.eclipseprojects.io&#xD;test.mosquitto.org&#xD;broker.xmqtt.net</options></input><input type="%s">name</input><input type="%s">name2</input><input type="%mlt">hello</input><input type="%cmdRing"></input><input type="%mult%s"></input></inputs><script><block s="doDeclareVariables"><list><l>error</l></list></block><custom-block s="$cloudOutline MQTT subscribe to %s topic %s %br on each message run %cmdRing %br $options-1-192-192-192 %mult%s"><block var="broker"/><block s="reportJoinWords"><list><block var="rtopic"/></list></block><block s="reifyScript"><script><block s="doApplyExtension"><l>err_try(cmd, catch, err)</l><list><block s="reifyScript"><script><block s="doRun"><block var="callback"/><list><block var="received payload"/><block var="received topic"/></list></block></script><list></list></block><block s="reifyScript"><script><block s="doRun"><block var="callback"/><list></list></block></script><list></list></block><block var="error"/></list></block></script><list><l>received payload</l><l>received topic</l></list></block><list><block s="reportListItem"><l>1</l><block var="options"/></block></list></custom-block><custom-block s="$cloudOutline MQTT publish to %s topic %s payload %mlt %br $options-1-192-192-192 %mult%s"><block var="broker"/><block s="reportJoinWords"><list><block var="topic"/><l>/</l><block s="reportJoinWords"><list><l>@</l><block var="rtopic"/></list></block></list></block><block var="payload"/><list><l></l></list></custom-block></script></block-definition><block-definition s="$cloudOutline MQTT example response reporter payload %&apos;payload&apos; topic %&apos;topic&apos;" type="reporter" category="MQTT"><comment x="0" y="0" w="90" collapsed="false">This is a simple echo example.&#xD;Topic can be used to filter the response.</comment><header></header><code></code><translations></translations><inputs><input type="%mlt">hello</input><input type="%txt">name</input></inputs><script><block s="doReport"><block var="payload"/></block></script></block-definition><block-definition s="$cloudOutline MQTT request %&apos;broker&apos; topic %&apos;topic&apos; $nl response topic %&apos;rtopic&apos; payload %&apos;payload&apos; $nl $options-1-192-192-192 %&apos;options&apos;" type="reporter" category="MQTT"><comment x="0" y="0" w="343" collapsed="false">The response topic should be a unique value for each call e.g. use timer&#xD;&#xD;The options are not required but can be filled if needed&#xD;&#xD;1.  Timeout value - default is 3 seconds&#xD;2.  Binary mode (boolean) If true, payload returned as plain binary byte string.  Default condition (false) it is returned as UTF text string</comment><header></header><code></code><translations></translations><inputs><input type="%s">broker.emqx.io<options>broker.emqx.io&#xD;mqtt.eclipseprojects.io&#xD;test.mosquitto.org&#xD;broker.xmqtt.net</options></input><input type="%s">name</input><input type="%s">name2</input><input type="%mlt">hello</input><input type="%mult%s"></input></inputs><script><block s="doDeclareVariables"><list><l>resp</l><l>semaphore</l><l>timer0</l><l>timeout</l></list></block><block s="doSetVar"><l>semaphore</l><l>0</l></block><block s="doSetVar"><l>timeout</l><block s="reportIfElse"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="options"/></block><l><option>number</option></l></block><block s="reportListItem"><l>1</l><block var="options"/></block><l>3</l></block></block><block s="doSetVar"><l>resp</l><l>timeout</l></block><custom-block s="$cloudOutline MQTT subscribe to %s topic %s %br on each message run %cmdRing %br $options-1-192-192-192 %mult%s"><block var="broker"/><block s="reportJoinWords"><list><block var="rtopic"/></list></block><block s="reifyScript"><script><block s="doSetVar"><l>resp</l><block var="received payload"/></block><block s="doSetVar"><l>semaphore</l><l>1</l></block></script><list><l>received payload</l><l>received topic</l></list></block><list><block s="reportListItem"><l>2</l><block var="options"/></block></list></custom-block><custom-block s="$cloudOutline MQTT publish to %s topic %s payload %mlt %br $options-1-192-192-192 %mult%s"><block var="broker"/><block s="reportJoinWords"><list><block var="topic"/><l>/</l><block s="reportJoinWords"><list><l>@</l><block var="rtopic"/></list></block></list></block><block var="payload"/><list><l></l></list></custom-block><block s="doSetVar"><l>timer0</l><block s="reportDate"><l><option>time in milliseconds</option></l></block></block><block s="doWaitUntil"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="semaphore"/><l>1</l></list></block><block s="reportVariadicGreaterThan"><list><block s="reportDifference"><block s="reportDate"><l><option>time in milliseconds</option></l></block><block var="timer0"/></block><block s="reportVariadicProduct"><list><block var="timeout"/><l>1000</l></list></block></list></block></list></block></block><custom-block s="$cloudOutline MQTT unsubscribe from %s topic %s"><block var="broker"/><block s="reportJoinWords"><list><block var="rtopic"/></list></block></custom-block><block s="doReport"><block var="resp"/></block></script></block-definition><block-definition s="MQTT Extension Examples" type="command" category="MQTT"><comment x="0" y="0" w="277" collapsed="false">Open (edit) this block to look at examples how to use the MQTT Extension blocks&#xD;&#xD;Background documentation:&#xD;https://github.com/pixavier/mqtt4snap&#xD;&#xD;Last source code version (mqtt.xml and mqttExtension.js):&#xD;https://gitlab.com/cymplecy/Snap/-/tree/master/libraries</comment><header></header><code></code><translations></translations><inputs></inputs><scripts><script x="30" y="782.0333333333333"><custom-block s="$cloudOutline MQTT request %s topic %s %br response topic %s payload %mlt %br on response run %cmdRing %br $options-1-192-192-192 %mult%s"><l>broker.emqx.io</l><l>name</l><block s="getTimer"></block><l>hello</l><block s="reifyScript"><script><block s="doSayFor"><block var="payload"/><l>2</l></block></script><list><l>payload</l><l>topic</l></list></block><list><l></l></list></custom-block></script><comment x="28" y="715.6999999999998" w="247" collapsed="false">Asynchronous client-server Hello World!</comment><comment x="503.9999999999998" y="788.7" w="224" collapsed="false">Step 2 bis: Send a request (timer acts as idCall).</comment><comment x="27.333333333333485" y="433.1999999999993" w="244.00000000000003" collapsed="false">Synchronous client-Server Hello World!</comment><script x="24.333333333333485" y="371.8666666666665"><custom-block s="$cloudOutline MQTT publish to %s topic %s payload %mlt %br $options-1-192-192-192 %mult%s"><l>broker.emqx.io</l><l>name</l><l>hello</l><list><l></l></list></custom-block></script><script x="22.333333333333485" y="271.1999999999999"><custom-block s="$cloudOutline MQTT subscribe to %s topic %s %br on each message run %cmdRing %br $options-1-192-192-192 %mult%s"><l>broker.emqx.io</l><l>name</l><block s="reifyScript"><script><block s="doSayFor"><block var="payload"/><l>2</l></block></script><list><l>payload</l><l>topic</l></list></block><list><l></l></list></custom-block></script><script x="20.333333333333485" y="208.2"><custom-block s="$cloudOutline MQTT connect to %s %br $options-1-192-192-192 %mult%s"><l>broker.emqx.io</l><list><l></l></list></custom-block></script><comment x="19.333333333333485" y="151.2" w="240" collapsed="false">PubSub Hello World!</comment><comment x="496.9999999999998" y="213.2" w="223" collapsed="false">Step 0: Connect to the broker</comment><comment x="497.9999999999998" y="291.19999999999976" w="222" collapsed="false">Step 1: Subscribe to a topic</comment><comment x="497.9999999999998" y="370.19999999999976" w="222" collapsed="false">Step 2: Publish a message</comment><comment x="525.9999999999998" y="140.2" w="191" collapsed="false">To execute the examples, single click on blocks, following the corresponding steps.</comment><comment x="503.9999999999998" y="516.6999999999998" w="220" collapsed="false">Step 1: Activate the responder.</comment><comment x="503.9999999999998" y="614.7000000000003" w="220" collapsed="false">Step 2: Send a request (timer acts as idCall).</comment><script x="28.333333333333485" y="615.1999999999994"><block s="doSayFor"><custom-block s="$cloudOutline MQTT request %s topic %s %br response topic %s payload %mlt %br $options-1-192-192-192 %mult%s"><l>broker.emqx.io</l><l>name</l><block s="getTimer"></block><l>hello</l><list><l></l></list></custom-block><l>2</l></block></script><script x="24.333333333333485" y="499.2"><custom-block s="$cloudOutline MQTT response %s topic %s %br reply %repRing %br $options-1-192-192-192 %mult%s"><l>broker.emqx.io</l><l>name/#</l><block s="reifyReporter"><autolambda><custom-block s="$cloudOutline MQTT example response reporter payload %mlt topic %txt"><block var="payload"/><block var="topic"/></custom-block></autolambda><list><l>payload</l><l>topic</l></list></block><list><l></l></list></custom-block></script></scripts></block-definition><block-definition s="hide icons" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doTellTo"><l>Navbar Icons</l><block s="reifyScript"><script><block s="doRepeat"><l>10</l><script><block s="changeEffect"><l><option>ghost</option></l><l>10</l></block></script></block></script><list></list></block><list></list></block></script></block-definition><block-definition s="show icons" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doTellTo"><l>Navbar Icons</l><block s="reifyScript"><script><block s="doRepeat"><l>10</l><script><block s="changeEffect"><l><option>ghost</option></l><l>-10</l></block></script></block></script><list></list></block><list></list></block></script></block-definition><block-definition s="reset icons" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doTellTo"><l>Navbar Icons</l><block s="reifyScript"><script><block s="clearEffects"></block></script><list></list></block><list></list></block></script></block-definition><block-definition s="safely try %&apos;action&apos; then if %&apos;error&apos; %&apos;handler&apos;" type="command" category="control"><comment x="0" y="0" w="276" collapsed="false">Catch errors.&#xD;&#xD;Runs the first script.  If it succeeds, nothing else happens.&#xD;But if it has an error (something that would otherwise result&#xD;in a red halo around the block), then the second script is run,&#xD;with the text of the error message that would have been shown in the variable ERROR.</comment><header></header><code></code><translations>pt:tenta executar _ e, em caso de erro _ , executa _&#xD;ca:prova de forma segura _ i si _ _&#xD;</translations><inputs><input type="%cs"></input><input type="%upvar"></input><input type="%cs"></input></inputs><script><block s="doApplyExtension"><l>err_try(cmd, catch, err)</l><list><block var="action"/><block var="handler"/><block var="error"/></list></block><block s="doApplyExtension"><l>err_reset</l><list></list></block></script></block-definition><block-definition s="error %&apos;msg&apos;" type="command" category="control"><comment x="0" y="0" w="268.6666666666667" collapsed="false">Throw an error.&#xD;&#xD;Makes a red halo appear around the script that runs it,&#xD;with the input text shown in a speech balloon next to&#xD;the script, just like any Snap! error.&#xD;&#xD;This is useful to put in the second script of SAFELY TRY&#xD;after some other instructions to undo the partial work of&#xD;the first script.</comment><header></header><code></code><translations>pt:lança o erro _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doApplyExtension"><l>err_error(msg)</l><list><block var="msg"/></list></block></script></block-definition><block-definition s="safely try reporting %&apos;this&apos; then if %&apos;error&apos; report %&apos;that&apos;" type="reporter" category="control"><comment x="0" y="0" w="316.6666666666667" collapsed="false">Catch errors in a reporter.&#xD;&#xD;Evaluates its first input.  If that expression successfully reports a value, this block reports that value.  If the expression causes a Snap! error,&#xD;then the final input slot is evaluated with the text of what would have&#xD;been the error message in variable ERROR.  SAFELY TRY then reports the value of that final expression.&#xD;&#xD;Sometimes you&apos;ll want to throw an error in the final expression.  You&#xD;can put an ERROR block inside a CALL block to do that.</comment><header></header><code></code><translations>ca:prova de forma segura reportant _ i si _ reportant _&#xD;</translations><inputs><input type="%anyUE"></input><input type="%upvar"></input><input type="%anyUE"></input></inputs><script><block s="doDeclareVariables"><list><l>value</l></list></block><custom-block s="safely try %cs then if %upvar %cs"><script><block s="doSetVar"><l>value</l><block s="evaluate"><block var="this"/><list></list></block></block></script><l>err</l><script><block s="doSetVar"><l>error</l><block var="err"/></block><block s="doSetVar"><l>value</l><block s="evaluate"><block var="that"/><list></list></block></block></script></custom-block><block s="doReport"><block var="value"/></block></script></block-definition><block-definition s="hide navbar" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="reset navbar"></custom-block><block s="doTellTo"><l>Navbar</l><block s="reifyScript"><script><block s="doRepeat"><l>10</l><script><block s="changeYPosition"><l>-10</l></block></script></block></script><list></list></block><list></list></block></script></block-definition><block-definition s="show navbar" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doTellTo"><l>Navbar</l><block s="reifyScript"><script><block s="gotoXY"><l>0</l><l>-250</l></block><block s="doRepeat"><l>10</l><script><block s="changeYPosition"><l>10</l></block></script></block></script><list></list></block><list></list></block></script></block-definition><block-definition s="reset navbar" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doTellTo"><l>Navbar</l><block s="reifyScript"><script><block s="gotoXY"><l>0</l><l>-150</l></block></script><list></list></block><list></list></block></script></block-definition><block-definition s="status %&apos;TYPE&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>send&#xD;receive&#xD;waiting&#xD;processing&#xD;image</options></input></inputs><script><block s="doTellTo"><l>Status</l><block s="reifyScript"><script><block s="doStopThis"><l><option>other scripts in sprite</option></l></block><block s="clearEffects"></block><block s="doSwitchToCostume"><block s="reportListItem"><block s="reportListIndex"><block var="TYPE"/><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportGetImageAttribute"><l><option>name</option></l><l></l></block></autolambda><list></list></block><block s="reportGet"><l><option>costumes</option></l></block></block></block><block s="reportGet"><l><option>costumes</option></l></block></block></block><block s="show"></block><block s="fork"><block s="reifyScript"><script><block s="doForever"><script><block s="doRepeat"><l>50</l><script><block s="changeEffect"><l><option>ghost</option></l><l>1</l></block></script></block><block s="doRepeat"><l>50</l><script><block s="changeEffect"><l><option>ghost</option></l><l>-1</l></block></script></block></script></block></script><list></list></block><list></list></block></script><list></list></block><list></list></block></script></block-definition><block-definition s="clear status" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doTellTo"><l>Status</l><block s="reifyScript"><script><block s="doStopThis"><l><option>other scripts in sprite</option></l></block><block s="doRepeat"><l>10</l><script><block s="changeEffect"><l><option>ghost</option></l><l>10</l></block></script></block><block s="hide"></block></script><list></list></block><list></list></block></script></block-definition><block-definition s="reset status" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doTellTo"><l>Status</l><block s="reifyScript"><script><block s="clearEffects"></block><block s="hide"></block><block s="gotoXY"><l>-220</l><l>160</l></block></script><list></list></block><list></list></block></script></block-definition><block-definition s="to string %&apos;THING&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><block s="reportUnicodeAsLetter"><block s="reportUnicode"><block var="THING"/></block></block></block></block></script></block-definition><block-definition s="ask %&apos;question&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s">what&apos;s your name?</input></inputs><script><block s="doAsk"><block var="question"/></block><block s="doReport"><block s="getLastAnswer"></block></block></script></block-definition><block-definition s="notify %&apos;message&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s">Alert!</input></inputs><script><block s="doTellTo"><block s="reportGet"><l><option>stage</option></l></block><block s="reifyScript"><script><block s="doAsk"><block s="reportNewList"><list><block s="reportApplyExtension"><l>ide_translate(text)</l><list><block var="message"/></list></block><block s="reportNewList"><list><block s="reportApplyExtension"><l>ide_translate(text)</l><list><l>Ok</l></list></block></list></block></list></block></block></script><list></list></block><list></list></block></script></block-definition><block-definition s="prompt %&apos;title&apos; options %&apos;options&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s">choose!</input><input type="%mult%s"></input></inputs><script><block s="doReport"><custom-block s="ask %s"><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="title"/><l></l></list></block><block var="options"/><block s="reportNewList"><list><block s="reportApplyExtension"><l>ide_translate(text)</l><list><block var="title"/></list></block><block var="options"/></list></block></block></custom-block></block></script></block-definition><block-definition s="submenu %&apos;title&apos; items %&apos;items&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s">title</input><input type="%mult%s"></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="title"/><l></l></list></block><l>menu</l><block s="reportApplyExtension"><l>ide_translate(text)</l><list><block var="title"/></list></block></block><block var="items"/></list></block></block></script></block-definition><block-definition s="divider" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block-definition><block-definition s="menu item icon %&apos;icon&apos; label %&apos;text&apos; value %&apos;value&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>§_objectsMenu</options></input><input type="%s">option</input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="icon"/><l></l></list></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="text"/><l></l></list></block><block var="value"/><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="value"/><l></l></list></block><block var="text"/><block s="reportNewList"><list><block var="text"/><block var="value"/></list></block></block></block><block s="reportNewList"><list><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="text"/><l></l></list></block><block s="reportIfElse"><block s="reportIsA"><block var="icon"/><l><option>text</option></l></block><block s="reportObject"><block var="icon"/></block><block var="icon"/></block><block s="reportNewList"><list><block s="reportIfElse"><block s="reportIsA"><block var="icon"/><l><option>text</option></l></block><block s="reportObject"><block var="icon"/></block><block var="icon"/></block><block var="text"/></list></block></block><block var="value"/></list></block></block></block></script></block-definition><block-definition s="menu item speech ballon %&apos;orientation&apos; message %&apos;message&apos; value %&apos;value&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">left<options>left&#xD;right</options></input><input type="%s">hey!</input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="value"/><l></l></list></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="orientation"/><l>right</l></list></block><block s="reportNewList"><list><l></l><block var="message"/></list></block><block s="reportNewList"><list><block var="message"/></list></block></block><block s="reportNewList"><list><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="orientation"/><l>right</l></list></block><block s="reportNewList"><list><l></l><block var="message"/></list></block><block s="reportNewList"><list><block var="message"/></list></block></block><block var="value"/></list></block></block></block></script></block-definition><block-definition s="menu examples" type="command" category="sensing"><comment x="0" y="0" w="212" collapsed="false">open my definition to look at examples how to use the menu blocks</comment><header></header><code></code><translations></translations><inputs></inputs><scripts><script x="10" y="79.00000000000001"><block s="doAsk"><l>what&apos;s your name?</l></block></script><script x="10" y="118.00000000000003"><custom-block s="ask %s"><l>what&apos;s your name?</l></custom-block></script><script x="10" y="151"><custom-block s="notify %s"><l>Alert!</l></custom-block></script><script x="10" y="190"><custom-block s="prompt %s options %mult%s"><l>choose!</l><list><l>foo</l><l>bar</l><l>baz</l></list></custom-block></script><script x="10" y="223"><custom-block s="prompt %s options %mult%s"><l>choose!</l><block s="reportGet"><l><option>costumes</option></l></block></custom-block></script><script x="10" y="261"><custom-block s="submenu %s items %mult%s"><l>more</l><list><l>frob</l><l>quux</l><l>garply</l></list></custom-block></script><script x="10" y="294"><custom-block s="prompt %s options %mult%s"><l>choose!</l><list><l>foo</l><l>bar</l><custom-block s="divider"></custom-block><custom-block s="submenu %s items %mult%s"><l>more</l><list><l>frob</l><custom-block s="submenu %s items %mult%s"><l></l><list><l>fred</l><l>test</l></list></custom-block><custom-block s="divider"></custom-block><l>quux</l><l>garply</l></list></custom-block><l>baz</l></list></custom-block></script><script x="10" y="377.8333333333334"><custom-block s="menu item icon %s label %s value %s"><l></l><l>option</l><l></l></custom-block></script><script x="10" y="411.8333333333334"><custom-block s="prompt %s options %mult%s"><l>choose!</l><list><custom-block s="menu item icon %s label %s value 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" mediaID="Stage_cst_Orzion"/><costume name="Neko" center-x="240" center-y="180" 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" mediaID="Stage_cst_Neko"/><costume name="Pol" center-x="240" center-y="180" 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" 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image="data:image/png;base64,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" mediaID="TopBar_cst_6yt5(3)"/><costume name="apikwe8" center-x="24" center-y="24.5" 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mediaID="SpikeAI 1.9_cst_apikwe8"/><costume name="fuij" center-x="8" center-y="9" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAASCAYAAABSO15qAAAAAXNSR0IArs4c6QAAARpJREFUOE/tlC1Pw1AUhp8zphBIwm42BOEPTJGQJd3qp1AEgkLNMwOogRkaFIpAUBgmSbouISQo/gCKLa2fQI0d0oY2+yiENkiuPOd9n3tz73mvkLB6hs0PqAisBm2FtwV4tDyeZuUyWXAKbIlwCJSTwMCLKqe2z13UjwGOoS1w8I1xqqxwZns0g2II6BZoIRz9xhxrlJOaz7E4K1iSw01l/hLrmKp0DfdAPQsA6AQAzWgObf+Av7gD13Cu0MjyEgIX8rDMWj7PazSVKUA6GrEejfIOwnUKcxDR3ZrPTRwm17ANXCos/gQSeAf2qx63cZgiQ89QGkNTYE9haRIkMFS4ykHb8ujPxXl2V6fIhiil8EMR+vaA56STfQJCJEwlMGcHnAAAAABJRU5ErkJggg==" mediaID="CameraOnIcon_cst_fuij"/><costume name="prodocks" center-x="213.5" center-y="46.5" 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mediaID="Dock_cst_prodocks"/><costume name="prodocks(4)" center-x="232" center-y="41.875" image="data:image/png;base64,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" mediaID="Dock_cst_prodocks(4)"/><costume name="prodocks(2)" center-x="233" center-y="46.5" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAdUAAABFCAYAAAAcqHwAAAAAAXNSR0IArs4c6QAAAuxJREFUeF7t1UENwDAMBMEEl0EWYqG0CobscwzgHiNLu2fmWY4AAQIECBC4Ftgz812vGCBAgAABAgSWqHoCAgQIECAQCYhqBGmGAAECBAiIqh8gQIAAAQKRgKhGkGYIECBAgICo+gECBAgQIBAJiGoEaYYAAQIECIiqHyBAgAABApGAqEaQZggQIECAgKj6AQIECBAgEAmIagRphgABAgQIiKofIECAAAECkYCoRpBmCBAgQICAqPoBAgQIECAQCYhqBGmGAAECBAiIqh8gQIAAAQKRgKhGkGYIECBAgICo+gECBAgQIBAJiGoEaYYAAQIECIiqHyBAgAABApGAqEaQZggQIECAgKj6AQIECBAgEAmIagRphgABAgQIiKofIECAAAECkYCoRpBmCBAgQICAqPoBAgQIECAQCYhqBGmGAAECBAiIqh8gQIAAAQKRgKhGkGYIECBAgICo+gECBAgQIBAJiGoEaYYAAQIECIiqHyBAgAABApGAqEaQZggQIECAgKj6AQIECBAgEAmIagRphgABAgQIiKofIECAAAECkYCoRpBmCBAgQICAqPoBAgQIECAQCYhqBGmGAAECBAiIqh8gQIAAAQKRgKhGkGYIECBAgICo+gECBAgQIBAJiGoEaYYAAQIECIiqHyBAgAABApGAqEaQZggQIECAgKj6AQIECBAgEAmIagRphgABAgQIiKofIECAAAECkYCoRpBmCBAgQICAqPoBAgQIECAQCYhqBGmGAAECBAiIqh8gQIAAAQKRgKhGkGYIECBAgICo+gECBAgQIBAJiGoEaYYAAQIECIiqHyBAgAABApGAqEaQZggQIECAgKj6AQIECBAgEAmIagRphgABAgQIiKofIECAAAECkYCoRpBmCBAgQICAqPoBAgQIECAQCYhqBGmGAAECBAiIqh8gQIAAAQKRgKhGkGYIECBAgICo+gECBAgQIBAJiGoEaYYAAQIECJyovhgIECBAgACBe4Efk+h0JniXCZoAAAAASUVORK5CYII=" mediaID="Dock_cst_prodocks(2)"/><costume name="prodocks(3)" center-x="237.5" center-y="55" 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mediaID="Dock_cst_prodocks(3)"/><costume name="prodocks(5)" center-x="230.5" center-y="43.5" image="data:image/png;base64,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" mediaID="Dock_cst_prodocks(5)"/><costume name="prodocks(6)" center-x="237" center-y="37.875" image="data:image/png;base64,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" mediaID="Dock_cst_prodocks(6)"/><costume name="v2" center-x="0.5" center-y="0.5" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAEAAAABCAYAAAAfFcSJAAAAAXNSR0IArs4c6QAAAAtJREFUGFdjYAACAAAFAAGq1chRAAAAAElFTkSuQmCC" mediaID="cursor.snip_cst_v2"/><costume name="costume1303abc8" center-x="240" center-y="180" 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BAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBC5oYGgQUTbVPQAAAABJRU5ErkJggg==" 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" mediaID="thumbnail_cst_Stage .8765"/><costume name="Stage .06984d" center-x="240" center-y="180" 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" mediaID="thumbnail_cst_Stage .06984d"/><costume name="j)9" center-x="240" center-y="180" 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" mediaID="thumbnail_cst_j)9"/><costume name="Stage .837" center-x="240" center-y="180" 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4w2I5r6Fcozr9JidoQVvSHtZUJIXGNfPPkoLOBDCionrT7tObFOjy6MuTAMQlZO28GKOoYUXdX8YJ9/TzUdQCyncPGloRcJTFoTfibJIfCdWTBc6NVT2TFjyMJe4PzgDoGSDiwenic0gB4wGKd7vZEkyA8gKF3ei1lkfEwtHCEz1DdN9RNdWQ7iCs0UhLQWsk2udRO5EC0b4/W3m3REh2tlZGEpAkX2rXFuehTd1AUn1Q3Ec2mQVeAptwAtjLEcjE0HtmunBZBkS3FbakB1Gfm/uOP5NKMkxGzVCbmZAqmWswKQ5vsqoazr334Xu1rXZTHdDBGABE0WDBCZMZadGHcr82zzV0irGVEWz5f691C3vkgO0APcBhJWrsnoGqEW8vKHS+1vmogHKOpY1apVMqlVbdfOdUGr0WN00HbK6zUdCxWAawNXqryE/f2APDScP5cgmSrlOOL0NfIVBEhWEVOL5NzailrxWi6gJCaF2qex3p+I7K1t81Zy0Vk5WcOdPPrNKwsEoRjm4mNob5705UFZ+WPZtrVfBr0JXfCxLhMxszRFaqi2brMu+ABe2QgRvXtddenHD1QS9gqbxLasovDF9sm9Jh+E/jI6CvfGmEUokmMw7N4GVfaw/DJvZiPzjdmmazTcvEx/lnrKooNWPOB25CO9koR+6uWKAtpBK8WQvaPMn2K3rjUux0GFmfGuJARX1+BVkk0QblAKbS2oHK0lKPp/QL1gOB3D9LB5zHiHHCwGEQMBjjsRZt/9VTC6GatLGOFbFfxgHXxR161RciKoXTQr5zK5U2wUFv5b1gk3cJegxlGESZexNVNXSkrnh1Nps4mkm0q4h8tdoYdUs9Op1O60IX9ZuSj05d21FCiZYVbZmSq4Kk+1FgFJ1RYBof1ihJYxsnSVfcoWwsMER2UqnLqIGCDrpv9FtHL9Jzykbp85LPciTW89Vc2HEa2OigWFtJihxw7xQagKvrptO08K8WcrV11UUHubGwKzbuohiNRTyWeV5u127BKVIN4OkUoBEbdnRayscCJrImc2+JevFvdd6lUFHc53E5a2CByRbVuEKpA4tTcIspo8jtis1oplaGpD1MFNdaFa0kIykC3WfCXwOQAVJG2Y9mRjiFUWF3Ri+qeF8zDlBRsvYMMZsNmX7QI9q3dE7UEWVSI6nHMSsi9iLivZjQJDZVaXE0j45gk3PVWm6RVj6rOpeKesQyVyrdn8syOlOSouAjAtNra5rLUZb0RlZl+3k7jKYx6Kn0SJMy/XS21WJW4Je0XgUBjs7wtqp69gLMM7foXA+Z9Be+T7pNynmzGllHeC7no0PrN344LswPgs8Nxc2HV4ARUFfBhNd3c7xtEORoo6avSKQFtF40TbGf18SFNvvYmEov8XsCU4ENB+yVJeq8lUsb6cOiYXHpnzRNMhxfyQF/8Lf/dln8lZ+XNw7/7ZFjvP/DlxVhxQFjhBhpMo+pQSdq7EqAuvWty9ko0QgbWeQ+vqwDftFDZP1ud3DA25L0xg7f27AGbYqyrOyOI8JGq2LRjMdj5gtJX7E+FOVFUMwWOloaGQp5JKDZbnFdlS0hiphOZhLwMHIOFtYEKh8rcEDyxSIf5RqTz/b76lq774TD5mvzVOdZN6G+EdgQ3ZvXVZGTlep6JoyTRRVdrqXjuOqwt4BSTpisRq6bBRrH0ScCOxpIG/vI79gt9Oi2m+k4Uq8hfWycR/z7EY9UBS56ZYfEegTtUg28RlSo6zYRETAPr7VdldAV0fVqXy/t7H7PN+fZQjw4CuXb89p+/TmnaHDOYWkqwSPGQOQGgEUrROE4GCAxCmbZh6Ka5I0zWs04NzWx/tZFmtXwSGndm7lqkG2slcJobDPyrR0hdhSFhhGqMQhFX0obNcPsv96brv6+5Tz9AhvFCp6dX4+t4WttTEPt6rOaY85a8tLV7Yfir+sapY2I7ltum9MtlCvw5ufgrxtXXgFAJdiQpugAnxyQwUVACjUEjZ1xPFjp6EYp1Pi77veMc6WOXS2QqFJ6ma6M1M+I38PunZ2dlNOTRfn008/KcrXqxurAvgavvPxSWS6X5bPnl+XkZFFO5vO6Ry4ur2kfX3n5MdckNDSwdVdXN2W5WrtKxaryHsj32QdPLdIZX3v5pfLmG6+VH/zxj8vzi0vu6YfnZ+Vbb3+D18bvfvT+h+Xq+iYERt1ggWvTybS8+rUn5a1vvF7+8I/eLRf4nJE++5vvfIOpxM+eX5Qff/Bhub25qzFyDSRrWVqExV8xB/z093+fKujHN//li3xX/d1XdsBe5XA+ybUqB9SaGWSz9YEokRhQvynrDrzXe/kncca5RihdgOrleu0C/tSCOh9QqR1difSD0RHpt1BPbIKg6AU5oyialUMRHQZDx+YZKFZ38hLlLnSmdmoVKacgvxOd9HR0HDBq9uJUaVRDS0WN3Bny6sj6QVOlidmINDJo3osUvKML/BZRU0+z1okITeB/7xsrIXBFITWqiEqd79En1Tysf85rk6fMC4+jOa0emsuqlO4FSHoemtIu94vPGI9Qv6pdTWq9iu2OQ9+AMoFJaRoEkpy39zxXNWf1HnFb/ZZq6F131nKRo7GiwlpIGhReowU37si8ulFAHb/kAtOQo9Z978toNOZz1hxiSpM88veZjSwTRdYtx6jxUq1rS9loDUVs1GhJvVeNIrwP0JSla2ySea9Yiz5Ka6LpRiTIETisvWiq+rsBu7qQalRPEN9F7ffpRQ+Kngm1sGB5Ai59vQxRHzUKzAih99K+pKUEOJtFkyNuUaPgnqsbtHkb3VKDd9PMcb5O/UiU6RfVMqbsofAkrrNHWqqyUo5y09yiI68C3VMyBGYwabAGHrR/X//61+iQzh+clR+//2G5hkMyLQ9286XHD8vZ6Un58Ge/4Px//dVXynqzYQnoyWJelst1uby+KW+9+fVydX1drq5v6Rvu7lblbrniOjpiSDHW1gNhnFKTiyfGZyzm0/Lw4Xn5wQ/fK59dXBMAvP7aKxyQy6ubMpmMyvXVbbm8vmaQ8eDshP0XPvn0GcdmPoXzfbmcni7Ko/Pz8o9/8KPy/OJ5OTk5Ld9487WyXq3L3XJZzs8flLu7u/LRz38pkGOTSdYodfUOMLlNQEFv/9bfIrPzohLb65sbUhOLV18tg7/xN8r5v/bLMlv/j8ptIrp7wdfl4N8t14O/+muddP5436FS9AABB7snpdahkSD19f5GDiWlLbGwqWH7Urfwwhf194UXoKEGaV0aQ+T1UiDfFXQb84iNlcHHJiOqdgSkjQ7hxqg2zuBGq91uRH+H8kvdJnMlyYfY6KbmUdRjSpNas4c43BqNpQ74Pp+eiMuRZMtLemi6hgz9nAQ8RAzTKLo4neOhrU4qH5vos3aKkWOhmtdhgSKS1qRB1z+mSvkrAB2n/loAqVmU03Z0a2can94Mr+lwlmhpJ0R009+39nlXtlCj4BZxwfTBSOM3EhFqrUhoGM9Y69dqdKe/dJ65Ay1YEwClSjE0OyyH5kjp/rzaeQsgtSiL6xIOrq91HQAcTthkIY1bapOIAKFa/qFRzXzHEYvRrheSwTE4I4HSc6iVRtJrUi9Mh2MgRpqWj3c/L98iH0WMzammFvkocMy+9K314Cwsluqiszi8kPKxKWdzyiP5TirmIyBLvayvJUACds5u6166BCC8aRj0DKRga614a3BSd9ExLuOvAUBUs2x2zJGvBJ/OadbSHQ1A2AdtP1c5ZG4aqhLyzkZpCOZYx9D1GEgEjpe++srL/OyXX3pcPvjwZ3SgAV1wYq++8qQ8++x5efbsokwmE3YOvL6+5Zi88uQxo92Lq+vyzbffLJdX19TGrFbr8uz5Bcv+LBq3pqQrS8XzIG+fpjn7Uh49Pi+z2bS8+dqr5d0ff1CeP78sDx6cld/57jfL7d2SNhqR788//lW5XS65D958/dXy+NF5+Yf/6B/zszBfD05Py2IxL2+8/lp59733y2cXl3TcZ6enBAW49zde+1rZ7rblpx99XGm5UPvsCGhQprp4U9Dl+fMv9FQQ8HBZwpEsFmUwRYIcdEJzivffvC8LZDm/lPe77+gE5PzbCCNe9ElBu7ZZjKC8oNrL+zKV/rfdB3a1wH3gF1OYV+KW0G7yMABNvKuGUAGlBDx8j2mG0Ba1o4xfp89TTi1GqSJVigPSbKOt+Ep/OfCpIgVGnBFppT6u0ZBViFXr42TcG5XdP3Hoq+Ro278qn7CUvqOhwtVgDLC4UPokMOH6vW5yX+AbNBKdkVM+VwKu3jhw0doQwCx1Oi5/xnFDkcS7YQ16JpxK9dq57DgaqqKjlJREUEP2ItG5V8SRqlpjlTnHN1wjXTSstIAiHEU26rjU2p81w1gFB37umniwoaVYxIWb1T6aRakOEMY/A2z6NI4b45nGGLhXOR/TzBifpDsizpMFqB2G6A8rqJQdwK0CODn2qLlktpLF753fYyDQORLZFu4GpmcSESIatzu0+l6bK3N5lBPM54U27hqbtLFsaYo44Bqpu245a1yARs8Y5iARN11YaN6wX4lijZ20qhJV94GrlcoHtKlsGhfdj1scdmmksD34u7qNdVapioMChAIANRg1DRVBVzUnYYI6EWIPIoP/OpTX6wJqFJwSsnpLicQ9PgOUVJ6Ut958vXzw0c8YZWJMpuNRefLkMZlARL8sYbJFnE8n5dGj8zKdTcvTZ8+pxfnGG6/K7pLWHpXLy6vyi189FeZyySitBas1tbG5qzw+A0TKo3F58OCkfOudN8uPfvzT8tnlZXnp4Xn5s9/7bd7Dzc1teXT+oNzc3ZWfffxL7q3ZYlYmozGjb61v2ezz87Py7W++Vd7z58iOo0Z8Qir6wYPT8tMPf16ub25ryoIskPUH2nupi48DfoGDu7rZlf/hv3qv/IO/97OaV6gv45wPyu/+xa+Xv/Z775TvvLPIOv1STrd/UTVazYJVZF0NdF0gnQHraEl+hhcYUMV6uyV1iAYYiFZRW9vtpT6LV6PnL7pxRo/MtaLxBroepWbZJSWmgLVZUhITx3bc4aflc6CQS3tNlCg1EZQMnfqzalDrjjDtpZ6qMdyR4KdYPZ2uKtWcMgFbFQGGe1A6QYt2whHzwF9FPCDLq6HqbivvSelTHGalp7poqY5zHKqjzX6K8RqVnCWXrHfJZFhIU31nvmnPROdwf+jyHH2M6Y2RsidcQXXWuV6LEBJ2ch2lj3CMWmesQrPhs9abrSh5UhHuMe2otJeXtT2gYaXAq+b7+8lJ/NI1YQn1HLFZ8xk0RqGBs/ak6BaYUHSqFq95YtB80TqktZ8ckQGmo+Dsi4wLPiJiQ44j8phQtzIl46jW6+hIZ2B6NsyQJ1oA1U1v7vNfFdeZYa15T69xLFgCgYbjjXu6xi52/Pjs0OcBFlk8vdhMPrc1CyJYlDf28zmJceS42laxQER2yCwYU1RJIRiU1aoK75n08a5gIQDaDFG4GAGStpL0bTqwKUpmNtjzqJr6vulNOA0bga4v7tEKjPjLabFqC2yaG7gvzP++84036YCR08U94HdPnjwitYt8Lun5wYAR6ssvPeJYgnpGRAobgLwwWuHi9y+99LAs5jM6Udw+ex10IF/Pdi+M8nw8fHBWvvXNb5Qf/+Sn5dnFZXn88EH5rW+/U9778Qe8HpwnItkfvf9T6nEq5k9KygI8vO873367vPujnzJvjGsuTubl1VdeYuOep589L1dX11rGdjq4o7BpDMjMfvA177777iGT0juhy+tt+a//kx+W//1/+uCLfFP5c3/pzfJv/81vlu/9zgPW4cLZ0cN/iXrcBrTUdQrvUd0jRAo5GCD5xZ6+ci7OCwkRupqjayXfLleloIH3AXnbLamMk/lMBfMQNU3v0eZHqPXzj0pDY6SF0iTWLHd1uQkSiFJpmEUzCvF4c8KZxHBRyOmcS1qSJTq2fJ6bSeFLd0OOnPoyp1oD17oAMQ+cujcGSmr+IMdrg1D5OQ9aruXif/W7TVZV15WNvi946uozjwE477zeR4eQHAD6ZnRtc4xwAAAgAElEQVRHWX9yun1jhGZQROM4Vrj/uiMA4R9qQC/j76yAm0KYCgJ9lxyvx4bOx7WRqVXFGlJ0rs/i+HRUcTar7L+FKawpl3AvOfFWH9lKkfpa1mYCG4AT7NDk9SAlTlIGsJGqQNe1qUOMbf71U9RGJ0lRMh8cQU9bI3LaNtTdSkz5FEot+D11DmrXqpQJ0itK0+jWBZykh2j52zrvNT/WRZ7e8kcpj8Aw3lcqAgRW3GPM4yTwlrVUo1m9S8DDDliNRLKOI1YyHAmr0ZWOJQKU7/VaJY3bujk1gOD8b1/e1Bl0RHQCqy1q1PfB2j4kpDIRRpF96VVVZicyP7YZWXt1AXV7UVG6918MsoErf+ywdsXscfIRCPrwl2zBdK9CevL87KS88frXy4cffczcKsYalDQG/+NffFJTcLPprLz66stcP3DMd6sV/wYh3sMHD8rtnfLHjx895GP85IOP7Pd72l1jxTLKeuiGH2Yw4Od82w4YQqmTxaK8/dYbdPSgtUGJYy/++P2PuB5efvKYOer3fvLTythgPJDjjeOGAwYg+Pprr7LcEFE7BWI4sKcTOBLssqTOB6G4bwJ37R+/wAFjMC+ut+W/+Q0O+M/+pTfLX/u9b5RvvjUiXx6X0c/lF3nvLFJc6/puWbY7RQzg5L/28qMyn7his3OQygceyoYGsfWvZV9e00iXt8uy3R7KeoMTaEZsK4nJxClKTx6dlsVE0RGcM04ZgrFNR5vewvU2XfXAAgrqjCOxCHKTMX2JKls+tI8SO5iWfFwQbuowE9wfmXb7YCB6H7RgWxy7W4Un6iokY5coLI0cQkfFeNhmd5ycLHEimBjeFknq/tX1qdVYhoKujsMdidBYojac6Jx+9fsRPFVqJwZPCLayFTFsjmhC87OmujsAI2MfOogBZ/X0Hc3tKHoIhS1OR2kNceRO7eT9Q3V8VVjWQSLSSrhXq9v5BG79mfFmlzeDtcyFUgCtXWfsYTV23VLJcyV6Va1uo2FftN9SGleBjdslqr47X74HR3CMlG2rkqJQLWeiO+crPWC4r76mmaAb6uxx8ppdGgIaSUfYnN2MeYcmBLrtFrNIIoryz61kKvqC1h1Jt95blDxnREitFEQYUg19SHN3DqgxAV0aLOu3pnqa0a+UNTGKgZKFUgSgoY6Jp+VV8aw5WEb1oLlXcfMse/I8J3dYmTNb2HR26wGO1pGdT51Lg6kEBV4wxyBXLEhvG1q6R4ECmZAu5denwBJ585ZdzYLP+8633iqz2aycn50y+oXTu7q5o4oYzvfi8rKyEqB/v/c732aOF7lUrC3kV0ENv/7a19hnHXsKkenPf/FLqqaxYiMwPXrcCPA6wPoX/vy/QEEVxF2ghuHkkZd+cHZGgRb8B6LWn/7sF+Xi4qpMZxNS508ePyz/1//9jzhvjx6cld/9ne/wc5AHxr3hc55fXpV/7nvfpdYDAjKA7l9+8kn54EPkgNXRjY6XguLWhleUdimDH/zw3QMbLmQ328h8GQeMCPiv/wffLt99Z85kdNvemfjmfu8RA8c0MJRot9vy9Pk1hV0PT6blwdlUUNCGtFEwpdyuQEmUspipg5R9mWwgF5sitZubFT93S9HMvswm4zKdiPYB+sSATNnsYlPm/qzqdNqtl81an9GacjhX+7mn+HzMysXhiBYNCpp98VFyrnWMuEjzUBOKppFsYjoFbnyFhD0ap3RaEuOplZhTjPD5Rz1nu/tKlKFcRZ/7dW6z43kkDnOEjtdWNcR9MNIcTd6eDkJ9ZJLHzb9pXt7KVnrT6pxpVaw6QLOyObkqtpW7Nzc0erWcKhS3jXYXyfT7IJEJx9Cfp0fvavvsVUi19i36DG82ONiD8+MaydpkwRF9F10dO5JqLSslrDFqc9Qv/Sr0MK2oqdGGT9lSytS8NNS2kkKhdloSCQCDuMbvteP7cE0Ckk78FQqXKN+iQ9GfZjjs+uVzG1ceHwwBFhS1cbIBQlwn9b2yIGED0o4yQXrdNh3Tk2g71GSur3/lePpyIO1Vm8KO3AnbkKMeexCa9Sp2RI+nz9DYBwwrKrPA0ApjlSYeW8041ZBNcdrVHGXJZjQyD931epFVxquHJ9GspQ3pEYGUyD7d1NLOVJRWtbE1au8YGjIRttcBDQoIPG8UmrYcbTOxERYm5G5VD2KkGpsWz5KmM+Ro+ta+idwTBXa5/GgPtC9e4KOoa9C1tUT0IktgqmpD9k85YWVOlaMPx5gacQXiYn5aU6PWt4Km4w/+8I8OQADg2XHUHxwUDPn17a783f/0j38jBf1v/c13yve++6Brz5hNZtKOcxaj3mjQNvj6brU9lE8vVuXm9q48PJuVlx+dqAvOC8Lpjz8FehqV89NJOTuZVptJYsoIM5+P3/3qsyWJJ/hc9qM67Mt0NnOLNFAdEoCw12sNBTT4m41pZ3ecCiZIpElkeOQw25Px120tdaUOjYKsgUAQkSe+LmAvCM15BiO0pH7GvaR5CB8AURfFNHJelTK3tVKBvu/NTRLsVlw24oV3r3bzc/kVL05eRaGEFSf4cE0eKdleqVuNnI1zG4AWjXRNAZr7tdGs+6JrwJG8tR0UjZ47beVdvIydg7RVHZDo5qhnQWI8CbxMMXI83R1JkZ/6L9eWAd7weSyUVuTc1EQpMRox1BkfUalt5UYNzGMmvekTQfW9lWOAlDkYktnRuMuwiTK3cMrbk3ec8qEYG75HBiUCvmwHsAa0wbX2s2ur2qn9hUcC6DkLNd1QqV5fr4HOUIc2YmY+yCZRqxZj5y5zdnK8zw6ka+S0LlpTCfdX7vcXnt3lgezXLpHDETPR4zd2sHNkKuarRcjKcWtQG9xoaZRoMTguYQJCReZc4Tju6jwa0d0IEX2nLRyhpp+4U2nrN609a1tODVnUqL9azrazK6b2G6ujs01JuqM6YyOWALKkiRpQ0uaKsp5gz73JWxrHDtijKKum+eBd+/xsPb/TGrVcrkNcnP4kqcMeNkpR6ylzI7utvdOcbVT03jDSCHUgsJ3a1GYmTGCLdHXtNJDhwTxd9CvBvdN8P/zjdzmEoH/Xqw3ro7AgL6825e/+5z8sf/9//rB5lHvf/e6/8kb5N//9t8uf++1zbnooP6Fpu7tba+MNCimF+XxazhfTMmGD9Rj/Y4XyZn8ol3elPPvsspzMp+XJg0mZz1q+Fu9C/vXqblOeXqzYjH4yLOXJwxkdKiLYmjy5T+MiN7zZs4ZsMZ+zXguHfyNnzbNKR4MCBZ4aZ2vgILaC6ErGMYcM6PsqLuo2YoNUHYTOeFnw0juT4wyrnFUmugs4/QkNzmmvOnq6vyGPKOgWpcuZtwbtgfne0kf5zRgKu2CzC8lFMa6ReCPrL9TU58RbNmhdW0OOWwiLWuPbKOI0Y8hHKz+WSKL1YO03DLOxRtX0UVlfdDAx3k3FiCc4yjV3tcY5zCObkmyK0w/VViXvzkPR0TxEzSxkZWyC7TBinFGWgAevh2LU/s7H4AStR5nmQDTIKF/K2ByOEDshEZjUlNW52sDjdyiZwDOklaoMgxxNgCPrKDuipdLvXlPwN63/udIPMoBujl+NpJxZ30VJJEpy5s5x0ineO8u7Np4wKqgkeZB3Mzhx6lRod2pnk7v1ekfER4ISRzSh/ZyI1lnGbCMZ9s6A9qgDk+4hwEPpje5Yweg4+AimmEehmlt5UJ/LFkjRmKZdYXvSBkyrsw37wmuoSxT9sJ1tKECwGYne+LcOaHJNe29on0k0mhI/BbjHUXucnaJaWy9fGP+oIUkf9uv71OCK6XJLA9bm2jl2bNL95+ZYex+ls1vn6qoD1pwYrsaodP6JvzIOVHzQLYbYoI410Jpoz6/h6xWNASnVOnWoRZMhW6COYtkD3BsdAE63tyrQeve99+rzrVZuvbg/lJvbQ/nv/s4Pyj/4X3/2hQ74u3/x6+Uv/9475dvvzMrZyYQR15ZNK7b8DwMIxwyqeDjYl7PFhN9nI0MsdXVzS2d9t9qVq9s1pwZc/auP5mUyzgjqFpbbQ/n5J6Cpp2WzXvG1j84WZTpCa8dRmY1HnHzUiYHKThswoltG2Rgk2UnlibfMJ5/Op2U+VZSAjkOg0vC3fgH2fZaD0JTrs2NwhOKHk732CkhzB4UQdmbVUrQShDrp9W+N1tDHh+btcpzpukQw4EjJGmkeANFtkp4OS5QopNrV1dJYV8zXBb1Nt6szMjM3BlSm4OS81EA/gIMRY4fSE92HoqsRU0cRaxxbPHg/P5+fq6At4+9Ix/bnKBLWpmwlS9VJOBru7yNlDulgJcNQyjBd25ILf9F+TA/YTl2M96PHd68UzwEdZG18RB/Glq+rOUdpDQQcFG2lhAhrPOiaThZCQxuBIH049FCt4kfTLEV7SpS2ewx3/CvAQrpvpYQi8ybWR+IsnQDl1dDR/KRkE5wkIO6paBs82vM0k8n8xFAb2DS4mQioL6XrWLWsgaPSwkDdBhwr9c3DHsYcN+4HH+mp5Jx9nfOqVHVHzGgBUhyexrW1w9U4Yb50GIUieLfirHsrXeUObc7CztPwNxW37KXBq8c04xuKOmA1AoqwIhy7RKmJwqy+5mUIgmw7XqBPyNyYR25WK6kTOHGzJjWAsE3JcmKkyTxyEjlydtw6tUSu/dzYl3bKVWMY0ndBOzyRdkX2emAH13XhuceFVmr4qvr8OSY0lHM8nm5Q12H6IM1mgm70eWRceCCQ4k5Zv3SV0zqIbUGb1oAjPjsaceQyePDnV3eMFEFB/2///cfl7/8vXxwB/9ZfeK38G3/9G+Wdt+ZlPh2zUQDeizaOWrClPDo/UVQJZHDYlkcPT7S+BwMeeHC32pb1dl8ur5dlOpu7BKeUJw+m5XQhepnGa7cvzy7vyvNrNDg4lBki4MmwTHFgw0FKZ+Z5Z1NGyvNpy0nHeK43ilp4PyM4/7uy2SAPPCxni3GGWoYlLR5TQ0tDkWP4ks/rxAnVeMX0V65Vx7XVTdBRdHHS2VwdYsuccCNT3BRE16j9mofz+ypd5Ei4dl0K3RpapwcLWa+mWIXMtYQ4UFmURzS7vU7l2FsoJeZZ72Uv4UTfR+jScXwiIF8N10oO+pgaSnTZsHByag0quGVXBw1y/7XbYDU4PeesxwzKVw1yy+0AVCq4dWcr0+lYu0L47dkryvZ19CzJDpnWTR7N1GlVM1dHqMgTghRSz/KSdSqSA0bdIc+n5a2qvSEdNEp/fMQmo93kYaty28Y85XOODMLcifpTdAMWSI0euCga64F+z3AuFmPZjlb0j7/VIyA72jCOLwFLnG+WEZ0MxZSiEpMqkbCxpW0CGqtTalvN+NdgpdtfPbiScRRbwijYidhqzDtwUA1wqHcDBl2oddyq+4W/U94SRo9HqToS5fN3+cWYb5cYdI3/WwTF57YNTEDA3dOlXRphbQK4gsJWAkbnly1dgSjDNQURfg/nJLSs496ekQulnrEiEGDtv85friFD13sgn5mLMNJ2AZa+l8Piek9A7eoNrm6foMTjYSuAaX42wDIxQYAU7816EbFmjSStsCwmLtx7H/NVM6fKFv0prY/rT11Zkd5AtslFk6H7a6lbd3YBx/lHP/pRH+HT0YHCgrNar/Zls8Rh8p//gijp06tbqJnKcIgIdFbGo0FZ3q3YY3M0OJTTk3GBH8TN39wuWQIEIRSoap6cs5daGXTy9e2K+Va1a5yWk9mwzKbqjYwbvLi6LbcrHG6Plnmg3lD2AOpYuanJbEqVnNDWvrx0PqMhgeNnX+fdodytEJ2vKLxCrvtutSkbfP7hUM5PcP/OL9zjgIPU8GudjqJlF9FNBUxVNZqFLxSUI7+yEfP6PgK8HxXGjdt/1YWd9xg+VvViUFQoRpVOVUVI3cQBI8ll1c8zvUgD7zKf+m9ViqQ+Ih4zPlpIVdDAWLWW33QRchdpVmPXLa1sFq1z3btazkWpQgrBPkkUrYw6jDZqTuUU6vjGcHX5P80H1p/ootB8ybOKZZCpiINNNEE6OEcK+phMo0nersRfHOHu3iQck1jHeWdDvayLUM58EhtElDOAhclGlh9WCge0M/qJ58ACglsImdgq087Y5Ui5RqXmvS6y3nKoAyOD2q1NgBHsUH8YgZyVO7mNkbLRfsB+FpBwO0sAApQioTELnWmrO8Z4scd01Qakrr3uovg8Z5QcVgQee11V4GKjmKjTq4EzmLnkErHX752v1rrGM2mltifVxSy9z3HYAL+nJRYYkP7QRj6n2/TrOe057y3IdN3CfdUe2N375DhSBdLRokEqR+a4X1MCa609rF4YwNPTrD292gBNIv+WHqxRbABQomWjgMaK+GhQCD9dxke2hzcgGEFXm0DEGoVE4BXouHuXugEmQpcN0Klv+D9R+5mHuj8r89HQRIAX1wCxUPXwjaHsUmPh3OqaaaPnNdWYSAI3aIdGCN6aCK/uKXnfkBINDOT4VvztJz/5yZEDfpGz/aLf4Y0//eV1uQW364mZjgfl7Tceq7VlhyaOgjuvCNR3DZh/QW4Kit1DublbEfEgsD1/cEJDiRwa/N4nF0sOPLqpwMFTBe2TR0ajSbm6uy23t6KfZ9NRmU3H7AEKA4FI++JqxaP5TubjcrKY0ZjC0GGykUM+nbnJvenFiu7sBePceNi1a321yEztdf1XExglQktDgjaWRlDdwHBY4lCORAZ9TqxRqL2qmOavnsPZTkrS+jdt43pHVRVo2mNwjmgqY72Wu3CIUZMqzTnJ4N1rU0ugAuqzqb4781pNQkXLee6KONugVIdK3+/G/0bEatSgT+ZxcF1EXSP3OOGuvlgUiCK60OnqXNWMdsYsICTRFia+d5jc1wEIXQ66zXPGuTV6bWOtce2dicbkwHIGPAPoaBj9xcmChhWiLlwPETDcPfrtqq2kjFvOz63XsHhGNDIcjY7ZjCOigfD0Jueb4yQBXPt6WtatAuzi2uw4JAODlE+i9T6/LrCqFcISpQpAtFZ57Cf7Ktu4eq222uioVQ3ievFRVxbT2CVDwPs9xe0E8qyk5Ek/+3StI+o1TVxS5tTSPt7mYkwiAHMYnCi9X4N91K2x6lMgTvVYkCOHoq3x+dx89ljUH82J1KiOw2yWoOaCs3v0+iMWwPPeA+djX6N1W22Fbbai8JZeyotalKsZz8EYzQGL0zehJGDgNIvu61jcVnved9E6r02Q6LadvQanNzCm/JNYC9hQGkCOSdmtOGqlBfvovsZgKRszU9QYQa1r7UPl1wME+h7VCRJEIqkcSX5ZIHdwqBDmq7je4JV9WW2GZYvC6l8ty83tbTk7m5VXn5yiEpS1dohQscnQX/NojNrjazL833JTyocfPyu77aYMDtvy+PFjGiTU877/0SdlPj8t0/GhnJxMGcky8kAj9+GhfPTLW0a7VDWPS1mv7sorT14ul5fXZbndl2cXcPiTMh7tyytPHpXtdlPefvul8tHPr8tusylIT08Gu3J+MjftS5LN3D/00yi/kKFLZCEh14hGWSd24OQiRfgVtXkRxVBjyGOokgvpm3M0KtnxJNdJc0qMhCxWqDqEA0pl9mWPiJ7n0PpQhNBp2TiMALdleHBnHFOThwPYhjWfS4bJ+UF3OOERc6amFQnuyxhtOZ2nxRzguRrtrchGOU/dOz/bzipOh2MRNWLo7pSy0ODqOXSqDE6W0u9wveEYka9Pl3GLt74ONlE+ABn0CLV+Et+nv/XwUPZbqUo36x2fB4rf7XrDe84cjlApsITuAAeM+xDzUsoMokU7FuSHD96IqlVuDESeXx/a1JhSVHfCE4MLretWT61WhaWs2ZZvX0YTra9HZ6dMv+wOGx5okO5WEhiN6Rx5qtd+z3tdr1YSdQ3R31aHL2A9odQuJ85wv07QSnZYDgNoIeRsUWrIaoHJhMdk4ksR8Ja1lKqRBxjXs/MwdYhCAJpZ5udmNYMR00Q3d7dlvd5yPGHoaewjsOJ6Ua1u9kOicTw39m4PHnu2gmvX3cowJ3uCheTZ5XjRix3rIuYPIL+yAFyPXWcSiDJ9LBrGgeJMg1pSqO59iDWJvYV1r/0vQ8stiB73PGJVp1kNSePjNfhdA5dgctDEQQ1V8EGympWxIOwKdFWenf27Vfag/lXpDW07ow59AfyixQnBkCZEfQiCIA483KBYj/qcOzXBxPVhg2VO5I3xL4A229DWRkMH2QQzROgDxzI+Olu7PHs3XseRLfZ0OehzKNequhSziPx7cv9IixxfM89HoIzDeXL0pJ9dnQXx1GLxYP/wFLg3rIXVZqMUCplN99MXvqRnGg/GZT/YlcEB7Om4QG6MyHc8GZUB9yNapyadgeeyyM7jDgCK15P5xZ6XevTXO+CExre3d2whdvQVRNTBptWulHc/+ITNsN964+Uyg5FA9ykj5z7Uvq8WjxPG84L0/sUnF9y8k5mMJxbVeqMTiTBQOggCrQOFPhaLs/LDDz4u4+GEDhidTNZrnJqxLxdXS25uDBw+Dwv89m7FJt9w8OPhgYXh6MTy0tlYQjHfIIw2hGSDg04qYsSExcGkO6J2OFzUCSuqQBN+dgLa7dyGUAtWdcdtE1QFn6M/OPYwvTV68Uk6ABcSMWhBkBXAdejMLISh090wd821D0qMp0XJwAeJNqVjkDaMS2veIZ/h4xNNeRLhsWOQurnw7E9GLdqQCtrbSTd4beqPeW13OMP9brZrdYlxy0VEZDEYPB0GP/NknGxYb2YgR0eYh4EODEA/WaUs5Jh1bq9rVq3yxUIHsxKHyGWLLk3JdfqkIRgwHqWIGd7GMEiNnDwVozVvWjggGtk0VRcfSwdcQxlTljJaO65VGkjnBknFmlZLK1H1tY2hwfrGNT3+psdDzcGQn53MyPSotzAo0m2ZzeZcF9v9uuw2mn/sl8FIx7pt6MQL00aJRAE+MDdMs/jge3weRV0UicFZ7TjWRP2gqNy6k38HoMf9wdhiTwhV6DUwgnuIK6ccGrANm92eTREw7nD+UV0TxDGiEPhobIEa4DSqUtaEr6dxTjmRohx2OOMBHWIY8P10BJ1KnNeg4Hi5XA85fYI7r22MA34nIlj0PP/l/9ygxG1jaZ9Y7ymnibFIaRkFje6HjftlTth1oYrC8Z+CEzwHmZwh0gtYyhgDpbx0AIiAtxyuTwPaK8fM5hjVMeqzMAY7CPoG+4JuU/gcUt7GFrxXO2u+F/YM7CMAKNJ5zs9iHCRCDRXsnu+NnxYLOJSuh6CHp7pprLjOKcRsLIgiZsypxHHQ8ShJrTaiWBPRO3CeEd0zsBlDpghUVQ+vgC2mM8W9YyZwNCVEU1V9bKrfCACgQCQYG0jL6TvC5fR3rNRhiLUrW8Px4lGggzIcq9oALBwCkZa6w7j7oIUKpGD/ZT8Jngd7jhPm/Qsj4C1a6a135fbuhp4bdPCLvnqnerc5lM+ut2W73pbpeE9l9HQ0rO0fE8P1n5P3K9aUAAO/gx27vt2U6zv0BB2V3YZxV4uwalmEFsZ6OyifPF/pAPvdujx+eMbFijzaZzhsYgRR14KgYDpflI9++ayg9GlE5wh0Miiz0aG8/GghY7KB3FTc3GYHozZjpARny84spnT2W0QAoFbauZikrvcwgGoYIv+k3CqMeIr/QxkrTxAKVS32uCFZx6toK4af3zPftG+RGHdU0fVgbJkPlAFJFJa8DEaZzp5tJw0sbFD6SCP5MVEmisSj6mT5jXNUulVRSBXldlRhzddgxATSC216FWz72UMHRYhFEddxWQSfi5sIkQGEeDPTOib6awR9oBHQvbf2lgAoO6FOAzeMmbO2e9R8b2qXNZ1m1IQ/zBPSceeweDk81sfWzSzKD6/TfDaUjlFCJKoIXlF7nEsfnWSeWe7DlAY6qwrsRdCRyA+aChyTNuXm9gELFGSBIh4yWgYABmiC08S5pzhr+mAggPlGs3lSwex/KwdNPUfaJBJANQEPgU7U1+5fWZuUAMhhjBxV15N9Dro+uwJ5D0BjgiPn7lZLAkY6QHdcAjvRSrHi/JRLJ1Pbi+mYD9TvpXU8yAhPxAagA56xK7Uqqo5oBhPjjWunyU5AkcpztO8wJhVUVR2DS4xI6csxMPryDXJH7ODMdP9MG4ChQDTu6g4YdYD19Fqng4bn5f8JhClabYxbJSz3+Hty72mUYoCPZ9pvav/xsHGYAzJK1K2KBVFzIFVLZP8KSDhqdbkdutvRhiQYICjR/qQS3tEDxhLrdU8lv5gmgryajlBjCqRYmAogkOv3qCJw2jc6fOx5gFCXCTmIwX4EnY23Yw/rnmUv4RAVurqWmMG9xISDPZxzAEyu6/dax6CucdqfVD/bpsJxw66QIRwMKfhVQLJVBGxbn+NbVbqnlsRZS5yLLrIebLfbQxZk7xgBnP/hH75fTs8elMcng/L6ay+90AHnl7j2Z1d35ScfPiUCx7UfLEblza89akraF3xCHHA9PQaLdjphZAk6GQ5rDZpjMC53yzsacAip8ECTEWgw5ZKwuNaHYfno46dlu9nTASMSBm2GRf6rp5+Vf+mff6ts16U8v7wrH31yUWbTRXnlHDScm2/T4fngcKKAhPlAdhsKS+iILCjARPK4OZRssPG8IrvWpk/UEP9nSikUTqqXcgh9cr9U/AHBedMF5dMhs+JJh0LAuJNCMt2lv+/LjoitOX0gYMZ7QKV8PtBULQpQxOt6Pea229/QmERHA5KY4oeKrjINxc1sWT9ox46G8h1Ug5n6US5sQC3SdWqKkug6gha5dFF9cTaKjpsqGwsftA7sFb7QREbATSuqoV8ZUtBixBy+dxgNHS8pXQhAFiJfivKcZ9oiGk9Rlak3bJ4cqM4IkTRmy18FSGU+9K96wyIKQJSJMWQbRKvj8R4YwFBUWPMbsD1wlL4epiWtOPl8rlcfzyZkcFAVgOYyWBPcSzZU2APz+VzCxboG5RTQOm+7A0hdlyXawW53ZTqfOa+FZ9dcMe1SjwoNlHAAACAASURBVLRTvSN3StSeTj1w3rBBEWmajVB6YV8WiwVpY1if9XJdkOK+vb0ty9VG0dI92jLrHuPGiJJbUfR/UjhSfg/L8HAod5tNzcPB9YIShyiUhtnpB6xlUoZmkRr9ibHYkr0CKMceA2sSZ6d1LQDWvjSGGFOloSaVusTn41nHE1VmcFxSi401g37iE9VwZ51yTmvbwqYXAKOH88EldXGrSrGXChojAqtlMDpQZLfHuCqaY/9yj1VVQmMBEYDLgWCCEVzkOQmW+X6xUn3JLUFklOneQ0hR0YmHXt5tyErgc6qYjTXcpnfpNDFTLEmhw8ZmDvDiuQLOtQ9hf3AvI9G4DH5YEwgbuC0IFklJky2wGBIMAReRTxfFPeP66dfvVJvsXWNaAND3e6Q/h2SzGM0P5LxFa+OxNG8I2vC7AJwEKfi8VnoUIId2yCiTJfdWUxGD9XpNiwW0fHp6WtcXHviPfvysfPzJZ+W33n6pvP3645qFfIEf5a+AajZlXP7o3Y/Lm2+8XJ48nDCIpEk/EsG0T4gDxgRjQ2IImffxYoNRwKZdbRoyWmHTkjJyPm1XeDDy9oBenLsynS1oiEiH0Xbo9KGHZw/KYjEpmw1oaZxYAeQPx1rKmjXLY+50bibSVqZdiFJh5KZluVzWeswgtUolOk+XKCf5iGqMkUuzNZFqTsiVkbDVcqEkEzk25KgN0S+WOCRRSaKrkP/NF1FkpxrNHCiHOSqbHLjO17TIWwYD9zcqU+S32T1Mzk+foWu5IMrUY2ccupKj3DMdaXUhWIZGn85/Sl3b1OOitI+RKjcB8+0bHt6hs5aJc2tUY2snWZ/LYXJcJHszg47GNUkDcXc5XSAjzHVMNbFEE9rsWmcyZsitSohEejbit0TfNra5/8wF58E16vgd7j8bivF7p6Anm8LUxr6Mp47YTD/KCTiCo7gJHdwUAZ8u0JRG44qoDbcHx5d8GOrdsd6gbgYNjefHtKJZTvQL88XMUY3GgKkzGimAUEUteBI4EUYEjqBIfzOJaOFPDklBioAlU6JZ4fSR/oHxx1nju60AZTorkbY0IAyYSQpBDpgEIoE1c9ETiC3n1HnwvaaAwZZAaAkQgb0L29TYKC1nEikjgxE4AETiBDBwXmah3JBERI+PBWQtvwRp6takyBOOTI4g5S/aK9hLjManU65X0c4CttDGMNK1wpz5SzB+YOe8H7TtRX4LXybNAUe/FbVJ2iENQtLD29E3xiDAlKmwsAgaA8yoAL+eEU+mFK6YtR0oXwYFuo/KPNdKBwN4AN2am0/cpf3KT9sDCGsN6SuiSjnU6EnwFx3so3ti7X32ONN/yrvSEWoLm/nQgs1eywkjANScZ6QTCWhsz/wgWmfWr7iUD6aBd2ihJrUrru8PHY15nI5nZTfYlUlt5qL5dUK99ggn61l7oqvzIq/7IhHWarUiDYWb+OWz6/L1J6Jzf9NXdaZdo/zf9L6egkbkSiTrcpbkEe6ImLdEPzBOzK8iOgD9y9yHj3hi4rvvRytFI00GuP1RKfPpwkhyxxxxBDd0iEb0cg9qTqDFgggWgy0jogXldn/MC7odpPOxtT7XwIPlKcl1cBFLlN8UdR4l8+8pi8BL5DQsROomQIssEVxGUYtawgw5E+XWBEDyxQiPVIzUynLScsr5ivFDRKkxbLWYyrHo9XDEQbhxmNrgyQmLKsMXR5VGhdtJv6vGqlF1eX/tXZzXMbLN0V6m23BYNit8XG8ZChvPQ6fQ2s2RIWAuC+smh59rDGBwOM4wBHS6jfpPxIVRoKYBJUCO8I5a13mkON4w0tXYabNh7VLVnByUw3dcl7lBTp8pU1CAu0OZz0SzH0djGjdGzLToWNcSh+A6EFfBoeI1OFv16vKaz/bkpfNyupiTUUJ6ible5GAtIITRgzOLCKYdB2zlqx0jPldpDjWhyVqBgVHva9WVwkGyRGoIZ4loVWKXFalnCP5wba2/ChZNu0e/y6gdOg9cm4doSPS0mE3LyRzHoO7LAPlppKHg3FdLsWOTUVlMNXZpJQmAJaW3DHUiYLweR5iSoQCbZfpU+0Kixbp3CCwAntL9S+kZHszC8fHfLfoCq6JlMCzzxZzrl1oFruWkFXxal+efKRLrMggo/HyaL7Fe3DsM3iRygnHLIR+tatB2pbaxPTh3OWWuW81URug+5Py2lyAdsG0CbFonmiJdDWHqQetVtlLXAWMEmyxd51CO0REp1+8O4FbOOPue1DY0J8i5c89pH6oMyU2KalWKXbb1B0QHBC9wqvAD8pgEjNz/WBeUzvoErIxdqGXRzLTxNQ8s26XnEWijLXCeWakENdYghU6xo/wP5yo15qRZzHz4d6jAEasI/cFY0X4csMnWAmeHmwJ6jFn/TU60rk7Tr1HR9r//ou9714GHvb67k1KMe3tY1ttNubq+Ze5K1Kzyl6AK0/8YSyK0IF2FZIl1orO5gVrx4Ih0oXLFIketIiIZOBN8z3wzFIueBKqgy0hdhpxXSj9Qon6XpbDjlPMyrddyetdqBBkppz4xkSmO3YKh8vm3GqfkRXekCCkO8q5jBM1oTKrsz9O+WJM2Gmz/lpaAorzkhESNt5N62lhlYcGpQRfKJuJVxYwFI8FConY6J46djCSDIFLeih4ZIaSRxcECEGyWoQ5cPyrBsVFrv3P5VEXMRu5Dd4OiYhHGB7mglrNTbklRhNC9DRYX26GQQbHAhFTsBiZFaQQsPEV2ilKxSeDo2DcZbQsZyaQto1ZvInfmQo9KK+4xP87dc3MjxxyVqo973BNIGv2bKoemoUUMEpooP7ir6wYGHXT8nKI05VvhCEmPDwbl+XP0TpehQW3+fL5oeTaLzwAMAjYxl0mF0CdgMbiDloRwBjuufWbOEnuWpVwGfJ4Pir98gAOMFKI7RKM3t2spus0MhFakOj1pAjeFQU47II6RAxvxjBkkIPrHPiajwDa4oNKl0+BaZtZIDgUAH+OzXt+V0Wja0hEs+9rw/lHRwZa6nROWfVZ6SmwLohmxEOy7zcg7GokddSgYD9iazWolA231c8BBHBMV+qhLF7fJ7+EYBWqVZlI0qIBAuVoBYh5gAWDn/SyVr0spGRoyrJAjs8iIdc8T98/PwRsOCJQPVnqLYNS5YhxuEwBYqx7cmQ/zRWPNeYEWBoMl+pgsV6oCPKdg3cLKKT3ggJ708IBq8fy92cykgM1A1VhC9Hpl9miDHCp4vfP+uCilhMft4RkAFJC31dE8Cijwmvg6pvoIePT+pAqYkwbIOkQILPYxsUsaCUUQp9Ij3TBEW6obVtMcRsW9A4aY6OLiopyePqBwKkHTV3HAX8bp9q/pHTAMJQ6FAErGcGEzXS9XPN0IlFmcA96PCLg6JqMH5qaM1uhIqSpUIw6iIpQT7DbldHFG1eAaNcAwsHaAaTeJPFH678Zo4HNYvkDqs1aUWWLfxGFA44xAvYBpk4Um+Nh9NNuoZzh3neyUyRKVJkn8qiJ3qe8YXaL5QTUJTBcyv8LciNWGMfK47zhqlqRQ7bijGIeRFFp4ko9zF6KaRzEccB4v+RIh2NawQ3swymlcC5Siav4i0IihbQvcuVkbEcEOfwX8hCIKTe0FCdo1udzxEKyIDFhU2jiLNgZHCYhQh4pq2TgCBpmn+qjPt5Slul9E+Fg4UgnrtRNfG3W3PbjTWISW00KM6pZUP0RHLNVQHk7MwN4Rqt6LNYLPlSHB+En5DOepOsMc7+f8FiMFGSMCTyDq6YSCLKxPgkGru/F5YLQSES8Ws3J2OhcFCyC72bm2WGKyjAmELwBJyItKvSnleEzU5EgsJBCSZ+PaRdiXrmEWHoqdkgNebdbsgAfjzfmBKA3GNwpwOwIsBTwTaD8KIBENDpAvB8U85zgg/43roYEPnhO93iEq4xnjBrpMj7GfAKItyggFeqnjUL9tRuNoebuUXUi+VIwlQyE+E1NVyCdzPi2qg8Nlc5IBS65Ym+3xVKTbnBjmCyI3lSClZaHsBIVzUYD7yMuo85kT9b3U6NzsUgRHteFLYlo7jwg/A7LcqqsKOnl/mYsDcvywaT4FzPoOMZIqsUTQEgYhtoXzT6etKLcgx5seBNx3GP8DcEaL1i38qwEPhK4+U9sFUDV4ScAjlgFhkbQd+J5ABLbcx/5tuZklQCQ4JKDR/sbf8n7aRgAwrNGkEu71A2j+L2daY70iOGltlSVuVxqGFLSZHLRNzl6VGBL6CKfOKAqzx7KjZ62j6BIf9dcbxq/qXb/E6xN5E+24cuHp8+c8vQhtLUErQclMZ2LHAAoIaDWlPthkWPxSDEt1ptcrEkZOWXkzOUAZa6C8LfN+iT6TK8tiIN0wHbtXK8oYRmVxuqAxQEMEvA4bBv+yi5dzFrX3sWvSmGfxQsNnos2gcpeDsoYYoKhEaoocnctjJNYCk7Irq6pcVa9fxGh0eNygOhu36qp8TWxstksMUnZZBcYKER9EPnEIUqi6tIk5zpFQPR0bPj+clyirullaMkh9dL2wKHg0pdMov0RG2Nwi7QEUKmCqTl4RVkPBqB0GQHDmy0d80XGlljd+27WfET2FNk9JE+4byHXlsjHSmUU5UQAy0IVSoEIkI3qXlDRzn4V5TwAlpXJcT00Ha1Ec++LmoHhH3RS3KJc9cVs4zonHlwG88/8VLZuSHY0nXH8YSwmY4NSSOsO6wZ3asSMvDSflvD6eDVEfrZ0jGeKaIWroF0TjVPemnz7ZINOZhwFp6hzYQFSPVWrlfNJdSa1EkMUn9pqgYaNjU86Wc55OWha9kcXq6E1RiDpkgvsYhnIcpe6ee1ztN2GfQLkPy3w6F3VMGt/d0UihosGHgCcAOM6khX0gK4LInWzBsGw3cLb7ctgKqGEuwbrRqTgyhEhNNkTpAZUISRCEaBWvReni2ckpbYDUxlrlBLpRR1ssKkZITAZAHvP/XsNk1ABE6G0VVdPWoIRspdQX7Fb2PLVI3AimSl0eyGaIXC6O0KyJICPEzzVzw54CUuaqzE4RNfYQe4Gj/jWsWbqBDdCFEHWxWBVWJ1OVLKfN8iqCCKmPkedPsIHHRBRMhgzUtw0dRZIBYKxI8jxZ8c5A2U4W60PlPG6k4gb/ocJjU9gMCPOsCjLrhgCKRdfzQB6KZyX43G5WhphubNP5rwBMfCYCFloON9XAOQcq7dAxt1RiD8Ey5FAV5YSx5wS8AJjFktABw8CqDnBPCngxn5WHZ8ivfLUvFuSbCvpq79QGxdftclUubq7L9c2S7TCZOnC0q3aBqp9Sq0VQ0e0hY8hILbtAXGU/ohlIh3kSVaeKul0gWIknch6pDuuGUnVUpmNQ1kaqQ/XAHY/VFAJRhxDOsNzc3pAmZ77qXrSLSBOfrXo6UUhE/SzjkFGE84esPe/llFEAgSitMGJIAwg1coAxkHq7Zwb0flHNWIjIq2D8sGMZ3ew2PDAjixSvx7hobGRYQCFJzCMDqc2Af3X0HuudjS5pZmCoHD3L0I7KAdFEnCpTMtj6epYvarOXe0oNNu25UwDZqMrrwni1JhkE2+yO0+jghvR7jkXjznGhKEfRB6nQHPDtfDfmfeBj/fB3jCfmSLWbiIDUSKE22yB1qnwW6VLT7lpfjaom5YjcktMVtdOCS71yogops9GozGYT1b83z2sJDuCl1ixB2QCbXkpwjhtSFyxLk1nC/2fEMkDXtynXGjtYsR5xJEbFrAX2FilZ0s4oKUSrPcUjGPmqxq6dl5TjJ8Chshv2yDlCMyM05qBifX/Yl1ibrAPFWOA5AMjspFUvKwckw4X1KWqcXesWJ2zHifHHPkKUD4EWhE5omgCrW1mf3YEHpzPtb/YBzwwnUmlwggI5cjFHZqwM/BUBK++Le0s6ijndybiczCblwYMHLSXlspvUF4cRYB3pcMBOfRQ2dULDvowvrRjpuFj3r6gy9bjUMrgeWCI+gcA43KozIMh1GZlDEqxf2keemqWOTFmjofrx+WANEnFnneN1tZSLJUmO7hOoWQim4zLRw0Gah/o51F+kxMi0Pq4FEOuSMJHFyLuq5lZtZl1tYMEY995OXeHwejxTgA4rPczuca+mrhdsB/Y8U2D45MZINWayJV7DWnBNs9e19AcEcMjjm6FEwIt7ZWUD14fYUpY3W+jHiHtQygyOd4AxnApowgHjFCTQvifzeXnvJx+Vb77zRplNGh/+VZ3pP+nr8eir9bpc3a15ShKo1+VKx7NJmUiNtIF233Upoh8pmYGw+NLUh0EotAdqE4UMwQU2KzfHAHkAqeyaoVQ5OMqUkOPBBqvNRJgnBpWAWkmdvTocTsoNmgrQaWpjSCgWebsQlRZIfgeH4VOF3LmlnW4jB0ka3ZHI3equtnYMpdEU0q1HMMUgppIwUBAb7ZHjPKiNYdtoQOdbUUko9TA6EyB1bSyASFGHF1VptwVLdTmpUHXDIm1r5ygxAnLUXQ0z8inZrI7Yk4fVhEphJUrWm8B0rfIqQtqJztXswB2pXPupJhh0BYm5XHKiDkUyYIqCmO/1vHMccckYtUGhgAfmQScTKW8OyhGbB9QsFdgp9GeaEfedUizn2GsHIKAORCI5XjMcgNG4O3PB3DDHiXKUorIKbFjMWfLLoeGoyGXzCVObcFajMWtNCS6pKm1lGfgMHQyAqFIK4gHXcnOUpGJ9MgzWEPUgBjWg9vC5AKNIVdEZmpDmuFvQRSfMEFEuWwpmZeJpLJMbPBzKCo0/TFNjomojFRgxmFWe363oDtdlDq0cyvnZmRobmPbG58KRAlDghk9PT8oBpSSmJmFDnl9dq1bY9ddQH4PyJS3qnsW7NYSZKEVCa03NEUuMnMZgyckYVDMU5yecF7S6xVp6/OCszNj2dk8wwNaErv0mGGRDF0XVyQ+TfRDZ63JFpXKq8/frq/MzwcDUgVM3XBtpiJNOU24MwXyuVfHK525qZzHibCv9RSY1USTuhw4JgY8PsOHPBt/jMQIPrWXOTz0RSTRvvtKNjECInacUITMP3HXBIktjYVYACX8BwEZT0HhSfIdAgmAt9DNJns4vMIBySRMYA7Ie2FeoLtDBCu2zdbcoM2XJJdOE6u5F9QgAx0TVMbmnMGm12xqjAaVcuK843dLGRw+FlK6CAqpiVUUBULlcbQ63q1WZz05IQ/z8l8/Ka6++VOZ/Sg64InabTSy2q7u7st0cyvXdimpJiGZUG2nhFAxMzCzHSBQAa0B51KBoHxqi6HdzCDYBt9oPSjigRZ/NXP+lzF1O++zsrDDn5XwfjG+ixpQhgNIVGkfHLjU7AIJkzom9q13zx9lpBft0tFbh4UAJoPIsxhheNftQlyb9zdGMKaE+B7PZrIQ8O+dEyplCLjeWiIjKRpFHslksIMfvLcRaOvcQtnI35UgRk2nFquA+901Sy/XB/b3VsgMaHo15f5/ZasqF6gOrS80BERXIKPonVGLS3TFi7Tok4pMOi75Vgoqo5iNAo6iEdK2UmBxj1k22hgF4vno/neqXCJa+RrnE3rmknR0NPI2qIpREQlRAQrEJMVoELc7tTtEG0u1GoeZNLh+/S+lVRqbWStYOXAIShCBWoVKQaQ1EIndGc6DKJkDkyi1ijeRghQOaywCkorsQ88wWG9HXwkB5nXqpMNefa0AURdWzzfoB4xkVvUR7BAg77BlX1ft5eV+plaUj17gtFrpPOGJEwGAKslehFcE+U0oF0cWkLKBhgehrMBSY3+xY5kjFNFI+ELdRES+FK+zrxrbmFkedUnikunjmFQkGoL5WDh3MxAROljZ1X85OT3nfsFXoU5A9uFyDvdCXdB2yAzOOj3KTETmShnU0qm53AkiZf3WAc/emLreaz85e0/5RAwvOstM1PCnLKZOU1eA9ZFCOavhVOsR8LVg43xdTO24Jm+dglQSEfG5vyzNOMJ4sH4XjE0ukNIZYBmUyNPajwVjds2qXNzlI2VU1vZFdkMAsh6YADgCkqQjM45reAZg7bkZ1IUM0jLXI9CMAKgCWUwQqMXRKzA5TgNz2miBWuVt8wXGyDHKkPD/miGvbjAkPSBlD5YzXqSsY/h/KAclYul+7tDGlDK6XmwMjS0wYBg0Oa6jTgV70hc9Dnik1kC980Vf4ZU8Q4nMxGSgFWC03ZcnoY0fFJKg8nhCzhVpRZSOir6QMZJNv+jY8g9BPGskJRKmu0kySkX4zaP0iUR5ZURQOfZgvlDODyEXCgx1zN3Qy7JGqXBrocFLMBSUROg8Z7TQPIzWKwJhNpnOOL5XYRrFq9ycqkAYaS4o0GPyKaLpENfbVXpwq9VHkrYguNYwJJHEvKr1p7Sa54B0dYLOillLjov613FzdxDB6p6+TuIDDGcFWaog76MvuPTFsvi85WlPYtcWeNlcccQxJqze2E04ZV7chFRXIOIc2YykGFPFD6AHaObU0Lsk3k43Xw4V2EhNC7lwqVEY2c9H2TFWoZV9UpxyK2kRBaYm+vEXUfTO6fQtL0cD6G+k815NqeOV81MouArZ0HJJha+IXzakcuXQPKW+hoTdVqhpJ/CygIIU3ruNncAqC1CwiQJcFMfKzsC0ivqQajtmZpqBPL2w1SZDqMzoDRp9hKOjcsJQArKUdoDGlgBZRtnq7g/oGYBiPkPsdcQ/N5ooc0imKbS03TaBJMdp8VmZmrnCvAO63t8uy3h7K7fKO72XHPDtEOT2ZeTjQDaJzCDRzL9QzaK4ePjgpTx4/kEGO8UbJ1RQZ+VFZbbes2kjUR2dsEWTAJhqjAPzIljSFshiGNKjRHtL+7Y5BNY3OeyYYUr/x1B4zh1u7TrX0lOyHGMI420SbuW7GQXPVKjywPxEJS+yoFFM9qxv14BYNIifLiM+ITkyaHDBxiksnYcsFjrVvsizA4ORzKZMDW2Hwi31Iewna3oAZwRFsL4VPDMCkJD8M9TqWb1ED5BQLu/Bp33CtZZwYgYuLyFpXYCTWhfSx2Zfe76Flp87DNi+NyBbsAAMpOX4xQgKOHGfnysWI7svg4mZ5gHqQ3DVKIPalQPdBe2RHCgNEBOyfL69v2LQDHdUaOfAVvG730mrnLTyBAbi+XarWjUZuwGMDL69uKXRiZ6y1clvM39A5gUaS8YxhU+4YxlNoa1BUE6a/q13aYCe1K8U4FlOocF6Dw2T/QbWYOGIRUbDQJSLjCRH2cr2k0cCVUbqQxujrFe5RpQLshTsYUUmLDTBlP+o05ZDwB0gwxfIQALEAnk3f3TmGLKkmFPVpu63qX9nlh0ZWeSBE32UHEQ1EYkLZ2KnowBQqNRGmDCl6mqqHshpdKMfFHIt2jXJEKRyXco+GPKKcfF42Ws1Jp5mBhR8Ed+7ukBrIAwQa+B9FaZoLfY60y0dfLuaOOEoYmRnpWuoEmjebnQY/ZVA+RCPrDfcYUKMOQPgURbo46GMxPylLrEOMKZwEsAdbO2JIpE6WsXAeiyBFJWtkLqKk3B00F/78NHgQ1e5yLI89HAM2NU+J4UEEFqkl6iCQc2cotDqFOI/rtB10IuGHUx4iW9xkxUcwmgYm2GP+ckpVMFI/wFagTwOKsDDZptXVBane5v1xPQjUUWNAROP0Cul2qXyxvwBimcuzpU2Ux7IgzENt7AEhDto3om81jBboPPWSxxfqm3WUKAyrutNxGK16Z153gv7YC4JKOpFQ/3Cq6w37TwMoI5IN88U1B3UzxmY0Ksv1plxc32rsXEMPQ4w18NrXHpeXzk8VWbljGvKcdFBlUG4RjSdAYItHiKrMXbF+2iALjUSY13QfAx/UwLp8B0RYn1CKZ7xU6oj1pgitslB04lLz6oQhzKucjk6bM0B3H3cKx1g2EWZIlj4MmyJzgXRVBggE6AcAQTFXDHJ8XrTq4VUDzZRD6NaISmmP1Z1LpVatfpwcSFdVkfUHhxtQqY5aYEFV4aDo2Q1pquLeR42a8m8RtHQGY3ZYdOmWU3sB03x+17XDvkA/gU6L7BLG9Ig7XjHtiLG1kI3sMz53q4NKWDbofuSuUuDhMdZg6DnceRG+6fnl8oDBnS3m3tCiAHDCCnQCfBaz8ByYUsqziyUT6Y/PT1hk/lXFWvdddZw4Fhqi3CVPcBEawSLAoIMmXy23FGmhgw82CYUX7M/svAINn+iK5EZ4gobb6eF3+CKyCoVjpIXdlgJ3OWQtEBggoGqcngR6WNFMqz9jC0N00GFeOT2hC3OH8O99ToOty5CnA4LvagN5T5iYw17UGFWaoh4lIhN64nW8EaTeC+hQxApDtoaKHQ6Xfai1sONs8B4BkBbFMtfmfCYjI4AL0y38vWefeTB2bmG1n6aQwgQ5yfTh1fegVcVKhIZSLaOMNt4Bw0RhBU6P6Shntr2jqERCNzXaV5MUOCxmFp0PTqRcz/d1Lk3j0ihuPFco537taY201nhnpydq4LCYMZcHahOMC762OCkJ+wQ5WZhazolb4uVDnQfmfjHIQ7MJNXhI8xaPG1XQyDuJ2hIADvgTQyID3/K0BG1gKSyWy7GYGlcJDdUGrzWjwTNqzUrIEiodv2cnH7RL5FzBCaOTHChTjV/2iXorQ6EvByC1u9XV3lPaW4543Ne50pTu70Iw6C84JZSDCCxJQ8AaYJOKaSoipkaPFmdIB2znCKBIRan3Kg6miNqUOeOMK66zO5TLq0t1UetK8/A95p6d8+xEcT45vlCSFGYI55N/4/WXDVRbWgl2CPlyOOC726UanLBRj/Y0qVwf4sLnoVp2SIdAXQNpy4lyrkX7AeOhcjmXzuVwAyjHrb1gn+L06XQwhL+xu5aNmdZiJHQGdu6+xXpf1MEjWAhISutTByUCPnDISs0kTSGNC5i+RrFjPak1q3KhKn2TD4l4LMwKY+DaMQ+R4YQgWk5fCnE6RJ+zTKvOAKtF5rEtidbZQpSAQHlYNYEJqyX2M4LcjGucuT4jNbvSBlBsN9Va0+fJZqntpnoM1P4DCPzJcgq0SjWv8U4RSfyZftYsYQAAIABJREFUGEXlgQer7eHw2eVNKaNJuduW8vTZDSX6OHDpt99+xChXAbptLno+X67L1dVNOT8/LbNxKWhxx1z8fc/6FX7O51PEsF6VJaX/2PSq40WO4fpauRkk8a9ub8vV5a0c02ZfNpDNs6Md5VQyXhb9cLB7xR4Xk9rJqRexjluDg6FzctkQUCSoyLOTeXlwtuDGw6fjXg6bvejwnLTTqY6p6mTpyFbiLuc8oc6E42VXrem0TKj0FI0a1afOiURdsKjo0KR4LtUmuwYYKk9QJ7hd9lhVLRujU4sakGOL2CjON+grhf2pOUzDhIhhInJBna3qWj2ZXHiKT2WoVcYVIYjAhChUFaCE3VX9Jxvyw/HFKXa55SBuqNLh2KuApG5WXVOGXjQmVdmkoRutXCNwO+6gXoGPJrbT2GTlHcorLz+ikAa5JhgWGNY1jCDzHd7cYCacV8bnkjp1rbBKEOX8eB3UoCMKMWNACpcRo50+NcWCtxJ0CCx1Xe0EbsjKqIzHHQXtQDy+Ofyga/yeMaBbNP2YOcd8Aq0DyTMK4xodlOVGp4eFMk87UkTAcFosjw5VjAiJjQSUV88pP6G/c4RdDhsIjA8AgC1NHlzpIxteRL4EGaYP3U4U62W/AQMhtb7agU552AKeARHzGUoEQxci8rUxDKuFXgIEuTjtzLZhMRuXyXQmWnOLjnsIAtCLQMeLom81fBz26/n5mU6fIvVo3ch4xB4FmNPl3YY2ASBJIi4B8JQDxoLCEKPSpAoKfTqR+t8LcFIDMOhOPSPY1eeBAcSy0bJU0xhdE8dCTng4h7YD2CyVQmX86YSsz2B+NbXfhxFZEOV0uVNqAIQxVlpAr7m5WsoOIuBYuxzTAq+cTS2mJ+1ptVdRRpXTpHK4iBeVbAbBhNTQRqVc86zR9QlD0LNoD1l5b/2EKHmdh42oma0XzH5VER2YPrI3tskOAjhGbrOqcVWAAqBH/QOatwCYwiHzAAsIuiSQhQ8BE8n9BpFv0eFDBIiuhqgMCw/fUKcZvJ7C3qvl/vDZ1ar84ulleb4qPLpvOFqUwXBb3n5yUr72eEa163S05wK8vduUT59dlEePHkntd9iVl588KNPRn1w1HXMIE4somAvNoiNSTqCfUT4yOJTLm7vy9LNrLnogd9JR7p+b9oOJcHocoNpI5cigEK49OblehTpB87H0iHlfiC5m5fzhmWomqWxcU7ABZ5D8IVw4G0A4+iIlRYomKkUbV0YB2rwwbOmRC5WsEvyKeOYANaZuwZDmJKjeieBIN04u8gb+AoWvnquq5VO/35zJCafN/lZu0C5HkUinR6+8P4CAoHkLmnR9LH4hPLEBETi0ut6GLBW+5BpcqPSjyuWoEbyFFqZM1UnLgikIL2jsVcokh9TaVgpsxRGlfrjRdjV/6XvMfdVxtLob9/Hk5YcsJQGbsFytqMCHc4UT5jNC3MeotAljMu6i81F6oLnAGDPqZ4coHAnXOjxRUOfevoL9csJ4PxpNMEdtZbzU08rRs9ORwSLSFLyme+FSO+Z6UkbSiFpA11kQ0xp8eNZQXjSdltl4pnwY9pU7dTG14+5GeJaTkxOnZXA9sT9Mdfi4v6jP4ZxJTRPwamQS5eh0Gf2eYAkRHlgCapDq8TBmAlCeoecly4FvDyqTlEYFxktUJ50D6oFnM7bZBPWM/Ys0T/ZS1gfuGWucpSBISqGF5wLtKoeKXJnOQf+BO3agg4AKY4iSLYiucM3JeMC9maiSKSy2wURnL3c3M2PFJi/MXYJWbqwaQF72fQALnpGBBjv0QbgJFkmVCslVoxd9deodzZ00FRbJ+emCJU7Q0XA9otcAKih4TKs0GPwM7rqmPoa9ADUPMKEDYpB6m3OxKOpVFQH2ApygDspR1y/ky7X+c0awyoNgh7EW2VnMoBNpxDAhYZ/I/lBb5p7uHlMCPpYi+UQFi+bEOjYgzTWhJUX2ioESy5pU3xtGTGMHWwKAp/2plpXtRDOyFw4maQNxjrWP2VRpF+ylmmmo1MYH1Ng+EihYR4XjLtPMROJJlUBxb1MtPSiD/+MPfnFYrnfl+lanUWCA2LDa/XDPz2ZlfNiXt145LydzUa041xP78+b6monuVx7Py4IN15sUPEi3d35f5vuaE/aLsVDgYGmwLCbCn27Xm/LJ08tycXFdbpfrsuRh6aD7UELgN8PxMO+B1mMuQ0l+jrta9GCogSzuJNrV6g45wRO25jxZLMpqs1Su1yUEaPkHIzcsbik3Qs2u8nDI0alBh49hc/6him3SDhrUdKhgvxaGXDSklbwWHvCeLbKB36Hiu7ZvoxiYERecc/ImOg0mjth9balQPT76TFJ91bqmOQeV5c77csiYl6RprUeQVUrbUWhzyFbCdse/RQAivKOSKfXgVlP1lNvEeJIBCE3JqMglQ+67zYM7OtEJkbDzWemWxdNgeKh6qw0VJa6IGu4PjAMiKBhbUPDsHkVAJ6qN5RioF0d0TDW+8tY0cRTjKWpXq0RFwnQ0ae7uOcO4MdJxK8q0yqNRAo2K6I+pn5RkgS1RRy4KboyeqZZnHaIOmuchBRaY1byZrw/gIBZITI9dI3OqEBaya5DXCJtR0OAKYNaDFNwIJdQmQQIcNh23jBA7E6ExfcCZw/Uc7SZkkpIU5TH7r4AjRttmrXBwCjtODcFEqPkBmnPkjGpEe3C2aIKB70X/DXUQw8AHxOBgCqu2SdHS+EF8OGEkusKRiNuDymPQhMSNf9SZFA1AYHBx6IVa2bLz2ExCMAIEdKtDFUQyM+7RjqVKIOzyrqx5NvcxVZvfIdpG9y6uC4iBTCMziPC+On9wRkYyYlICOdebszSSZZbIuSN4UJSO9Usn5DIdBmBVDOe9QhyvdqyYRdpBIb6aImDgw74CO6YCEWykExSbWFAxrZIt1nI73ZFIVfZbrAR1BrSPskUEaW5VmV4N+IWOlm3sWwKqWhVAlbPz1zz6UTXWyO8zzYVGSxQVChhgTMAKKnds1gzzjRPKOI9SdPTRP7ZlSokyV9qqrne3DiKBDFqjJk2EfDA+D8GcqG8+bNOH4Ln/3v/7qwNUxkA5Z2fn5eLq0seQOVJDfeHgUN5+fFoenpTy0pMH5fHZtHz88WdlOl2U65vn5Vtvvda2dbr4uOH4l3G6X/SaSg4ShYEC8IHrbLBdyrOrZfn5x5+yyJ71e6xd82KwgVd/WlEhQqKqXW2OoCl/uQClWy+QLo8nPkd1MSsLRAsLdLgRTY1NgEOjRW9K7SkaFPWXXlCIlNZrb2y5BTwDcz5dtydsGnz1ogJMcg6a57x5o4eEhbGH862LmI0uQr37AGvTnckVMg9qdBf6hE3uLdIgUiQ9aeUfUhE+r5PnB7sFp/J/OZml9WIVgHEDc9KIPozcn1eRKCybc+CMity+kYgYNJI3B4UaFoqIbZDaNZFwos7tbsUmGKHocB32cTV4CbDCv7V8wZEFx3annNxiMed/zHUOIMZZSVzjY+pIX9kYAoUTECNnbpGSamYx9wIecTY8zzQO2YudugV2NMoqB+BCaUvytMobptyNBoy8moRV7LYUkZWNMKNWiwjZNCN5cDMKoum0zvAvVfkj5bN0DFnbFyhnw8VA88bwZJ/S2GD9kXoX2o0qmZ2smI9UooJ/s8FLKoBz2JVIqTQSHc8k/ONBD+wGpYhX4nv9nW0pfa4t5hkGD6AJdB7+g6FbzCfl0fkZ5wqnl0HIhCgNXwAzSeuIHUHzINTyui8AmTaX68BBhK71KW3oQY2+29gXPIWKaaumzcg5tQDFanEqQKyedNoToGHhzNuJSgA9aAsKe6Jyw2ojbMcwBtCinM7RRtTtM32wiHKsex47mUMyBFpRiaESs6rSZ3oIC0cAKPdPoMmgS5G6uS2DS6VaGPWyjAjlaULMKDcjw4acPoAeUoA+VUq9ZdRSFSAbY6NUWHrk48x5NGSBXfaxgTJ2OpqRJ2kJfKr7lRTt2CdyZqrfZd/l2ggDYromEmM23utGgETi2gACAi7WkCMy1bNTgc0GMNrHAORJXUkYqUZAXJvdQSm4LsAwXs/5s4ZJ2g7ZZt4D15XbWr7/fH/4f/7ggzI/OeGboPhExIlmFeopXMrpYFL+5T/zsDx5DOMk8Wcc+p8k7/tlnLMWgihURglYNK6R+fTiuvzs42fl8vaubFfqYgN0BZp5nRNmHPnRWWGRobwiZ8v6BoLMkjcLRcKE+gh1hzgjdVQWJ6KrmL9CCQU7ddmA2qhImCS6EZMPqlqnDuVEIFE/oDqiclWDgeT/JLLJkWVAtXQg8iJWCGMBj1TTCqfCha9Cfz6bc86qm04fagEHjAv7s3oBsbSgZiLdGMRlNhEFkUR2mVEWpxTGx92ogmQRJUdVzSfj/2tNyWGcqHq2UhK3KGNoB5aSppyolMQn85luoOGzgvFBie7pYLve0tyjnh8F7dpgi9mCmx7UHMZNJxyJFsT44eewCxhj9AzHcZV0PEb4tRwrOW6L9uKsKvUqdVqNluOwCAgdBeO1POABm5L3q80byrnS6Hb4mA+WPqXPlaPs9GrOs6p2Us6QTsw1vYxr7IChUMaIIvJJTbRUT27635WXyVjrCEIo9EWp6dnqPuBn5YzoVCCY+mTphxt4RCVj5616TmfkScGbnfDpWWM4DuxBtm4UvYhIEvsEL4VzIj08m5aHpyflxJqN66tr6g1ubnAAg9pJQiC5YZWAxGRSkuMEqZwMZifkfcJnA8j2vkTkHEMMYC7Ap256cMwwz1jj1IBYtyHnJvEhobLpVYonkdeFnoQUkA+tNhABCwcdBrrvIZKCyAzrfbNCegkNhiAWUsQbu5V1Dwe8A4B0ow4ewAJQ5/poFwY4X+mStloWpf1J5bUbowTAkaBmtzs092l+QutZYieISHltv7+yVFYuY/1QeFdPe7M6mup6ndCUlp5KMcxlu1l7mzOv1UYyXwRxtJcCKLFZOs9a+zdsDKwxGErYCwRvII6ZEunU2TrBqwka8VpUwqiGV6AiNoXalvSHcMOWMJ8RqGbv86APB0uD1f5wuLgr5Q9//KtShhMeB4h8M9D5lp5jX/6df/UNevzVcleWqzsqvSBcGM90lkTV59gYGZy8UJQlYuP460W/61+Bv4vyUE4jMcPV7V351dOrAhHZ7e1dublb8m4AHsLxkzKjIdeAs54MA+hm2TEqzfn6/E6fnMTuREDWKBvABphMdMKQu20FsUbJywmzocRCofiAx90hMtIh8DwE26i11SO6sX6NFn3wOxVwcpgoVUKEqAQ/0J8ieuqKTSGqEb8oJDpnUrjHeWhFzTkiUW0lGeGy2YL6HqutGqKcDVMSGh8JnqLw0wLXAdao1ayqXKB7qq8lqGGTCi9sGrOg7E5hH/pR4hPVZx87UEXdyRsxumPKQYyG8vcyoMIWBkdskoEDJyY8z1mKaa3AUOX4F3OkEh/V9uFzNrs1UwgbbOZkvCu1v+ezKXerwn92W7OCimNjUNbXVPO6Q1Ha+EotORkBH7KBNQRDiYxOqDyiZzc0YOMEzy+v05X3kLzpe9D6RBw4TeWT2yHwuE7FOmYhhOtzhpRK29Jgpu10Rbx0mqmpZMR67IjjEPgaS/LQvasvaaNRgzF3jTkEMrkOogamGNhfGErhMRtYcH3CkLtvNJ+Jx4Wqdez52aKcnorJQGqK5TY+rg+tF5HDvEZTjnrUHiI4CJuUkoGGQhMuIFapcbamVVMRPJv6z+swFwEztRrkumW0iNa0TrWYYuX55pjd5DdRmw0FOvQ0LHeZMMLW2KkqgmIdt4AUGNfh8mmQwQYont/YUkVasBWqnqipLG4rpby473nCo6oleBJYDi1gq1V1gHI7cdPL7irltD1zzDir3U1KsdclXoboUo6KjY/gqNkfXOWRAcsSU+pe+Ts3qOBpQei3PRkxsscXhFDUHjCBHREmLZAo/a6rGtuOdipyBGcRXMIhszxsr/MEAA5AocdhamP6CEMedCLNANNjLB3MYbVqFMKUZYRVULaDGWApe4Ii3TJLZn3WOIM0eJLr9f7w9GJZLjaj8otPLjiREFpV777dln/9X3ytrJbL8vDhaVkvt8yZPHp0VmuAW1bp2LHGaN3/+4scsJaFvr7ISWvxNTOAWr1PP7uhIOvy6oqtKyn5r2Urao7BBYY8HkRJ/pkNK7gzW3QHJA1ny+gAm202K1MfPwX0CYGMjJab6fMoO31OouqU/fCadoB0GqRX90SF4FZE+6k2Mw6hpyxCb9WmAwwT5ZRCZWS00+GKm841pBlD/muaLM4LkXHyGnQ0yIeSFtLoy1majkSEYUUNxDV5fuUsdcB1pazs/Ihc0+nFDSFYHuBDHugkPT65N43fcccpoOg4bJUjdN2zEg3SXiOXjLlW6RXul7kwdxGi4fbxdBp2ARA6OuZ4peRsymqITcRwrLYr9hbGGCNHyDIK10Qnn4hWn1kzRP+mn9keD7QUG3OYATAYgRFQb+50cGrHKZItIcMgfYI2RaPzIzip3T7sgNl1zQfAayZzUo9OcKL2AHNgSjrtBJXDb8Au4CTglL3Bue6708bwwHw25TlD62r/tUYvYX5YR0uBlioJ8tkBTFpzLvdgfWyrK03+TDnYRHqiwWuUQWetLlmIEvE6sUiIemU1sB6Qv/zVs+eMNitI4rGeqo2FI5coR+yB2qg7LQOtAFpiuokJr49SZypl4TTRvhYOc+IKCCipDwJqbKalc4d5UpgFStmTBH88OwMnnuG1Su2w4Y+dJPcIsaX0MAquQc2rYYk+S2MogZH2FPLosVk9EJaTbyWVtB81JSRDy10RTMvyM54jxWsc/H6AKl3P40cRFFjIHKOqdcIUocuuGMS46YtKiyycDADnaUMqAcU9ggHB+r5znTrTMyMJVfGZsDnZT6TEsSbJUCpFyN7WbGeMAAPOWipyzgTbtmr9J0ceW0hfbCY0B5syQMB/zNNDoR3K2VoWjqmqcALSASyTZqnd6wB1f/jz68PTi6sympyUixuImZAL2Jbvvvn18t3Xh+X9Dz8pL7/0GMQNkSqM99nZSfWCmKD7ETA4dTRFJ18PxViH0BnhHPvp6nTjhFXt9eIvkWNoGLAs13eb8vTiuqxX+3Jzd1dWFE9gVHFixUwKZbx2s65qYNJCREBo6LEmsmHexs4Q0T3QnLpWTZhfwkKBcpHGEvW5LAZXpAQHD0NUmxEEQFjgJaTng6ZTvA6H7ShWp2q0w70xuRS+IAIFAp5DTGLqjwprqYYj8w+CTPkC/PQOKNFGAdcXVd2OwQtY4P51vgflBLX3tM+7pBOW1kZOGZbHrfOC0ona0dXL12DLQzwfUHud6zSD12aWs3Phuw2NTl7CwoaCN6pYUafYUGkSkA0coMbTWNQdw1HrlifkaCPZqUv34w0ma4JICJse7QkBtJSbU04TbVAJ1iC8skjvZnlXlZdxwGJJfQ3QelJUVYENr2+0zBIjxEtqmU1HBAOFL0YjqPelCGtc9jwXFflhtu4hkmZPCwt30tavd8AUlaUfLiPdnCkt0Rza47nbST0fNiVFWG8CcWIQsIZgOJhHtzCM56U6VUFw7g5FcBjaU+nYpgYF+hzpAaDoVUvTMMua/562NuNcUzGhElkuRMOvnKvoX0VHHDu3g8wRddg3+DucMJYFO5r5C/v3o49/VbYDRFWLslzecb0hDXPkmHC31WbBcWyox5A4U4xHontQknDK7XhIpa2YM90qX0kaeawuZBT0rTc8bYu54d2mTKe6R0ar7kPOfbtbl+lEnfNSOaBoVWBBDqMBt95iJv8O8ID5pLLdkW4YiMwBG+AgGrQzo6NgfIZ1A0bPe9p5zYBCnQ3sM7RZjimn3AA7Tl5rtjd7PuVwsLkQP6JJ0ma7dC9mRf7Q32DTwn9QCOpTmmB7UY+PvYQmMrTbQoy1uxV3GsGAz7HmWQL6TwrqLuK2LRYoPBYRs+43XdLIUCXQcj0xUYhbzLqSIa2EeQ/s9Q+tjFgf9a9WC1plkfdl8H/+fz87jGaLstyh9zKMDoQDu/L1B/Py5//MK5zTp08vynwxp9NYnKpFZYiiPsolYtyX8unFFWXvd0ssLrXzgrT/9OSknJ8ip9GWShwqqYeu5vFF7nd5d1dG7tp1c3dbbu7W5QKnJqG+jKUAOsElqjNGLRuUKal8Cd1LVOOl6IMCrQgCYhCcs+Amcmed2Rjt7dCoBHkXqR2Z9+HP6kudUgfed22dKKo6p4HQGZPG8DFsuFmLC7BLcD3cO74YGUPgM53SeGLzc1ODxnYeNI5MC1vq2kTHrNGspAvWicppFFmIFiItSfTnBgtddA0cg/xghDkBAQIG+krNX+ZKRklOkxQbHbBPkenyJTIEUhKqO06OCAPz0DrkkPh1KC92UPnenLTDcdJgidZ2f2BF381IctxTN2jVohwOgIGiAJ6NTNra5W7ssibQgvaCMKbKGYqeT+SiHGIrR2CTBR+8nbz3/0/Xmz1JmmXHfTczIyIzcqmlu2cawwEwJLWYSQ/SE/nIV/3DetaLZARtzATCAIEcDsBZgZme3qsq91XmP3e/31ctKsFhV2VlRnxxl7P48ePHjEk5xdY//bzMq458ppWDyNMSDNrQWpYyTOtA1jWchev7LKxrSFFGJpy+zAAuGayyPP0sDgUBhgXud4BjNMCPtNRi511Pbb7kn2a/1tl2FgFpMK1MdRLsSaZW6X0IGmRkmb9tCNsM0kXQoZlwh8Srx1JEKMYSqudaPa8ywlHsUvDmebsWQ1BWqk9w+eFmfLi+ijCNVee0bmUjF9lZMvO0PM19yXroTqokdShRnvvMBE7XAHGJCFZmSKtuK0j87Gw/zZnP0wPDPnTfSQJW5RbXHD3prI6u68fZCJLmIxfS2qHtmnTFhap91PKXvXIr0EJI7VoXxi4JqlOEfK0WgqVjYgfGsMhDZHIisXB0uAs8v3+ekZeB2QdkRt+VPiNEU58Kz57OfbRqrdfcWgUhbpHYqAMhdqxSt2KaB9np69c+KGlCxlhtrbQFPqE10XpwW5UYYrPqdeeOoACZcYOhppnSorKHgel5v2ShFShjrJwUuDq2tKDigEPy5Gz/P7/+5mWzPx3vrx7GNx/uh5ycvPPxwcP43/7Nz9zmRjT2Qq+vlu/Dh2uyIWXLgmqkjWqyz+H48tvL8f7maVyLdXggQQ9H91rw3dHheLU/Gp++PrYRD8zpiTNu5t8dW4pvdxz25Spfvr65HtvjU2Z4Xl7djKvru3Er56r+O3qvMpGmUKZIB5mkpJYSwU9yNiZHeBi76qidP6rLwGMF1tRUlZPthl5BLdbtjRrul/ppnZ2HP5sRi+A22I0MUGadRLJOG6HNbl2ljpRCPopdzs58KF0fBD49EYoQQfyQB+pIJYOmKKzMTYhXqQ/KSFgj3M4Zuj2tRz7Y6h9uBlxSkLMrwa2GhEwYM6TYWiZOSAYQY9qWEKs0NTKjTpLZqZWU1HtUvH1C41HVwiFHilKoodsPug54tXEYgts66qfdAEdmZmRrms2UBQWVhybnWmfFqujfJDMJ+3vpHdbPiwUsbWRdag0EsfM4CnnHJQpXSy10gBHl3FnpSOtT5AeNW92q1MUn8ZmWHDlB97ia4xBxBSohhlsRkQl0R607s29luCwqv0zQAVITUlM2dQyV18YKY8UU+Ux8r60WqbGHrWuvYRlOw59LK8XUv03tXc8tHWWifohs1g/mxcHMHagwxg840QQi11LFTLa8rPl7dsC+X6rFP8ThuW9T99JExYWpqvaglk/sxGwIaccT9Hv/MG5u7yZsXbPSzHUdzC4GNUFRhDeslBREKLNgGTVKyUqMYE2jMkyu2qUc1en+ZByrZryJlnjHZpYnojUCRi6z120qDbpoNUJv3sHbuyuJEQ3ax0zS24z3lzfj+u52vD07Hcfbl3Ehh895NUStmbjcp0xnMhN5dRfgmCVwzsIQyK0ybCfBizoad5D77Zp4Hbb6j+l1pe1P3/V7MZxGbONA+3KKIDt4M884L0JD647OSBoKEVIJtwVnmbKHUUi3eXH/lOykPKRFYrpcdek1dlQkO3NZjYqGMwJCmbONrr+Npr+YTEZdKb5BZTgFxSlt0A0SdCdkU9l3t0Q5sPgokIleBpZea3V1+/zy9fvr8f3tGN++vx/fv79m7uv/9LO348/fHI7z/bbCgzzA9Y2kIl/GH799P+65D880wG9Iq/Uhn3G+U9YxGCYXIg90frIjOtSF1GGF0bgRgUFtGNZZ1oEQW0zsUNdxFMW+H4cb/e6GecEKBNTDzCa08cEU4JmJudxoTWixHAVT0+enxnmCCs1SdZRF7yfw8qDe64brAwTgdUGYohHpy1nzio4pRjFtPCZGhdxAZtXReX4uYCGcdqkpZU17zyGXVDs08pQy+EB2ISjN/rg1uSntVqhmqf4A1mmvRA1Ec21loHPATDhaac1OUYvIF0b32jC5GfEewWfWqC4hg7czEANDnd7BjvvCkDJVxtNMaty0lnM8X+qioUbPS0t2CTSbTC0SjD+E3bQuumiK5pXVLTC1AjCJudjJqlWC6DyEoWbUJNrdk/yXdosnXVRLnrpdaKn/12C3Txpue7LrZlO0EDEFKLKmYdwy07i91dnTtY60kOSqIIn00/cCuUjtvGIkdoqCf0sxcSsYpZQYIT+BDUaDvBoFtwi1BFId6TA9dT6QPPW51Z5TZ4u0YTMiuhSkRqfgD9it0IsDmw6NUFlCaNKSzZhTYDTAQxcI0lY8CwXFJmNtLT378jLOYDirBcnSsCLJSDpXWa9riQ6ElAmr5toxi6pBWmTCTp667YRwlzop50k2qNFc6uPlILgEkXYU6WlLnlDtJ7ujcXwktEx1aA1uOHcGroEnG0PnkH6iYNWA3wGxzqVLFKiARLfZTsPtl19+fz/+6ZsPYzwfjovzk/Hm4nxcX1+O63txPx7H529fcQZ1z4VYXl+tTTrZAAAgAElEQVRdjf356bi6uqVk9/rVBdoNr1+djtOdiHzW1zYaccdn0Fq2Jkt7D/4xmfBqSAPjFluiYJ64wlOVLUQwVJ+vSVKw+hOYO/m5Z4ymEriWj3QPGXYIicpTyfQ6mZdLAEF6QjAmxrKFhuAkoMNv6U5tl/9sm4emvur2ccKYvZTzjJpGKjj+lqA7SlsNWOkzTqmJls28ts68zlc1rZ+lgFYnTeL039JAsLwliJuCCjlgxhE+PI4/fXsz/vT9w7hT/+vL0/h3/8uPafqupkXh5Xc3D+P3X12Oy+sbUnkg0swK1UNXMJwLvgTbPvDqnYveME4mTnn2uKnN5+URiElqM9osXR5YaJIDu38Y14wovBt3qBTJcIb9GgZdjTHOyqY3AIcJCja0Y1xfS3LTM0FlMZQxvPvwwVGSnF6cvoyG+ruUkRc246BIElPN86uJHzX86+ZzBpEno+Z5RA5IwIAzfrQaFwMvanhS8wTOG/r8rgMb/kx7SpSWLFKwJoY50pUk3dPz/RQ7QI0pk2FmcBcolc/Q9p5ON0LkPgIOqcFRGzqy1q4eRge7bT/011InMVtbX63B2nAZtgEFCDO7eq89uD70rdUuJJlm5RMurcBDDGQdsjM8w0IlFdVpqcRB604IQ3VAek/XlAwfAndpFB+CFE+UToD2M5oOiGyKbZQ0FgIRo/U80QanxhBuM96dQUcZiL5Gq++0Ncgn1ZaA2m+aw5T9IhIQR90AhrsGpyDqQQR2abUo5KXzA5O66ITZzX6NRPLJyBxepe92xeSe7X9xWlXpmprQ9MBqOIiJP2Tr6kRgQpG5CiVRuQd/kdNkfQQ/qxyUlj6RbqTB7X9TbdB1aWqSierp1f7B3qvm27YRSlmSxtkejaurqwmdYi/oQTe6pHujQKVo0rQZ1WdO0Nv37dpzplbwtWBx3WHZrU/fvqJWrfnAWgvPjW6gQXPXwvhVPTifr9rvclZKQFTqAu14NJFUZ/TD7Ri/+M234/pW5ZAB27v1TIkEaa8Eb0M0fXoe+/MzWODaCyEEaqdTgvPTH1+MN2ebcbjdAoEzKvXI06dU067UYocIwJAGUnXwxfkH1PDcb30PstiUhQzzOjVU2hLDxG65RgGOz2DOdhOWBE/sCUN0nCBNCVRILp42Vp0ASKVxfrJlQiFAQbR/tIQ6CJBdeIiyHyUopp2ptamiHCbVqlqlfTEpNj0B0X9ACx9Irfba5ER9wGoyaHEqwepRlqn3PmeMrGxJ7MHBi74SsApc/fnf/mn8Dz99PT7/9GS2++gHkGcbh+Pq7nF88d3tuLo21Gm4ZGGwKgJTY7t7sUwy4ULQMuC66iYwZwmKMui6hGqgVy+fHpqZmztlpYKFbYx1wJiMdHlFXReHljYUYHKpUmUjDM84gu8MVSQbdZAyG1KLj0HVnj69jO/fvXejeAgYirDp+3qRCL/0YiOMrhmQh1ZLAh6i3UhXyx5EGyHHSMsTbQfNbDNTFbahs3L9fx4EbQKGoumqpVCDSIO5HbSVgKo8ZePs4fAY7mfVWF7GiSb1pC2BrC+azTT6R9BAGQfBHOo2mUqjVoFcBPepuc1EPY4yCmLyArUJTstl47POurWZrhvJDnYMXuvjuWhy2igOZU0wro0cAXvclzwdeKcwpZeRZ+Kmp+7bGh3O1ZeGmKgTX0KwqyME/tfZnBCN29pAL8TKRKLOgYezFY+m46IC62aoO/BoB0z4AspQ+Xw71+QC80EC13VUm9YoiiieyuvPTDBT8hoKV0qG4tBT79YeIE8Y+E/HdRpx1k9O0GIV4loYuTOJS+iNeiqnw2ETXWRnLKI9V8hcLmso4CLap4UkDr4EJWrkytBcT6U+CZLo4MUBl88RjOHoZrv27zq9xnOq1U3PhLxrGKYsG+fMGSRZDHUTEfx8j6rqpc8kRqyOEWpQmcmqZ3eW6SaZliDA3OZIUAeHhuLNNHe87FKMB7sLWdkQLDmYbMuKpzIJxTs53pCFvz3fg+69Oj8zM34TmDXEIH1TDsOEuWjPUw5J8BVESoEkiMKj2MSaTX5Eu+Uvfv8erWrpNajn2RK1QvecNbu0tsCvGiZAnTnchTevz8b58cs43R6M3cl2PDEr/J4ywNHh8zg/9dxleoz1vs9P8F8cfJSs5jq11p89kohIiGpy4vos9/e3rJkTPhPpZLdMRFoEbTxsxKWywszM/Z2cjXYPyOPaUTJoJu2X8D1A5zoVyG2ORTagO2GL3FtPw5RsGqTFtDJFM7qlO90Z8WVM8ralQqK79zT1efFhFkWFdMaorPWgjg+jJEbYbbcJWm3YIPYSjD6vHLBM0XfvrsbbC4ty6K2VOfQwPCjbfHoaf/j+dnz7/u4jKM+ZhhqVM8FIUEFIK7y5TTsEBjlgGzI7AGfHUuVRDUhOZ4w9k0Is3S2iimyFs5GX8eHmdmoF2wFZc5W+r5B0mk04K3KWUClC1aE6tksHyZmO6smCIKw/LWOlIcpq9tfhUC+enJnWAwMWwX4PirCxZjwbDEpDW1wgaq+FJ5b2JRnSDnEnuAgBQcw+7ZI27+HRvYFlnHpIvKOyNVTXIGcaKzEzwxBs9K41ICBILQVRgMgO2nmL+Zj+5NSL9NncPuUKCf9VdFeocNUeYcKID6trxd7jGnvWlJKUhRt0ETWmT5eU8WuI8Kv/YplkpNdpdlzhjmofM3M20FiRB76XIIg2J4Ic8wIgm+SZ2sZDlJuBFzLuVsgpiyiSjE9ywJ6MU2ES7THqVnk/E0o8SYdsImzJCmhYs9jktXDRMEhaoPUQi3X2bxjNsH17Yyty0Oy+WbwCK5xF+lqX0WmqVX1MVlnIXna0wKLP7mU15X0hmbGUbfdKFl4YtvwHnx3jTAqsXJqxpGNr3W3FwIFmihcMcHgPRoUAYZ48oclSk0VQ/O+FEXWHNUVIgbcDVKtjEchtbEdUEpsqcllH2mLgPBjZ4VwFxbHtiojNdDIiWon0lLnSqzY4+k3bMqXpZodH4+LidPzZj94OoEjKJi/j9etXnrW9EpLR4W/A0RLMLKFx9JR0PPhnxJR/eILMqrLe/uxi/P0//GHcPR6iU33x+tPx9bdSJHQm23vcO+OSpIcEzCx1PI2TnUqLqr0r2LfuuQbOyBar5KFEqPdAO3Ss8alpYzOyIxtkJ4dmPjr4aXMLAVProP2t5nWZ8WvnWzvJ3c6c4wbedcC+zo4Mfa6iKKWzA6FLhFLjtDo1/sy+j35WnQ2XJAgQ7Y1tUzObdyFUOhvnfzrXCcCb1K1tbpEco4IZzgH6k9d32GvEqRPcKFE5WZu97g+aSBA6f/gYsx8qXpO/o5oSE/uL3343vv9wF2O+9IVNxaPMREUthtjThsC1w+hiqoeUBXJtTfZIk0wwCwfPOODnA0ugaRNlBFWPu7nRTMiM2uMDmgClHi+F35CSSmCi59F16kJ4XFSmZXhGI5t7IELZLWQb/bs2v3qhn3xy7vmkB2JZiyXuzEBOVdm42ne0Cco86bAME7cZO1ORQiaRgVNAsXaCNaL6nnMEZw06OIr0MHh8xMjTpRcP7SIckGNpRtuRxYWCD1PTgUIl5mo8Fdnqe13HRuLiWeswu6e2CIOco8TxlXmo3zCkgyMzmU14WfqG26ID0U+oBJBP6iUToqrkm4kXrSdbIi+hGjC8iWkTete+QsRSUOB6si6JIKQaH/esdhqJjQSCJRPWd3tIpRhFm29fKpwoCBcOcOSgBUlpv23kZczMmG5wwdoBU/mc+3zpDDtb7jhBapKZPT31cnOv6M/NEA+Xm0zkojRCHVx6466dEsaSnYT0B/vddXIJvTBFKiQ7SCiREjX0J8i17V9ufyt837YfiEYEkjZkPnsZA4fcaWBIHsStSjPIo0ZnJ1zInR5tAtZoDSIgYaRD66HpQ0UbIP0E3ted62QegvUQb6ZzyVkiKA0ZC8hSbTzHx/xvaXmzRKeCbEGQkANpIS3WoqXJsAjtRdq++H3V8CvMEUERBc8O6vVgak86GCenu/HmdD9en2sgxG4cHYiZfTAu5NhSK/QhdT5u2NFSmCxlOAZ6aSF5ChYgmD48jNu75/H+8nrsT/bj8z/78Xh8eBj//M3l+OWvvxqPqhtb+Xj2AWvfxd15dXE2Lq/vESkC+YmS1+boxc+52Y2vvvke+6r+ZQvtvIyLU0lebngGOeKdPseZiLO+B5RSGzDzmRrQ+GwJEVUb0X5/5vamqn+ldc03PAYiLTqqezsYy3CXJgqJqSmvpIMF/xnEz07RAxs63xmkKsIgbgF19s46ww1IyQ6BLK2fSy9do+6HSw2GquukVSrov2dMhJ1/A9T0uIMW6pmDqEC0ZSzxIl4DkPeHr75/0UE/2XnD/v++vnp/ywjA+8fDcS2lLOmrCmYi8rc/hxMaKAUnmMSXC8RcSSuGQLKSQ4l2LpkFztn9hXoeT7Ww0zHZQvNZ75CUE3wrDVGy2BCcjMsn76UVyVCuUV4zTF3m8kbBfsb3ul6nn1FhHughUnGahPSjz95S37i+vbEq0v0j0adgybtb14ChryP/sjTT642BmQMJyQmTFasZnJnFgiWXSUTNHlij1Abdn6kh5W5lcrCQ2WWBdNyv5yHmCmBsZxeCRH8H+k3gcMVcGk6xlsgEipczYv7uIu/oJWtmGaNTpSqcsp2Oo01n/x7tNailtl5KmSIQuoQEXI+PJnR7gxHU8IXQ5yKn7PxbwYowji19R3y50tNu5NqLMh8553GJnAMDzZqTYXymRPGzHi8o1qn2TPNxVfeZkndFH8pmBdv1OcM5vMhZ6uxpmHjqXKu1cbSswLJGIM/Tvl38v6MQ1pRj67UDIidjb7tZekLT2qGfr04uLRJhrlZwQzD8NPa5K90zf/b0+s6RdNHiNh2WEgTTq9pPinNeMWqZ8VtSX/ZuxWtgj4IWmd1gEYiK4/CZ9dzTuaqcYA3sys+WoFWSon7Hetk5hxLD2O6GZveqB/jsZA9BSe8hQtbtrXtzPfTeE4OMoDjg6BfTi0KgcpDifmrOEX/ofFkHwlq+T96+Giebg3F+osEtu3F6egLk77ZD16VVL/feeuxokQRXTRQUa3a0R6K+v7wdV3cqq23Hl19/h33VezC3WnNgj07G8/3N+P2f3o9f/vO7cXD/MP7tv/lfx3/8u7+HJf3q1X68+/5q3KJy5UleIrpenB5TexdJSz3vEJ+iX6xOkefn+/HJq1Ps4HbrqVqn+6Px+tXJON2dOIgBvjVqRGaaEpHugoiz28MD1gASZhd1ln2a1fofSmjt/mNPGpxGCMVIrDtX6uw8RETMZ/dh68slMRXBlqD8/l5jNtWT7OEMCpiOT06mwparvF6HtdgMwVLKKXAHjKbPr/ai6xvc64iY6PmnRn84F82ePaXRLTOkGL/647cvyLed7sf5qRdr1abLm3334XL87uubcX1rJ2P4VlCiWk186WAUVt5QhynSXI3mgeGAUB1hV/AfhmOYtWQ62nTNAd68ONsh87NOqA4ng6/V86XojPWnvX1eDoS8IT64p9CL8QQ8BQwRJ0Q2SJRg40pDvlqVGMd1wCGSYX51fgrRTBmyXkvvryBA2bgUZjAqOt8Pj5C69Pxm9Jl9Xfikl/b2znKZumQdFlDDL2NP36faHoDCW7T3s3oaVIg/1KaipxoHLOIYGTyogOEO17/DvIvTE5NQZ5ceZmQorarjgQuu3/r3fai7VkAxzFl1y4cYlDakbs0qDI3BiuMmMJGwg8oLZZxHhIR8M/XEDgiQZJ2nDi7OgqsUw9wL0ExoPTZvIb/5uR3BfsxunZ8nzkivQz0o+sZGQHRmJFvqGqkuvRiukKYsZOZxekEo9GdajkS6KQJDMKSg0p+jE4ogFwU6V6alCFn91rSEp8faWS+mKbJ3ClzdmtUBCO5jXoxOkZ2uI32yPt4uWegZArvakjj4awbMVZhcAtdvWQuMoc1TJU9rKF33NQxIy11Y/TNbSEDm4EfG05kvbedkk8t5nueawN3tWDymiICJ/yBtBqUBSVv1DDvwe6D2pnr229dnZMGqk2q9aT0kq7T94PNpBGgIcybgefD8oozmZ6g8qc9TuhuyfiVzKW4W3Hx2vBk/+dGnY7eNipPIOiAfToWELMEKh7nvc57TGtTFwZXap/745Tt4N5JClc3R82kGu1CeT9+8Hn/22QVky6+/fjd+/ne/Gv/u3/6PZPd//Ooda3h9czv+8l/9q/G//x9/N4ZIVkdShNsAk/M5ArOYaOTnUH1ZL/Jmvxtnpye04z3d3Y0//8knBBRoOktKVWt5c4vg0dWdSHMKZNzqo6xd5cQfv70Yn39yyt3H/kXJr73DE+5d1YQL97I08hdku04ezH2wqlZuh4lhMRf6HXdl2B+Yg9Ck4Gl8+/07zrRGjuq/9w935kqoX5w9cpCLGpgQKSUQqcGsIXHL/XpoDKUt+aO2Ivbc2ojOgK1dGpOPpAuvdf/VF9+/KFI52ahnzeoxP3TAv/7yHSzp24dMLIl8HgZgNSS8MJqHeZb5uQg2wNiFmGDop7164OgiK7wMlKfMGRNUFD1VakxHQKZyUoKtoMEHfvth1mMjlykdcTbqtTTzbplKUUo548Eif1f1LGaaHnlE3enZGYpJDOq+uxvvLy9hfZodGyMYGMZCA2kNaRpm0MY9yRCz1gMhwpbleQ2zEI2mlqDPZhjUGRpZJPigpZ2cfVqBZtYyOiRd10qkHodd87Mju6ZnlwFcOGJcqnVfJDA6c19L3DFbssY6FReCLa05s2zlTDI4A1WrsIllhFor0WfQywBMFmtNjfpAdXY+mglAnuJio4fqURy9I17Xndesc93G3M/FCYsbsJI/nHDvSmy/LQkYP50znZvMMce4UDvb8zlhv2s6F/Ukk0t0UU26MrsWDlyiha6pjL0d5UKEUr+jFsO9hIu8I58CwYwDWnfUbMEYQx7Ufd3O3ByIcRdfrIesNSUYSrtQCZBOuoJUtD5YwZJ4uaVlzk67e0kmutgjm5mqj2VUorZE2VFJdbFFc/8oZQmS5PcKhSfAO6ziUWDM1OdKtHJHZZrtCQLFFta+SJ+94iXuHxYh6vXFKQ6YsYSyJmjA6yhvrCcclyMnrEC7Z4hsPKha11f70vvnmn1JgixihDcGDkskpn/x+SfmTAjpoJ/Z2TZDXNQPC2kztUZsRPryQSw8LP7u/mn881fvx7vLq2m3dN/E7FZQtz/ejr/4s7fj6fFunJ+fjd3RduykHpW56TqjTweb8d3V4/g///p3Y3P4OM7OX48PHz4wMN5BSDJ65qJvCE70tTl8Ghen+7HfH437m/vx3/3sJ+P56W5c31yN89NzB7VHh+P2xhwVdalc3z2Mr7/5VgrmLund34/jozF+9vnFODsTwctzpQn6cm5Y80r2ZliFQb6FdEsr0QpVrY69HdoyjUvrKZ6A0EohcEXczKJ3mU6DaLS5DbDti1Sm8flRHR0dB+xdGPO5xx0Wovvukoy9Pohh5pS3Rt1zY/KrOATucGjAbFQy/Tm//eryRbDSHOd18ET/Wr/k7H7x++/GlaYNMY1CUYI1SzH+RNkRCqDu5bmrwBoohWBHnPlmCofrvYaje5FlxPU9E2E681UErGaxniyi6JSpIVkA97yGAj4N3oITyOFRU9WTpB2jbGaRtqSedHKiA+L3YYQYij7cBi6QA4cDyAo319dDvfOM0Uq/HkMC8t7VcKVO6dWZhfejQ81RXmo+rbNqPyrirs8CsSHZyMPtHeQWvT5N+Xalqc2FxBrta9Wluc86aFlHPY91Us0GFAJg5SvDzPqCRdtO6h9MOGogZa/rg1xxj2ZQIk/JMKwjNx82tSqtyhJtXwgUyaPGXTZ4cE/ox5rQ0xBmrFsh1Up89mAT9eZn/DsmAjXomnUa2UPgxcLrPsugHIcaOmLSlQyz59KadHW2P02UrzJC9aStzCNiHxdrNU3GjGKPNnMPsaUTZ6lEDNq2OkwN3PRmg+BkZjNoh0XskdJD0Wypl9mYp61oVdfle53xDLs69eXgC4LI40s4b5yvCrAo0Kh2b86IuRN2OjaAKN6P0EimnCsQOiL+XtcZGMIw17SyGK8O0kC4QciL0RIbYaM2+PkEHarHFi1CbCzSkIWjlfVrTu/Z/nh88vpinJ2oc+GJ9iAz9SPlCtHpfuaeepxbqSTpO2KVa47sQ0ikYc1xR4IMgbAloNRnFQlK9mW/343X58fjVLoBaTPzqFGXNZT0SJwEcmOcup3QwvQl25Yq4e39uL57ghQrARE9mHt0DXcqwxQqo/d6tZfalpy/6rpbAsQPV9djs7GAkISRNE3or//Tr8bdixy1Oxo4HwzZuUdqVxnh0cvz+PEnr8bZ6Xac7Dbj8sN3482bN+P2Vgz1w3F3c8tdv7g4w64wlpNRhS/jw4e7cfvgecG3D/fjbL8Zf/GTt56ffOTAUx0CRcfY3ZyPolXd7yZ3iLMI1QCpkKP0+4HayVmKlxA/onVRsNoyKEqFynTlWMU1IFivRjbvtJyv2NWqFnpoC2nitN/uWK3zDAeTJFTtCorunOjgA/E7GRBR/feU6sCSKGW9jINff/HuhVqT2G677fjkjWXTHMEx/nz8/W+/H9fUBiJZqF+2f3JhHyLKqo+RAridIEw5VJE0eSPZnprXMyOxjs4Maotae36qFll9xurVtXCGMrQ21dchWIlIwtt+vkJZgmBgvfGQneDRbNMRbCN1VLci0k8GJM3QeyvOaG1MHDtyUz9jDTW9RExFEZJaH3Xfs6CS1ia7Robp2txvEl4zADlkHS6EP7YbpoZQxmWNzMrV8yhqFwSvdbtXjyDzcd3mhKIWNWhvqpXT0oMJ/GiBCmfMHolm9UlH4tXxTWeMI1C0V93aAAoT/V2aJ+rcM0YRkQGJ5BPkOMp3D+hjHLCDm6IlbYVCFSy5iJ6pyIBryBF8T03Uje9eY2d97fX1mfBXZjl3YDb3W4GGL22zHItWNAPxHgMNRsCEHlbgKMNeuEEgT88n7VhL99h2mOMwO7eoRAI4nmo1dciEq6V+7UHvIg4atp/ZI4bK7TLUlHOOCRCZcmMmLk4jYjMM7gj642+6NQrHjwLVSl6QQKsjD519M9mreK8jr5R40m6Eo0it1aZmZt8Nxif8oHVIu1+Dco8iDLg+yTF1snpctVC1vl+yi5nLOkvKXqmlpVdVK682GBl1nNLOzvfi7IQ+XH3tdgfjJz96w1KpdUfBy9Wt1PNunb1uJZl7C6pWRykeCJLn8FQOx4OccxyFz1n2EG1q2wadfTnI/U7Eqz3GWPVnfAyER2sYiyTpSTxCuzyRhz7bIBJ6be3xzd3juHt8Ht+/uyRj1r4y0CL93taftgKX1PqOj4/G528uaN28fz7AYaqkdHZ+Cp9G6oHXd4fjP//2m3F5/YAS1P70bNzcXOGcz/e7cfB0j1TwybHlg/cnOncb9+2r/HZzw2cUSslaSb0sn0Xr9/7qliBV9lGO+f72Gn+iHmW13UjbgcCEoMOMZK06nQ3M7naXzVqZDqcb3oFq9+0pn0aUklukLccY++1uDgeRrRbaIlIbsH8lZxGuMTFrXfqwfJJtHxgs2blHbzYRRMcBcKp8HP/WU4Oo5w6gSABvnNFM7ATiGZFlJ/2rL969cOmfrUr1+tUZ/bAyNpJ8UwP334pt9xBIal0I10cPU7KKIRg79I1b67U262RmhiUs2AjoOXCPzWcK3YnQIWZtNKP1AIdI363trj3YlB3ToTWDWdAgzdsxJMylRLC7hAEbXEWtWuZCENp45sBSa5Cs3t1kAvtyGOLNLALUZtoW4n7oMlkficqArergOsuYyEcXxxDHAvcuJIKSCWzYFYd4nYCvA6eISCCjoOOh2c2w/5IpWMraDq+BgHv2AkH3opPpqI5peM4kG8torrMgIFMSeWflrqUvmYiyDli/q/SXdi/gz4UdWPiZ1059mOAlDNEJsU/YPi61fd0dWrAaj9cssDC8A7DI0pG1ud6oG24jF+gvDOJJ4KPvVxG1HTVBCsGeAx7ORp7Dde4l+ywpiH77H6y7n2tBANiTEAsr17j0x7tdoqWTyqFKXAKjIL3fVQAKwQ2IOqIdTI6R5KAMmHvDKyOLkEeQKDlN2mjKNibDc1TffmIC7TjgKoBRX02ZZg2l0fq32md+LS1ifR2tI/dmJRTCOwSKXBCMlFRSk6yz856sZrVqnSLX6qzKAxFOz04wwCcnUqEyAeuTV7vx+WdvyYRuru/JdN9d3prZqrabnQX91eHQ+qy0vxlZx8hRZ1qQA8Pu1p4qC5TtUFul25ocnEgcQ/C3SFCuErnbgPdQAAAMLRvjwJF/Vw0xXAVBwe+vLsejJLFeDsaVEDBpHkRbWAGHFbwkwMOlh9l+fLwdn1zs0d4Xwejy6poyk9C9t5+8ivbCGH/45v3423/81nsOpeOZ2q6QjNfne7JesaR1dqRhrc/64cOVyx9PT8Dd+rpnfOILsLI++/fffxi7/dm4+nBJJ4r808X5KQ7eXQNuFdVnP9kdjNfKsE/3NuX0dGeOb7T4ewSNSHhaWeHpDrznCJXrUjENyjRGayehKpOZcK9JGudowIrc5N9MYLWtcNnOyVrP8vqsrr9fUl27BMz8tqgJ6Rd2LdwDyqLuTT/47ZfvqJrpBz/77NX45psP4+b2evz5Tz5Heeq7d5fj20sdnkGrzYTxNIA6Y/X0QauColoVkErajnRpIUsQsNtoKIMSSy4ArdsdILugE+Osk+j6fpxoADcM0DHub++g4DsyWQyt3sq1W8MqiG7HKIDR5/veZNfHiFoPDojKNLkJVZQHOXjT0Co7qZqz4KIaZGc4ng3JogYy1XtAABgZiRjheyJ2nJsjZ6D5kFNqyGXxUeRJHdfgQgZnJ+Mgalb9SJmwAoQbGZHncZO6jaPUwBJ8gmSdlXlUIzoN64rgFh1YIljYtRynqZxV5+GGcpNfhHLIYNlJeEIB/9sAACAASURBVB6vjie9fsqKZaA4Te4dL/xYQ2pymttA1BPKIQz5BWJf9rTf8+/ZcOPoWsvOOnlfm/2a+NZykfbLbPMVS5eG+5KXIoGIMVT8abWrBiCcgzBeKYuE90BgsSIXAXdlHBosSsbuGf/hrPAQdcRGhDw0IoplqguHIDXFA9J2A6oEs9lj19yz7sAAIksgdkoYc1C9o3idWZ0pZ59q1dLwAmdeMLqjxNMAYg0/z32L415raNdRqFykmlpbXCNDQ/CisoP31/dDyaVf04hHW0Pm+c9aOfBzwNK+0YVAuLCqDT9bfIHavNpoNDr02POAlQV/+mY//vuf/YtxsnNgpG34cCkHfDc+vJeokJ9Jqlr6kmKUg1z1CzszUuZplMblHw9MEcy9TeBu0aDDjVpLPHzhkzev2E+VjnRnj7fHRuYyIlAOXTcHsRc4LmY+O4tytiZIX07ZjtvKfeiMT5KciV0iDwHdPmpS3eG4uFDmv+cZyfzGI2sjYpgcpV5HZapf/OMX48v3Gnh/PB4eRKQ6GtuDl/HJm7MEiBk4oSx4vx8fPlwS6FN33whql9iIeCrP4+2rV0PE0ofno/HVt9+58xVb80I9XPt5d/c03l9dczfPTs+GEuiz/ZbZALD7YxOKUOkW6s86L+0xN2O9Ggva94VnZMdmCUp3CIS4hTiTJ949tNaO7W4JJ4GmNmd76Mw87Y2+Dx4Xy5mNPYhBWngm6cSZvJMVU14cGA3PkYFhn6qLkH3gDP/qi+/AJTVoXj2v//RPX42/+Isf4aq++Pr9+PL9AxBoowlg1tQwpnkjk/H0npJ9gJBp58lgZ9RDMhUGMWurPBnPz+DmtIJUgrHGgbmuYpwKir0VKSgYe+ACZdeFUzF9MFqXiBaSSqJZPb8cBqShjZW3ZOBMzOmYQdewZewQ09AEE2WcyewIHdPqg0IOkmaesdtDon5hXzoPX6AfNRlAgwM2JfVQ1HlU+02BnmwzNWueXzXoW2k5v7hd6umJSy5DR+aiiD2McAKalXNK8GxiThWiZlS3qPFwAYoqhEHrOpHQgy1Sf94zQ9lyENuth1VjNPMsNrILecq9onY4FQup4/S6R6IwzgwXsmqZmWWFOYQ7TuYjIoudNUYc5ybdYkOqDSYKD+tnZsYdYXrqmGGz1/Gv4SmyV9R2nH2h7gTS8wT8rr7fJpNGDWws9AxuY4oSENChGNI6/w5G15B0P3cHvLfmKfZqgR9lvyJaNfaoIL7qySSztHyxQbEXCQBAjUou8QzbykNyc5Nt6M8w5KcYv4leDk699nWeRSF6ppegKSFd+upNoDqaE5LIJknRF6GQH2YXvCYYZXSbEzjT779iz0soQi2DewXTRwfjfH88Xl+cjZ989mp88vaMwOr+7mnc8r8HEyqj+qa9lNRrs2CdT8sRhnEeIl4/ts+5nJ+DBNTyJD355rVWjUDg4faBLFb7wOSgFNoFzbKOjy84BJPqXEJSMKHER6QyIHDBuLIhcspyviV/hajVBKLnSpsnGy72twIQOXMcyHger85Ox5vXF9RlZdO0r//4uy/H/nhPcKvRjLKD6uq4vr1ij483u3G6V0nlAIheSKRlcbfwhbQHr85OxvZ4O66ursfl5f3YnHhinnM/aXSr1uxzo8xZmg8iX5pz4rNpMqHhaKF67UawI00W6x6tlB9sg5wIOihrdgnnQzY7Nb6Kg8g++3ybxAf9NAht9RUmklUOU4Jv5rfny5OjFjJv7UrFdAi0OC9GV3jflQZFCb69K4Ggv3uR4RRb8O3FyfjNP385fvbTH4+vv30/vnwn5rMhOSTp0vtWQ8aHSh2qDpcLHmNFb2WK0hzc1BGBljvybAXFWj7SLN+FKeo6jLI01V21SRw6/d8qIy8rGig8EUshSaBrMQ9lmDOphmiO3q2ncXoSdh6qQWGuUf9yhgb5i40tFOkpQWpV8eLr0kjVyVM9GEgfiUp6GJlC4pvcmZvtE6uKjxbZgh+uqePgNddYbS2HB7N9QhGzIGjVvIFa1P4kwsy9IWraZox2TCdWAXqz000I8cYtcHIVwPTc6l003d9zfE2Oc3DRfksOH7KUFj4hw4mASQkrli60iEgv2oTawjwsTE6WuOrrbXDSi9ML0uy4snGuXbpG5WtW4o+Dv9ba+3OF8312GkmnHpzxg0ugtfRTUwtHOi4OoaIaiso1MEGxP8O5l17SEjIq2O5BEcnmIUdlQMnUyV71R6ofXvB+nJ3IRWStGcfGWLUYFkGQbqXw5y/SEmmDKeFHO9FqNBqwOrVVPZcNY88ld+cHJDXf+97N9YhHZzFTr3dtAPOZ5XQI3hM1zH0MAtKAaHHsS2+5fla9varxFimjrRG5TRN0RLQ6O97BgJYjVsDy9vUFPa8nJ5vxXjCqdNePNoymE7SrZzlRfVIZyf3duL/3OSraxOeVYtv9bSBQt2Bqi2mrO9zQbiTbeX4qhrxlhwjw5DxpNXH2hLIdOvP+u5yxe1N9b3Ws6FXW37k3qcknAPEAkSh2RSfc5fJFxEWH89PXr8guO6xD3BKtm6R9BWVbGU5tluKbPCAWgszs8xiXVwroFUzsx34rcaIHPs+HK6kEPozdxqNeBXefHR/DjJaUKAxzEKIILwl96T2gt78SviLxWuFQ9pwuh2SMusMKEFoPX/sYvbaRNdX/PbrSNfClX4dz5eaTCWsXNnbLoGU1SUyiV48EbFCFJo+zzpwATMGQ7Czz4ZlmV5KVa7vYXsZqWuTDSI/nNesn2NvOjA+ubgJZNNx//eWHF7HXP//sHMkzTfLQFf7dF9+P7y7vhiRGZdqktdpL04EL8H5SQurFKUStBwKizrg//TutKBkV1qWr/iewJqunPmAP3nadxpJ/Jog4GnOHTvpNkC+yXrOyDmaSllRDxFNdU0eEwNvpR9N7eJhB5u2GZVm2oRy3jbsNm/qBbdxkqARZWwJQzlXPo4wayArquqcvYfgjo8nakNnpUn88BxRxiqACKDsFQqTtRHKWHZYgBywlMIYIqNbhBvt7hlNYsCAf27Nmo7wyGeczngM058wyJYbnTKYU5KI/qudW3QXmOvsIXYiWJIoFh4bMdNEkqckhjLympdkCO0bYYG1k3S4TLbpkwHWua2db15LeiZDD0qeaISCubUYWLo6fi6yzI9jvIZD3UVADZTKgJRLPsNQoymHPmublYK1wbAOAlkvWZQT9vvRyZ6ZekQ6n8hhqrb/FC6zxXNEaGUoa+jOGr8xyk67cYUCvYlqYGj33vXSeBLvCDH9WqUhCE3JUHgCvTEX3RsQlMmcIee73Z89XmrsOWJ2lCUWiv1EcDZ1jMbFTb6seuYIO4O1ZEvCJYc3iaGtIO8+XwCpZQW2FoX4Zua1bgCDLJBg/OEJ7nM4JtaRI6/zE64HowuERzkQkolNNU8MBHwODv1G/p9oP0TZ+ZjSgAnHVeK+ub3lGwam6xyrp0Jsv+DblLMiKKn092llXYUm/J8Ko+reP9N4nx+P1+ZmDwECqHRJjR2uH6qDGfBH6zDNMA4f8qLGXYt878McBZ52oF9M9URlaj+uj2NOSgp5pc0jdVuugI6XgRA7PzthTowqbSBO6+gt0XYR/QJIkx5j5wRafMqGTEbT3t9gVqxZq6EucDoiOSJLSoRYrfFWuTO80n3/1fUQ18BHqzX4adw9BA1CNMxscXiXCQUIDzFVBmvjwCelaO9lFKMc+R2VKl4aWQD5DFGLUiqwoIHYvsK0ho0WTAAm50pkgEycRjn1Uqx91K6FhgpnjZ/SMaAh4z2Wf2WP9PT6ikrrzDvzuy0vr2bw8j5/++DUwzdXtzfj6vZh4zvAc/Zs41C8uSSbmVL3G9BoaLnwRBWfqgoYxxkWSbNw0LgsxhuyKD96pOoENoooiw6IIVsV/hO5jPLQA7u3S5lkpSP+PyAMCRRYjjqFwsw5nsxU5YmoqGqC9cwuBnocBFAwzWGWT+Tf3RapOpEhOGa8hVxZdrMWMHcRBMiv13mL2WSMJflSFqzU9jKMgyc4DjnPs5bXmby+mM3PGf+mypDZYokgN34RWyNgMj6C30TGGEdGHDJUNXqS7M6qOi2xkorKTXrvlQMzMMhEgcEvQCAvzcyD8Hm1Haj8dPbAu4BKjRobO8Gga6SFvOXOX4aiuN5XoOMok/jPQmoc8NRdHbh9fRK2Dh5mn1xMFLrf1dKyk4T+fF6nuCNbrGD9DxBbs6MhKxB2CLhimqmyozxKvQy/rQl3DEevvmTxVwon6PeGlpIdXqE332OfSzybjilOOnnDhsgUmC6uTACBs7fITEpkDMKdubalW0yKXbCQDTgrpFXWIoSN7jEMniFqx6e14DV+3tsa5J+gKahaZvxnM08KlFjdpF58Q8IHQHOnzHvv5II+6zUiZqNbHbUca2Xc27u5ucOonmxMyN+5s0DQ7kK0nBjH2MP2fGaWn8kEd6cymwnmogxHse3p6PHYWNXBAF8RHH5cBKJlY1bYunVnP7ZYw0IOJlJmMRJCTQI0RorrzsIVzb+k4EdRqZ2Rf4fKfMnBxZnRm9Fxy8pZ5beeFWxwViMhZk+jsBN8foYTosprr9g2OTH7za5DzpbXNFZuFh6PzBg7UWcw546B/99FeaItOCJpNRhQgP9yLu3NvsY74G54haJ2HTrh0RJA6B40sPsllO5UERfpbBkdwB6KN4PJp518bgXLbZ4NHaqxp86y1DipJqRX9St/hdF+QxRN4mbyL31H560njMF3CxBahA94+4+B1akMiu3y8G//6L38y/vT1u3F59zxuxdgjUnM0bBKIZfRI59kotx+Raa1kxjAMh4lMkpYr06RuksEGjYQJLWKAtRg6FBwmRVN8QH8YZX3qV9NILW2cHLAgW/OO3BcmwhQdOSnYPDLFxlGXHGHZoLT9qG0m01qUueog0ke4Ow584nYkEbpKUHFm4V5OXiuThKxFmkMuWElQntaUzNXQc5W06nQZTh1lKzlSWsiimqS1AeqlTcFGxwjASr0qjqO9vwQg0oUtqzlELtiSuajtR2WFaDFyqOSqiP9kuny6mvRIjNRx65GdxII21Lhrv5nTKQRCNS6MhXujy15FBQnPb4jO8GdbaaIkA1lmqS8ypjGH3LXNsH517lSvlTKOXnLVMtWIuMGBDKjKFr0EzdZcV3crltt9lPkyZiElTreWaCBGg0plyVqcZgt1psH7OU8eNGFNY5wQusL+TNNAZT8gK3InLDIhGLmyhg5arWvsYEfkOfcUY44FIyK/GKfeFi2GDZjDyXpFLMC1MQ824d3CnG/QZSfbiV7Le9T5ktWizWdSHGS1ZLp2ig4MGvRQB5S4xsb9xebMNKgOYTBrL9hzbcybLcixqswhgQvVIz978waEBbUrzSaW6pIgdFX8jyTCoNGoIgq5T1bBohycnlUtlmrFqqNtNqP7IWKWvxwk6IyoDxj2MwIxmQymckxmhHfvz/ZiCj+PnT4rnR3mHQhKlpazVs1OQ0GZGPVeR3V1yBb0XNLWiORmRjC2BDDFfqxWl+vhzM/9Wa4zE7oeAb3LlrXdjbYlzd4em7FhpOrTON9LnarELk2PGvT+nhCg2OZ6bngDcJ8lTwQy6qT35YyuhlTAyK5dRc3Mh/Hm9sZ/JvDWDUuiBgfB9uTqRgqBDlj0LtK9touxIA5vxdjbkiMzwa0BX8mctEeZb2S0yZ0BssWkQiJEBbp3PV+taiaWiuBLEvB4lyzeZFs6Febp1e+g+j/vAz+j3xfEDx9o6VqhfNlBMMhPWkSqPIqDf/jDu5e//Mkrw+cvY/zp2w/j/bUiEvGZnYE0PNADq7bhaCdjpXS844w8v9GGFgObGiKRCXMuNbrLUzg6IMEGwOOzKktpZqWFI3AKglil43p1C3lCEIMiCcF+gjvMllv1Aif71KgtLYB+Vye3mD3kifQcl0G62Vha0Qxpj3LT1/WtiAu6xDKWacWpo8wy6gI4A/elI1IM5CBJOaD0jEtscKDagi4T7UyCCBNFuV/X+qZu8bCx9MhDjeJapj4pEClJDDRCEXfESmpY9bv6rBy21FgbM5LVhekKOYpgKNHvasB8W2MEQeOqM1pLP0tOs2JA6/mYssOUx7UIQ5vTdekIq2aUvTgyBxiTWILxWFoHMOGMJfWa2lAsCl917A5YzB1oa00dSQktRQLILOh1XpjLWgsCjQSVdtp5rnAcCLlUUgFx8fnl+bCLnnUNySgZJFE7dXO6Vx3AJnlmcg+zYzUpzHC0FbIOaAsp65zBA5F73R5LPN9Zu/6dbDJTuLQpJZfgFMPyRowlzxN/M2UeETDJrOo6o4k+ZIbyAskvxLbpVgOtMp4wKIgMpsoVdjJ51ZUwfqHZzk+ezj6Mc8YMHh4iMPH6zek4h2QlpvMO28R9SP9/z7fn2SYgCCLAnaZdznta0gwzgzebcXNnmdkmBQieSNSGwEx3TMpKR2TisgN9Xv1djrcwMFKlQX40vUiytYj9KMBIX37vpYPi6BFINhKdfQdZrEtnBScowCKml3VKOUZnwWULZ3VGB3w2UInXPaDXc6CpAIOcCUbhguCANuN0txufvDoZZ+lh1nMuc72r1+w7LHY47ZvoVPh7Jmp6ChGM5QMTXXUeFPTonBrqlQ05QPJXNenj45Mp3SvE0VwZO2j1J/t6+Y5BskqLJ0pSIWreiryGzGlIVgQvmhG8s70g+4zb78CPciGa7CDq4SSTYDm9+karGI9ndLW17ZRIkMZA/a899E7MPAY26FFsFAGWY3Gvl7gj//G/fvHyP//rz7EFV7fP48vvb3BYrlGmHsI5adOJN6PGyYLzhlkLNXfDnWUFllBTuMS5t4twQeEqw6GB+TJb2EJZC/Snw/f+/QdqjfpS1IpzUXM20pY2tp2c5Nm3HiWHA474vdsbzGD04IOXcaya0eYIGInxg7qYydxv7m/M3ExdgkMOVFiD4ojZ5BXXdu9EtgD3sbYoF4cZlCELZawjDioZMlA3gZGzG4xBnLTX2xOfDGk5q5az88U0+87Z8NJT6M9ZlnFbYczmXYxNHLNnAgUSdOTnOn6cbHo7aemAqxkGdw4UD8LcUrNwyUqZMefJRajWtHVLbFg1ghBhpwTs2DBZSMbGRRFr3fblzM3s40KxzmrIoaZT6ro4cldEnFqNLgUXwevcZ2xtl99jVCQ/yFrpPfv7zPqNmg/owpxS5QNhw9oY3y0wbkOTIVwmsfiSV5LSDlx7p3IIaJMM/U6BoPpNl0EXQms2x64/6ueVaa2NOrnkiuxkpMotLkBjwToEr+aJUw92oN3+SIKZwvOdClOoP7Vt3R1KMDr/K9a7kYol4LOtcD2PVrIgag6YHHizbitIuzV2dOrPT8fu+GB89ubtUFs09jB1xZK3FK/ATCiq09d8fhkKVvQFSTKzuMtQJsPN5C/faJtHtY/I8LtGqbNbFKisW/+k1gskLmW19upreAsa9OJPHJsf0LVi31dlrViScXl145Ytqewl6Ol5nMgCv+gg1yL5Ltnp0yurVfIwYWDeQ21xRilh6wtxqcY8Tsl3Qfr7gqI/e3MGOqi2Jc4OJCrbNnVhCInUb6m9iZp8gmKGJ4QYSxkF22FbK+ckdPLi4jVrqbVRxvt0b630rdjTB0fjw9UlSAFT2tRdcLhjZjGKCLP1jBUJAcuJnu4/rVwMkrFQjNZIj+0yCLOigvCltc+zcNMHbrup1xXtsUTio+2OOckKjuUPzN420ogNCKojBActdN373pH4DPYtZK1UAD8q5R78/JdfvOjDiqYuJyHopYbEBKSk4VEDqoHXw1Bf9A9PNlnT+tZ2iMQz6UgRrCUBHGlIPKMZV8knCtYajdbINANTszwzganjJfKnXuFsR714FfzWJoq5pyjr8voqJApHinJsHSulC67PockpOGUROcT4FtSu5mcMstiDbrWqrF1HuTXbx8mSfVpI3RddBXibPF1UWIiZrwsElrFawMw4WLEAbZjbPqP31e9ZJODJvZec+qNx92DYRlGh1hlyVnqkeyF0mshyo4rUQQKepGaDlO7gCUGbDGPD7SDdLS1GOByK0cevfUj0p/WXMQCCPRQk5t5HG44lEixaAlni0YQkfZn4s0xWstFuC4AjaViG0UCeTgbI/8HN/u3Z47XsdDAEiXYVsBA4ZG90GMwI18/ZgitLFIEnTVQYYQLwfDZyIEhcIjvtDEdHhtIX3z3snOHISeqjVMBESynegjOU/pyUtvSc3quqinkIvVnoClx1D3T+9qfH3gUY0Z2P6pGE2je9js5Cg4+eJwYirMhRoFTR1MVQzfFrVjOTQeO/6R4g+FEGQyAZiU5E2JyN2vEanDMi466Cwr3e06T9+VP5FnV9tSt8XwHJsSDVHSSrT95c0CerdjiCFfXvpxWNU9oebWBSlUQcLLcrYc2PKELQz933b5sl9jPcFSUUIP3p56XU0LpenI6fw9EoJS+xmRWI07rj5yRTTAvNhCAxSGo1su3V59fvzjtRqD+tejNpkY3IHZT9ExLoiXLLgA2QGDlmJT1KLqpWFwEi2WLuhM6dYHu1Zm7VEbMdn766aA/YvC9CRfVssmjYTHFnRMJKXVXIlJPE6Dqge65WpGdeW85VQ2wur6/paJFtUkCJfoDIb2kr0jlV4gRySkAxaNE8Sr8959CIdmyop6QoeNFnxlYGMey5qLwt/ielNO1L0QzsQCSQe57lSyidCsk5NJEPiDltleq/RvdfAT291w+2tfiijFPlzhg10ZdbRo3dETz+h19+YY4vtVnXDrjEU0nJakyKYLabnbNB5rx6wDuXONmvcXrXc5BRVARILcZMTvWPuf7kCM4Sgb44fEgYeIbqPMhZH1ibrtYj6beaLNFMx3VXQ4hcdnuvCXeRjd4/Mg+z2aGev8Qk97yqznYSwQ9nsyJolfikT2MyRhJUrVNIH6oveBqnNt3wLfKQUc1xE7+zA6ToUgsTm7COiGZ/baDquy9+H9YTRt4zknFEXGHVdQBEUYgyJd0n7myVnmjG9pg8R72GepPJUGTsUXnKp0rPXVWbTJYxRL0S9EjONDMu5g+LvZrodxXVFx4yw/XjXly/dnoGYvkcKaZOjCkxGQQnGYLHkgV4kUw0MuuQYCZG0bVsvzBtYUcW4PczeaQZ/5YAwT3TvgQY8RjRGklf+Jyx/gy1r7Lql8CB80upO0Hp3FA7RgViIv5QB1J2pnMuUoeCFjdRBsL2M8JPkKFTu0jukBxwJ2nBoH1265tul1rUHFN4cAPZfqBXC594L2rcvA7P41n9jnI0QNbLPGSvc+pTa/iau9msx2s9nTBSqC6P9KzYxngNF7lNt6tUX5cWndgUGWw/o6C6o3Fxsh2fffYWLoVg6b3qwoHh+97XNzcZ5Wg2sDNbsaZPCISl5c7dmkIq3ieXdxZ40L2yXaOgRTEAbX0ko23Aq59dteMpWPXUM6+JoWEJeOzG9fUl8CznNgGRgjy3Pjm74t9S2ydYjGIWr7e6L3pdziZ90u5GUBAm7oQDT2d5qgvrutHJkDKbkyBbGu0BYzdFVlMNWU74ZJuZALbvcmqta6tjw/OTX9Cjdv7dcysSqWurtDyNA9tWbLN/5+bmdlxe34wzBjuMcX1zDU9DSIWuvHqLby5vuM8n22N4BFSlHx+p5ee0ESh3PnFr0/p9bKQcclqI7BvKDfK+6plaGm2pSNfvQfKamVY1lQq5JBHwSYZuvkgInXw2PxVtrvBkMn8ZZ68gSC1X8okeiaiSA8/181/+6cUG5gkHqxqCLrMOt4d3P42bexuaN2f7cbzfjm+/uxx3D8/jw436yDI8PMQnKaBo8ZGHO9IHtSPVRZIxsZPwYIP8Cg8uB+yhCT6wYix2dmgHLcuR6tALLrRD6rg959V21G510ivpgF9rdKD6h3VZSlillv2AvjFR326XmrASAk8ZYjzVs7K+9LKudKb3GXEG7M4Up0NgbjMm75G1s1pXelJ1uSRS/ihN2Ri3wpoMf7DhtfGX81laFpi8I8MJKcQ/p0Mio4UmcWuhiHC0bple4JDjeM6oIlk5FcsQLI9/jKxdmHkpVGg/dEEava2zaqsapa9aTrLtSUEw5vsFEicLcyq8gsUXp7ZAmGmNCdFtZtBhgTJbddXOABFIwgYIXqQlLUQh4sxkLc587Ww4+LosyH2q/ejxo8EBDSoLiXJmM5TB8wgDKYv4yvjBTCaiv91M275GIenWKLX0DkotukIZZEp5GoruBdbFxXhLc1iCD9L8lRNWT7DYuLozMk4ZbdYsy215RkzYZkpJIkJZ0KZfDkhs3MTQxWCnpNHauWt8CaAyp5qAU3rd8QbA+Cmb+GjpdTuzeJnahIGKoeatAxfTj19xF/gj7kbYOMXjc4vZK3nHC8kl7rdAoATPGqQSRyQ5RALoIBLNbo0UuAMBRF5BCvcwE5KAvx206EU9QcefmcCm3JCgKl0bw8qqNVqYRYa8v6e7iJLVw+PY0yNsO6PxiF9/882QKaApbMU4pryG7rEg8KIKru/PPdt49GPLWXW6rV3C4CXzVda4wQ7LSTq5UXKhM7QDZQFFzD3jrCPKoR5fi3DoefW6IqIqO78WIphAAakNIFmhFMd2PJvDcZzZzNj8IGzlAQjm1pf6fS+vrsbJyem4urzlPokLIwRMSUjJoIqQfT/suFyhc8fE8ckGjWmneymJQvo0IdREqGhur1CSVDq8HyRS1kjPVO4E9CrzWY+eu0yLoux0iF849Kg7biLgRBJanXRD9/rSerjcrxYt7wttcFfXfr3/+x++enl4uucQ6yJo83ThX516I0RX1wGg2X3nC/rh8nY8Ph+Oq4en8f7yxjAd5Bw7P6mqiHAleE4sTkEfYibaeAoecr3u6koXxsbEpBY5Ymfjctz6Nzm0Zjkc6BAVDI/badVo2DDbKJoUZSayMlIV/fVvioRxjRkrxSc6tCA+zOtEwgoItIGVS6tx03uoRrI7FmTtAAf8iAAAIABJREFU7AzHRLnTVHoZJDlhVx88Ak6/T/2WXsw6Z5OwWpkH/op0oV5LDlcHH+e7mp86nyUHoUQkr8dq1FnCsmbbVnGxsaszdduKoUg7JvcgKg4xLGxWumHEGhj/naWT844h1mVxHaSa18v+UPf6/2TCjpoL55HN69B3oEUyVBOH/Fo2Rq6h0bagy5tyiNZJX8BNRRJQo0pbAViwL1Xnc9bpKACY3wtjU60enVdcVR07mOYhXgfqw49PnBVBZXp9TWUx5Gr4eck6M5/5xYbR8oYLiabrhOER2qLMSU439TuLUTgoYr6rsoYiBWnTMDzvDAC5RtbRhMTpIFaQMVC1TyqwgOr1gtgh2+g5aFVbMhhlA+aILLrYDqwNrSnDo2QQeLZr1nrczC41SCHa8DqT/JndVXuQ7JHgZ5Gujty1cChSmtSezslgqGfO9hG3+jUVMaLis10JzAZzynCFavVn9eygLFhi7aXtIeft+THvtbVz7NjSjO6kzVHjUdMDXDEZOhZE3iLYagvgGK9fX6Dm59F9EYPhcLvnlKsWslWRl04BWlAjS9sKfdJn7Gx1B4IOflhHYPwx3rx5FTvuEpg6NLSmCmqkA328PRl3D3cmvJ1Z1lPnisw8Y/ruMoCm/BOOitASR1IzUMQRQ5h6Hqdn+8jDGs3aSbRjaOrYHdmwEiMlVbpjJFNpU2wbpn6Z1q2VAqFb957H+YkmQJ3afry4ROeJduLC+DQDl88S2GKzHHi2pS0OMmXUBldTE58Sm2vODmgbXGb2MGiv1dFa8kkvYM5siHbYFI+olAkTCsAwn7/5zTcvNg6CG/WiklYb4+xYF8ARiOFgfflyPmguLk7tYdzcRlYsilaK8ESU0EQQXeuzU0c9RCYZoyam8A0TRpa+LkELQAq6dML7FVlEmEPZoyJCHWi9RltztIEwWOk1s7AFkoLUpxz1w0CGGu7fE1SjHjHYk67S82xkJTHOMB1XKjNE1ZsNURCXWDB2nlEX1e0LVtNxDThD9uSUoaEnWFDkCtN0cSZcFeAN1+eaPQFP6RIzHMJZeMcXMoIytGei6EwT0Q7L8HW93QqSEu7K4HLx9b6Jet0qYiEEMcxxGmR2nZ1soofhQTsLBypu23BGZ0eMEEjeC6gvJYLO9tX3cGbtnavoA4zNTLuKc1/DvoLmIDdV2CDtNnYuFm5wRK7A72A8MCgkPY2BdakB0t7lnrzZ99gGe5e9XcvOnGECljhcCETRUaZuFaSgLGSm00YuEScfQZXJUeCkOoN2qcZjKC1sofqgWxwIgsO4V/ZXJInsd6v2GykQKYtxFojE+oq17SlEKnm4xYp1jc41mStX2cFhSwSILSCAsRD73HbiKUWmUVnnWoGJIUsbnXaTqdaFI472bWuuOP/2Ukc5jOAtvc80S6kEJVTn5ZEsXyiThhrIfsigI5AC/+EZkX/3siqoNwuVSUuCbh8c3noS2sci+iAgaaP0nw3fujarvtnwX4aGcEgjOmiegirQKbe19HVB3BCwMflnTknNMI+eXw8iU3vL0zg734/baylODZxPB1x4gIn3ROdXZEYY7hHBwMbQBibbY96KLbICUCF/IeqlptwWNdlRnSG1S9UWyGFoBjzrCtpwMh40XIHBFtLH344zaUcL9n3QaMFHSnnSYPAMEHeDKIixQ7ZwUCvgsgfH0pE+lda07Inv526/9x5KK3q3G999/846DWSuEjJyL7uPpXuAPfDe0qveA9ufV2dbSgtNmJQhMz4005FgU8t+ar8lE3yo1zayodcQEkSQjjSxycagdDlH5gho350w6WxC9ArfprwGnUHtkda7WTPk40OXj9zRsBAMdUcUsPGzynv+5rdfg2sqYle2u98ekX3KUakHkhd5Me28LOf3V1duOqaFRqPOPHCZtPzQ2auOC/9NsdwR0/O4jc6qFK1YUMlgaqJGp11gxPSB2uYUiTzUUCxQTl8uTscRH+SjqRpTzWFHZRyQjv+CPalFtDPR69RIcPAxrknuMgLN2qfWitb98GgrO1TpIBu1c81FAYEukogGGIOQ2JytO0PwOEUpR3VghKP0ZiYc7Cg2QeaIMLwJAI4GAzAFwjL0/d/KbPRkSKfNTNw+CSeI48t4SdpZ0i4Ri966yCQkJATzf5QVu+WsteISjvQcZvSKxbhMZZoEnUhOUo2l3phbgLP3/0qYWGfMZYQbDSn86dIDgSGvJeciZyZ4Xj198cGpJ5Ndr+AoX/R1+4l7CAVlHxx5sLdZ6Qs0P//MZ/PQEXygan0QXsysd2A2gIt5D30vEqV9DcgvcrQb91cXVZCB07nTl1AptYkAQ2+Pxn53jNNDZxen5nWEgNbnDCvfNUad+eX5GQKAyIYHGSCOkrnFCg4RtI+QBMS69FVaWMUtZGbuu2dzgdqXA7LstQ2cxzo+o9e8lCaMxug8K5jAAB4cEJAo+JUs7qdv3+Bk6edNb6UlCPVzShQ86MX9y0aVntQ+GbGNkl0oU5QkGWUwB7t+Zr1eFfRg7Q/P3tXPmCRmqU45LP0KhnryDerkUyvNvFllmYyx1L4euo2Q89b2lSBKem8lJGZzp6bLD8YUoSq3qq/P4LaBsH9YzyqHZG5AWlxonfS/nx6fMCBBkPMZ8pwN/ITobcf93Y3LY6CWO7JLkYokonELl0YwtOxaBIxCzvU6pO+coIoi6NhRl7Z6oF5T+g04sShPHR5ux7ffv7fwkHq6qe/azmovPDUqXR1JQChZaNjHoZCEczJPM5/NKwBZnYFXxJiiuc2ZTPnI5XWPgiwjnEAygfgMxNq9wfsa9lerGAiKUBLNQddM5v0xzz59U4JvWm51d9Nuhi3VHqjujp04HAf/5Y8fXkzOEIS2GW9enY7TnQZ/6wEdvWBIFcHsPNnj7lF9XTbsWlxlJ8p85MT99QyMgcMeHohtEqEzuad7zbrMAWUAQS+vyF9P42gneEmX3QINhh6fuVz6/Zv7OzD+fsmpiR3N69NcvURktMPoNMOSW3qzCCAe7jLEwK1CRmIDqUYgROo71E1Ojvk3TysR6zbtNkj02ZDp0jE6LI6P+cHpLvL4MTEjya3Sz5ZPgDrVIgtYvegSrcjwEuXbaBQCNbvZjmvNGraTbO3IPk4KPQ/j4LkzYC300QlAtkSu0dpxmYzX/mLMGwzbyL+hXMXMKqJ/196bWC3wNKpQzbYaCUZEwDChI571nGdqinGOdcKNjNtrycxQEALLfdboe4+ZOGDHSfuN65FYozgjpnaFDFaoj4CQNTGrUWtb1MEw4gI9u+3FdVwmfVELsmYsbRgM+1CGaJWdZ7GmtydmCGNEDT+q9FH2KsgNUJgdMI5WjldzZpFfdJ8wDPzUlGCgCmKnDurnc61TvYiL/vKSWeRnVi1+RV5Q80nvuTNZqwZpq83srxNyDVswtRn86ZEGZUseFO92st1BntSWyD7AqF7pUet5jRoQBYzt4cv49M0FNkfDJTStiHWFP+JzYfTgiSxYiQIoUo30GPTfOiDz/Wog7OAuWQy2qE1ZHVAh5T5nWiqbtb7vfmgPjZGRp8ZK2SGqTAcH5n0QRHayVu6j1K6ijMIZdbE5YhTRhg/J0l2bB+MZBpPr0T8MgI0ytYc4etnAoFvYzg4oIpspdnQQK91DOSwFLnK+cg4WlPBMYSVPj09uodR+n5/vcSj7/Rk1W2XrPkPuM9YvmtgaBbkIwejuHCtIlL2XZj211KAMG5MhpRDF+UKTObKTnXyUllR1GACXh6hWOyBbLHzr/OyMBO/u7hbimO4RNl1nsuphyHnWNhreWndPtGTX/V1ETozisJ+socQ8MiceCNkyxGKQqCSkANqm83nsYH27JUowvpAsBTQ+n/aTej0rlB2Mg7/+r1+8eGMcfVzsXdzWFxBuhisXGm1thCz74GDcqV4XESdEJNwc5YkhgogQexfkIKdq16GH1yL5cltNqwaONg/VkDdbz+PsrFtBA0SxTxgDTwwpbGsJMAtu6EMa13eNx4dGf2XYc51BIngdIqAUzfij0yhtJIG9RMLaKdMNs9COwfU1G7tlMASTTaSAQ/uBo3bCkTAZO9i6dU8yjgQxk9CSFplpFHMQgAKTvblGuwyLaEZlVq4voTnFy6ACA3JyrGaNL19uxOX9RIDIBB1DLF5DO0rV9pxlTTeEOpUzYY8tNGtaP2/ySghtelbgPm8HWdtKzlCOiAwrLWJ2wEvNGTUszasVnOVyWQZq+xLb0ioTihxopsd05KHO2DKJ6gVN5LarFW6e9ZvEIYjNTEa9Lw4+vGIXIXHB+E+7kAMQ90BrkAI8iBYpy5BkvnDgJ11gOVX1B+OIvTZtjVCNrqpGqn0KoQJ9gB3sGqWcoM+YGeM1MGQmBAzOYs0NKAva/yVLZ1a05Q2546m1o+AWlMlQXYiT6bU29GfnYliv7YoLsa7OYKrWdepVx3FGP0BIEtnS0WacnhyNNxdnExVSD7Q7FxbYXnslBykHjEtDUzhBx4tU5xygQ7gKCmC93kx1Yh08/9prs7D0ZyklNUGLA2ko/UPa8MqTiQGl/c9ykw0cxTkxacHBEFWxclbCpyhy1J/1sAArp8l6aGoQ7PUEQtQg0/+KbnxZ9nKgtBFZGbAkxwbpJbea43PAoIr9Xtwec2+EsKm/V1muSzNOYrZMcjoary7OJ88CtIJJckeQaIsigCAg0OHyhmrPTpp8p7UOjEicssBuObRHjNAGEsRBi6J6V56PA4VlrKyeS7OexYhXoC3xEEPuDsixyun51rk1YY3TmOlzJljZFjnRsGacyzBFW3qfVDpQxq57S61eKG4EXTxP3jYPkRgkYfUMuku6pxI6ORoKRNGDD+6NcoV8yt/+5ktSHqDiw4Nxeixx8RNj54j+O61x65BH+elCTceY6BMImf6yRWgD841PZgcs9UhtVwslGr8JVpbV84GAPaf/E7wA7u86lSMMXxTVsUQQAQJn0Z2pWC/aAYHIEo20m+HYIEQYNVGZfge5SZrfXfPhsErgA+ZwosyMwvOhMxynUVUyeHpPqO9MvzAE7ctX3WH3ZTYjtUh+axqGTdhQ/X4uKuINgdXZgxirdVZbll6dabNBHHIMa2uZ08hMOr5/yzW8ZhAOGNq7iSxfWNnyPk6k3RPc32WNO+OYGaFeMx9EwYrL+xRs1seRolqDIgIZojET2foZJ5QZ6IgLqUCsLHFuL780A52WHSxm74Z8S6o6W7EjWtS1Oqmka+hgw+vdrwY4Jpv4WZ2p+n/UPBOAoLCmNYE/4XxQewoSAOs68pz6s0hUcsCBVQt5ypGrHq+7sz8R+1mzU83FcPbl7LzTuuyAbZSb6TY4JScNZOoMMllaIFRDrIcEDHxO6m0hmhH1m+MBBIekH3jFLKmYNOYzg/GtsEpbjkJ4MZnP91fPKaUvbIoIVhngrgDjYn88Ls405D0CGCHZCJ3rPsAX2biVxOfXz6NAS7uHohRysMtZoisiAbvrrV4zP/+CbEy+C/X+fH8F4TegqtoUSUIIStqwdmLIJpj+WgW4dVuWg6gG2YbIfe46gs/nK10Nha15uSOrMilgYf64fRz2U9lVGOEl9nkUZkhtmscrFjntWy4h6H2l9idSnf7c84CAiEhyR5txsvc6N/DTz7K2oAVVmvLd5RoH7nVHuEsQy+fFoEOM5f6ALuCuFltB4uA+4SYeTRn8HL6Z3JcDSZC6TKr/obYlPkHIwyQ/cGza4ri0uvU19F8+d8SDZCuUzImUBqfI1s6tqSBLPlu+r0o0llkE5YBIaEjlIxJRzesWggW/yZN67IDHOPi7337F+WsdS6SHV6dirwnvVkO0lE8WI6qH1ItQ2giRh/rXkeUdnWG6tqtLx4SMVd3NIuBbMhJlrRhEz+wauxND3I3UFf3XKPAEkTxsLVUO2DXegUCFjDqQBUzjJbL15gtil4CBDABL74z6UYIdYgYqEnSfoCIa4foc6tVklxbjuchohppQow1rlOXBCCHx0KYQ48BIRQGfqWEmC123R9RAsF6r3lNITbNWpSgzbSVtc2qWn+ywTgUDk0PFOsZxwj8K0UjOskMSVHLw9XDeNDObYjM23245CdystW3GRvlnMnqdpeHM2WMlqnLIgmgEQy2EM2UPOJEEV37WtCuBfPRMLPqvjEuUCo4IKAidWMkLQxwNZGZAU+vh1WeNrW0+Xdc6fKf8dihuzqmIuvY50nxMNXL0bijUhgcE6UhBpAeDS5xDDgfjQyO+aooewCCy4zTkTDpS290O2FmXW/2WjBikpWOMN68uqJ/aURgZIMNdiZzoIyow5bwmWJrDJKJMVYQgUi6sq7ILwbIEm3jPRX+8QyjIZoBEhWgFhgVKt13g3+IIJryM8bEkp4NrMaetyc19DEOfzCEzdQWYSfVK2b7roTovDrh0tsi+MspUMGoDEr2noEhrBasGbBjYfI+uh1AQlyOglPH9RY3MAitGJGYnAZ/KwUeRJQUfgr1VYlPoicrToxA5ZUVej4/2JVoARs3MvF4HF6xfW3sSdPdn6qCblQPZBq0ocgbiRNJgVTlKIinD6Th27q3JtEIYNmOriXeNLRDW6MhEBa2PY787QUtb8GoDMs41AkXq8BAaYFENssWet49EUZJtBnWhRhtlP4thlB/iufF0riThQFMeKVDvPZWjp/gVJBylFWEteJe+4o8ODmlVwzeRPIkY630B5XxMx0EOLvYtgZCCWoJpdZ6ouyL2iMEXLjOTWAip0LlpqZHsP21rtoXOxAXx0xHyZKnPjVqnNFJTZx2OlDuLDv7mt18RxkCAEIMZ6MysSi3YTVSYcKSa8gPxQR/EpApk6O49Aq1GZe2EZxazIrJwWdt+UnJRvlcDKmeqhW/di8lKgoPEYGNTl/mlROa6UyJpoRNdKKIXzFmHHULFJixO8fL0wBiszuUkG0U2cz+l1lqUp2KZqRpRgaReiOOnZm5nq3oQo8wSMVVRyFC0nYj6VguxdI1MCNOoK48VnBFanLUvZIxehglMZCBZi2Eke1CRidLYYEgov0vU3EHocgox6Izlo23FUBRRX4MpRZAYXbXwOJtDGWtCda6LVbiDUY+i08NyXIYzkKHhkKPXrAMbwXI+b5AEr4VZ5IpoO6+4bR8ECRAvPOrLa+i+UZxxsiHquSG32AEpIHCfLNly5kQ3C1I2awfhbBFDkR5ggqCqv2V/9BoiKpZFSTYZg42sKfvks0ZdMcxhnHJKJcfbo3FxcWYZVdTbVFt7Hqcnx+Pi4nScnuxxRBJlKQHPmWyESMBaDYE2A6vxhp1aharcQVj4q4x5Bi0i0GWaD/ckrSZlgpd+YL6EoPzU2TNUQBG/DFTbGYnwVUPbyXFa8KLGap116pSK6Kianvp7FfxiQGNbPMzC2Y5sgoYJiA0OSpYA2YG4oVCxtv39CFyI1LhiRHNPKQmYWGl75f8u9oHULciMBS7qXPXZVZbabpUwKFvS0BYlAynzIN7T8ljEcZJ9e9/83JUfZeRoAt5OTvIt99d0FNLITvqnT9AyBHeOWuXy/IhzyJCn5KNsWYJItmtu66ItUqpbcjIos3m/IMUmGPMDpB0x9xDVPrHsJzegwaBD95I+W54oWbBJHl0f2BVrZLOPmJsgq5W1DHmuHRdue+saW+qyPkeIiMWcTOxDCCplAAUK63a0IgvkYelsIPtPhwbwfjpL2L2guwhppKPGAbCfpbYpu8UZQk+D4RdtrzMpWe+p+6EAUuXag7/5zdekV4Iq1L+rs9ipIiI2lfhgzFzKA/p/jzQYH+9cg1n6RD8+yCYShO6/qjty4cnW1HqyNFJXSKIb5mh/qU9rwbfC4pkRbDEAhi1ICzRSj9QSV7M0a6RsDAK3RQfaLUBmTTqLtWMXpEFlt6PwaOlwDaIRny+GL4dgOpN1PHO2ovZy6vqCtIUBsAwm7UyM2jI0Ahz0JOPag+jaUWumdiY2tovh9V61tttsjsiePmuzKou4U8uPMg2/hYPzezeYaB2N9V9lKMhSRlJQN0ViEwbYDW3py8YkI/UiXUjPKivp+hAtG3oyhre3F7qw7HKJ9VlUb7G/8GCLGj/+VEgma+8o1kZNKZdbaQyAuUUml5FsQ+SJThHqei+oxBqSxHHpknTeNOQXkwYNBet1jR7BPI32rUQzUoq3wVTgKMZkxfzD8tfrKuu9uNjDYLX8nmtWysTOTnbUtxQUK8MDiadvPsxTAhsAYZxxCWMOcsxV6MSd1mzdEysJ0ZR0OJReN0pF9kQJnIwpi3gHAYmM2WxtnEZeA/8h+E+68PzRNVvJFGJwts7eLczvjASUB7LQ4TjQLFkhBnRQHI+9SDW7LYGIvjhHmra13WF3qKntpC9g+dP7sLcboD4p02aPLGhBWUNtbHFmBJdhvfbZKRskuCrgsyB31exOQRMw4JAASYS7q5s7ynV6raIBTpkUXD6NB5G9mMYmNSTfO9CQ/L29xbYv4sZkwhyD28OpkXWIHKqeS1l4yXbVG+d8ZQRk9cgFe7IXQKxjKNgTCgnylbNsZGbjfYdMu4NApd9bWlDtWhkG86RER+dNLZf3sxTXUl+dIjYPiVi3es6gK8tIWUaZ7MG6Bcj3SefLSoJ9LNsq3yfFBC8eZrAuH0STGyVDBC/MrLcUrxE4jVa0AVGwKXKVuiUiG0nlKdB4IGfXxDPcQwGe9gAOEkoqJvuthHcILDJfno4TZlkvSJBQHiVGQntBo//299++tLm5c1g7oq0L6agjI5nUN6aLEtKWYdlMeQFnL+TK0rGAgnlbZ/aCLiQgMrNVtgOjtzKK/i0gvGLrhhyszqP+N9UKOnjhXi0IjMPL5BBSPjsqQzchuVCLk2TaCh5PE3iZ0n3OZhK6CMr03ddrdnDhB+Z7UhdQjdLRYVVumAGZsXkK5Dm4gfXpOVuWImsVoRCYrMremJLMazZys9CE64xe34jZCyIJJIsqTxTDG4QQtUU7xuSj5VK4NhkyClNHMtSBy4P6K9Cpn9dMcR1siAWJymFHJgbWf7VnikzhpNCT7XIDw8UVhCEib1hTl21O2Irh6fPovyVXcJHC8M4IYYysgg1GH6bmKtYsLTf4m6VGXAe7GNfErUVodFJEuCJZ7kxb/0xbi+AFKHgKEcYws7R0NR5T2VGQlrym541aoQnBF/fkc7Zl4M7Oj4Gp2iojx67BJacIIoj9q8zO56tEdYg99ih2vgpGtb45U7x1nWxgec5KetElkpNBjGbx5062DQlkI7nM0uZmQ9mMGhJhB0rocs2WLqMLXa/+t7B5jda8Y/h5k7DoW0W3OBluJqXpWZQpyfGK9SoCVmva3stYdU3aQXJSTt1MWo+4U/C1wIXVh9b3K9SiXmD6PjHKRlR6TtaMZ1phCAQ8O/yWyUcuX7nn2s6e3ucw0ttmVLQBG9jxnrmHKvets3B2iGDaff8IVaSOPpGnlAdgMoNArbLg8BRK7NOdt7qa2zzRO1Dgk4EifNZYbSEuUvBqK2Gdq5MVoTFmQHt93U6I35gDRtzL7u+nVc+EHs6J1LNYL917RJvUeXOPnrOzTwfkRVNLWut5M+fIFP2iNaGRWPI1imDYo1WpyAnBgsBS4ogD1WdDTKjQtH4OhK6EOglo3LjDJCWMci3cJFEJZUflLdNaY8MQtNZd+0DdWjfs57/844tquqbbuJYQEZ5M2Vjqw0Som63lJXkmxqwQTbmeEvUk26sZSZf+TZqfLMWLYgeISEDqMdocFcCd2fk4AG9bRZrXdDuDa4YyfjJOUsF50KJwGER8McTbRvc1tETNQFHNdme4kgNixaDWIdgEfa50BNB7zMQhORJlsc5IgzohvmFSjHt35aGJXhEEkePmSjpwkC60iFqB7nopHYjYqRJVZRoNGY2/axJG2kV0GT9WacEiu0bJ4ARDyA4CELgcT6Q+yaYDQytA0ixTaxXrFdIfGuNuZpozS11waPkYh2ValZ2pI3eJlKDolUyRz5R6bMVCgDdTbXY9yjKB9N6GUQv7VS0eyYbLDeDchDHN5yv8nEHaqvX5/QNRrurp1cB2oOgJXz1XLqUn+0eezobU7XT+crBhhriNgbNCGR7YqMhTeg2Umfh3nDFZ1UqZrafj6Kwp0714Jc6FyjomIor8ITEEQWqaBoNues4GDMzoNTd4dQJqYf3JFYg6WElAelatI3VL2LYKjAzVclUrpehjxllFPzzlnf6c62QxejovwF8KSPQ5VYPVsASrgBViLXLDMeDMabLObbIrryeZ8s6C/UY/JcxgB6fWGd0//V1/1nxgQdDannZKeF8qDuP7wiAAlJ/SDy1bkXU3gU5KUeESCN6PLjTAWNbFwaudWrkCQoBkI6XpbWLgM9PZ2KdVF4PNY++ug5+eIaMrxplALuCUiPAWlCOOAT4Cfcg+H9iCCLXgOBAvEYRvlKd2rme2jlrL0/IQZb05h1pQuMooJcFyGqzyN57G21eveE/QGWmqq2tEuuGsR5Ejl4gsXrE4uDqylqB6hxqcOVv3+sgumVho8hXOl3JS2PkVHmkLWwbClIjg8mSSrKhVee38+7pTdlDS3M8s49kM5sy6z7sOjjyqVANxzN8RgmMS6FICaieGPr95CinepQ0MQStlxUHGTD4LefM//OKPL3y2sGa1gMztlX5oesgWGFcSlcf8ux727s5ZzWRjQH6pfE7mN0aFyE6uGddS//DiG38X3V9f1BcQDLAxVlQCxR5nolqu4RIbIPdBIoBxJ1Z0SFERwdBiVvADslgOiMgc6p2DTCSVHXqebWgFPUttyNN5XD+SkxDkAskDo+QNYBycjJ8ctn6GCNpBgB008Su/20yuv8sAjiguzewzYQcHELnM1GLlMOIHCnmgi93Rgjgfk79m72myUcbQtbc2NVagnzlW0JCtIDF/+bnlWPRZFbV5wMNSc6H+m1aJEljscOxI5YA+rqc52+csycnSWy4Re0ecNfDqlxXMQ7aPbKgyfLesUbtNZNxFcfSKAAAgAElEQVRIGAPoTTNDcWXw8CUJXhpNW4jDTEqcVR1wrUPOaA0JjlHrQhZtEhXtAyG7VL4SnXPpFqevkTiJCMQkNPWRC7I822vm6o5oWHJ0J4KiCLQC8WYyl9u+BOOaW+HzYCOqWrDOHTVwRC4ygCORO8zl1Idbg4AFnECXGKzngEJ7HFf7hykRmGErJ7072o3bh1vOozaXetvxMUQU1gFirmpdixPEiGV+MUMiHu84lyjKcX8KxdrR6n20dpUKRYdYD6CsV8EMU2lEDDqkBcU904bZrfyfPaXMBDXOwXeC/IruTJ5Fe5dL2qNAqeesDrQ+e9E8O1ZslRjttNhZoMMSnxb1KdcAGDrB67QDSQbKFfDhE5nImvZ9fe+1HQddIIHrnR6FYdyhN8rEVzV7C4WkXWsGSQtj34GOnSsBTOrIRTU6A30mARKSEW8hqIdHJNYpLgJAFXxhrSeaEltq9hKQdrsr9PqeRCQ7KxUvTRLy6zWjLMoy68epD8OxCHrgwnGCGhyy27jmhKbYFdAK9a0n+66GBEMr+gp5zsrpgrSKO5LhCgpAbqQWJtJiUFbrX6TEyroKPTMqZSU7z/PW51SgjS/6qN7/NA7+r//0Ty/WVO0MRw+03u/3REmt9UFlV1PxTtNerOfcuY2OqOUgXA/kICSChJGXvr+ltpu5naGTr2Et/b7ZzfpgZk0aKnELBpFuWLWsGfVeaz6TwQJNuyar6NZkqDJjbXTLHDSMsZ500x5aRaMPNuiZnmRoygV3Z8WVP/Q0I9Wgtb+QsujVyKzZSK2hzhPaP4uUEWQicCFmEsbmDAL4vWhDFzJpEBO9ZfsMC5YYPjI7u+0YOvgesJNnTd9xYfaSOAxruseNOnYEJeRQLFkZqDHDsN2TZ6ZX28eI7latHQ0SIPCsaiTOIpK1rrJk1oO+b7VG+JM12mcsZNjaXNAEIuGGhIjl4IMMYpX5gqNk3bRxz4fKEqt7/TEB5yN4GoGCRevYwYQvu2pXZK9Tx1jO0lE0ELMY03EaKMWpDiSJv+PduDg9Gz/+0VvD+RK/Od6FHWwYW59AmW+DCsiDGS7AGU8LjQNUi8s0KBTs7szagWqDVJdKHLjy7zkPzrqtDW4FqEDa7bMu453JPa7r0pqW6AUkCqUmq7N5fOhEs72HIS76pR14zywNo6nxjybjVHu7hkqBiTTXmQEseUOGUThbc93del6u96avVLZCjs0NDPPu60ypFdA8hCikrYyh18hcEBSVVvD9DA5LAAoE3Xo8BjnysO4PNUOctYFQaTibHCqKc+wNXAQjMXYeJicZmXEG6kX8QZ0qvX0KmJnH9vIEmsf6Z0Y1fa0TuXFfbLNgYH5KIan5B/mshK95Hs7QeefYUAUeEF5zAVmXqpSt+vod7C5tPw2aPcze76m+WNYnfdo4vpwR2+tFw7uBx4yRo6bXtrY1bE8u2Z52WMlbC0EpWYryIWFitMCxmxEEsTqVS5bLONZoH6DL/+D+Z5SxnACKfGvCrPdIWwMBlVGGSmbTJRLCmJKhx3u/huzowV/94gvyJjlhPigsLU1kkUGxA1a0ouXZHL4QxeuQyJm4DmBn4t5bGzaxvCCKwCBz7ZBs2ivpDwxgn5FYjNDKPFlINyaUyLEyfAExD81EtROucW5mPv/OHzLdhZmQyipcW+QcreBDsqDA6G5ytxMTc5BpI+nvA8rUIcsQiDJ2uWCZ/esZys7AOGw03zursfi2jYTERyZ00dmQYdvRQlJnoUgpusaIULDBivySCXHpKhRhxq8dsIOQfhFJh82qNQRG6/SV/JCM3/3DXUQzDGM5i1bdAkqB6xmrC11IUREiW6qyRfZ3ogx1khmMYMPsWr4v6FKu6NxeB1DLSEYf8EiJIlXoZn4TXQzhLKpZ/p7rUM6WEdwvfME2Rodaz7ExvOrj5DpbjToOPOdhtp+o1k17kjkIlf3a4UmdmZlFGkO3kRasWLIqdYicZJKSfv7HP3473l5IK719olFiC+nPuuXKCP15gXKbtSoIlJY5Qz868q1KTlZls101xOzauIcKKPCwFrSLExhJh0MYFIJKjK1LIW090h0w78L8itb85Qw9oSukoNTiBSOSDSqLp3SRbJ6pQhmGIV5HWth8J5xtAs8FlUCGEwdsZIUhKHHAMl4ydHwWAnM5ZQXJ4VUgnGNjjx1KK4rQDExWRH0MLTuoEH+C8lVkB7E1Jbpl3KXXQf2mG/d+51yXxEkJZ3W29RKMbT04ZN+sPZEfmuB7eBbNfCdZ0kRVt6R/LOqiv/MMZQ6jUuc1rUPyPrZk4nUS8kL2S6HVjsZ1Y+fYdcmuW9pe+Oya4e7n8B02wmeIHoRsCgUt3JIGZHa2CwRvFKlOOsaC1lY/r23h0uo24eFVGciloCR4GCmXwKxG5zttMZxN9N2fkP0samvE7ImAzp25Tip8J4io7L9gXyvhvGc9SCHCL+rZlRSszh81Xlp1JXwiLoNHj/ooRbNcCC/qaM92wC4YG6Mm+la/JisgjVmPbdJAbNUZDBG43QGWYYZOcxGof1m2S5Adsz4TCTYLrgi/oU2n5QwrBxZUyi84x430sO0yRrAkCNUfET9fwYslA3BMyY4d5SradGuQi/2MGkx/IYchIt+zbhkHukB7TsXMjrYouGG5zO7MZB4Tr53hloChxVZdmGcStAXseoDgBxlLodH0DFvfeqlZrqEKXXrXdxxIOCARrONQnmbxZOoY6k6XipNtxlsWZV97sipX7Q2NCA2fuveTP5MNe7JThVhUMtDaoskKRBuBgcygdSRr18aA7Fk3zZAE1bAnOzI/lwyiUBTHUJnrgVu4eK3o+q6DsbJ8K21ZYpTEUiQVB/SYq02gFUPV7LzkEW+Yr2EdjZjESC1rjTFAZpDqrlAe0SWXElFajCpmoAiYl1uhQKph6o7+yz//HFWiNUSpN1ZQq7OAQ3h4nIpFhs0s2uK2u6Auef22yoFZRDin742hzEQXzqGtmyFtsuK0E6X25vJD9nQF+69LCvqz7i/MUjH5ydd8Dhtkc+fzzGXTGu3SmXHPJASt1Eo5l2o7U1kirSCUxCJWghrY1miCztz5+fmsm7pOW0JnspEkBEZdyoT1qFFs1FopDm3jzuMNTzb3XM8AkauZXyc3kRwttUBGHFZBrAyClDxwY0wPCr8DZv3CU6A+PAca+K3aw8/TKMie/eMVTorqWpsUcmZ7bteIjlswXzyKMKxo3W/bFd3xdcY8Y/gVKaxjRLVFKtdF+nSq2hn9WOxy1Nda1kvJYQkOlpGdLQ/1XX2vg76uoGfCypCvlHUupEj5DyOZ9JRz72JLQVg2SEri80SWpZzj3nYm+EXYxqe4Cl6G6+eIiUyng3zbklAUwIq4SafdcqD+bIx6lD+N5C/7gvbEozk1esp//5//+ALLOK0Jxr5LU5c2rqOq3UYTNBzBcqATzZhM5EypTMb2iEJpo46xwLx28GGJqUYUg46Ki+T41FYQQpMiaS2ICuA2MOQoU3LQjsQfxMSN/H3F+qw6VIfaK4ZvFuqh0XZs07j0UqRpnLYZZbDU2nzIXtDYfZ7Dz+VgpbPMYO8I/jPWLX2z1GBphXB212buQjMwrDNgAEm6sKxpJcjFIxjSoU9NmaA+EHOhSAw9u5oif9mYyeb0b5636Wi3pA3VZxSErMlXei0cKNnt4XhWfTMTa5w2eh8YBk8gFZRhBfn7NRzEuI1tEd/wRbWi2IymQRJcf25dHmdCOcJ7KyMi1qVg2Tkdivd0PUhGkOurwKQMOTqBPobx+rdeutZ89X1GUVaXmXKK62bUjA60DspoJf8XVj2CGW7jabbLVKO0Z7XBX/2XOOyDw/Gzn342PnnzirpSv3QGrm5uxnZzTAlEz1/IVo734VFqRd73CesFNXG5ZBmXprviDMNZrddP/y5kIBkKwigdWrLAkThVGYpmRitVtgbSXT8CUurwhvbJrF/EUDIpRm/rFhi/voJtzmeGlEO06jCNQLeURpQNqTUSstUTKJygxP2xa+IKZMi8Zw00k5k6OD1EOZAtlU7CTfDZTTbfIBjnuJo25qR+ymw6CFcZRAlFyhyZnKM7ii42/bQLe9fOrzapqnaLjUKIBthZZE19X8GV3iOtbbbjaddc2g1rnwkiUyLx/fI+a5JU/25H5jvTDFLrtdOwnSjpSJBHpSadS3cTeBcdY6ZlJ7bA57StUsswnOSrIAkuzy4yuYj+6PU4S07uGhjOQFFrCP9kOVW2HVrTRVsgsXGY+B87YAfGaVWCPJvsOG2e2gxlr0qKEJyRXa0NzPpN0moCMd0ftMZBEjw/2ciRuTLK+kWu0twEAWE6nxUeQkPas25nUGL7XDsWtvpf/Zc/vjgLMCOvhWz9ljazbUWMXKKB2Go0VvxwlDAnieAIxQSzWLcn96Tm9NgFM5mEKFRwtWAoGSV6BjMkm8kh0XZNTURUfytn9RDn0KYeoH9gHFVl8lr35Rdkge0IYJG2vUB1NAKEtles+kMDrQhaQHQ8yk0equDAwrN9l0uHcYwcmyFh16RxvoRfzkRc4y47MqSxDHQgc+YZDdtxKHCkrpuaRLQaap9AiAwvs2hz7Zy1pUYsQwSKMOUQPcbNNak41ETEdQh6H6MiyvDcR/jDaFWvWREWCCaJIjl6fS8XVQyRswxpqRJbPOoz60wC6PmhgwmsdkXz/gyYQtyqbOKqZYFAKtOA5ufIUG07I6M9zYYbvepZafVomUJ9sSGZqSRDvXRO/LIghImV7rMEzeH8u+YDQzV9ip2bqzukDE7Eq7/8yWfss+pK0l6nzIOk3QstLVVly0z6WVs1bBYCYEZwWgc6HQVkew14bdC6tjLYEGYMbk2E6/5ORJiOoHSASItZYOjC9CW/OCiy814HUIIpHVzblPVeuWZsONcM2CWrtZMOR0OBaDsBDt3toHp7a5eC+d++uqBNqNyDdYCh+6c2kb2m0xxrmtVC0jEuZrZug0uc7EpP3ihLguzIndqZmGgFEoK98H30upvIZyTDd3o6O+kfB63wa7jG618KISdtOr7jKRt4Ono4uhHxJyKJ0U6Qzc+Ebc6QDmk0xClznqfUpscVoXOvgDpBF+0/utUlVMbRcm/pVw1TMY6xyFnLdaAqKzjan6HTuSzkVDtQtApALPXQ1skZvMOv+vcLTVddvBl9HTd2Kcpf5TGQ2MXZuybr5IUzGaY528N4gmbfta2uCZtH4GCePcxQn37PCnq2KvRXC5qXXVTLo1jwq0CFzyt4P3eC18tnLImTq/Lvf/EHvl2WXWsCbGw3s4zO5zE2uw314L3YmxHbp+7EpobyjRpJSAWo5tjcdYMsfO2IRf2PnohhYyF4A5p7i+mJEJWFSGFKSkH06XHQFwODUVD2A7rpsXTtEUNKjFFcqvMYgisDWc6wh6SGCieTPlogXWZKej6v25Qiah/Izq1Q1tD1i8cRJ0qSo1ZW76wlmrr5M61L6aHjsspRZXKT8wkLGFChgGDl/tPCdYXqWA/1GcfJmrPkA5bqe/1RiDOGIdUyxYFIRGgouViDa51WcFKEHmUssfmN68+1mxce/HZp2TACbcOMMYPFnoyg03YE5TzI+Mo4un7bL9XN+hnUQ21ySqHoOBrsi5/Fo/JUA7KDodaPoL9f0edkETlZX2r7E59LLjOB4pK1LobVZ8s1N5dRyEyYT/uMOIkyHIaRZGhBZU2VuZ3ut+PiVMPEde6XLFW9gbqwVze38AWkIAWjORm4e7ed6bpkYWtQqFG3GD3zBH8lV7HuOkkKttJ7rUD1mfKRZXSBnRk36HtPnN4OgpCvbCfseDRaEQMPR8jwnmuJjfAXRjRrTMkk0NzRIYpX1HAj5WcD7SARhE3Bitpjtkfj+GRPH+Xp8ZZZwBPG1FmIc1T91vrC0ojOYIuIlthWuO5rA+osro5ECnp6P+kK0AITW1V7xbnKnSaICeeDGqvsFkI5thPYPaBQzYKVw79bMV9D3IEgF9RGaEGcdteibTgOTn2GIY5GDSxw35zcxtlDonGZ1NRzvURu5qYQKBJYqjVGrF3/l7LjlGUsm3exr329imNYMXD5dyccIa9ZaWUGXb37E1ULj2eWeOCd+McdcBo5w/5BsWDu2HTQ+sFthihMAZUq8pH5JYhKLb1BN1BwnDT91C3r1DYl+LP+fyRpozVe+LjiJLq3aitUcGi+kIMxugtqXxKQ2/K47IbqV8mNui91wM6VxEZ0BKd+XWqyMORM0jC92i0ZaglQ8Ro22ZzjqZ8PPB2ijaMawz5zRqxLl2aKRi9aRt6l7+dxIAeUrJznEsSTecCtkamtZ04kKvMygtuTTELY54/PRllJf7ZoaGPEjNPi6rW8yBYoMLHKX6o509+b+afUoOlPS5aOEVhgouX3PGRejoNJGmjWuo8Tg6DITCLohbsiVAHRK5NEUDpatRTAVhXs8fDwEVSqjwnzO7VNYL1EcrpgOOwYOUp1eU2o9BkwIMON5IZeI+QzjF3UXRAvSLuHeq7FfHeLgWU+a0hYs7SWtQfQ6IQjU10l+jGFisg5so7O/nS85lDsCtRHX3lC1atgrvX9MPyc2a4uP0YLqTvDYDzXwWY8Pt/R9lajMBnhYTtj1PKZCGBC8NCoNRShlG2EvcuQdBkzsmIfONohOG86V2nlyIjCzz59bXnN+/upnU1wxf9su7gLTqviJB2Vl+hHj67Oavqh9a60lclQAwmbk9EgTn2W1L0CFUPKSjhvwlSyKeQ9l35SkKPUgZ3ho2ozkRAZRrU3VS2rAUFZyc1QbcC1F1LFeoCgBltchlNOQcZfQcUcHydFOs1Z1fg8qWMdjf3JCSpOS9arO+k1lBqe9kxBC45lNXTEiIjbA01CtEOlnzPQvYlavjNFeWaJa5Z9LH06g82y7Qks1Mro4QbyGmWuLxm2+SMmiblmqTizKnQ10v78q3pqAsuWUGawlXM2xw0mkCMgnJOSUgJSoBi1NAaCTPlY9V5vcQwNakB1gqRxdhLk4ROUWIlUllYtMvZOUCrSQty71HeLorGmqB86YOTvQUbcubMkaEUSzOF1b2/7tf08GYSSz1HSIEEcaXUC7VLKRBLeuH1o2sKsnzgiJFsYkkjaJkGcmXaCTOEFirfE3WBYT87i2l7VRplDERic+d4bykoeEBNEQp/kr375xdxtgjkZG1iPuWxpgOaitFAPhFfY2kL4ivq3qpEA3XlIH2YkmAPSjoFVg6BwEBRFyEAyXYTbu4JYBTUJ/ku9EDYxSj5jXN/cUQv0YXD6x2GnedukBUFKfJwns+E6RoN+2UmoSLSWonwZthb5yDSPDFUwmSOs0UiV4WAzNtGR8qK/7PqOpiO1d9gzNIGuA0frUWG9HngUYJ26jUXo/LBPA8+snBuOAO3hDJ9OsNFLQwa3UqYphLSORNuU/pGEXlpNiGmZYqPB2p7yUwgNtyyDw4c2E9rEdreB0e9J/24yyggwCL1wLdqtK0Ud1jUzLqMRnDAtrTBEHWe2oPlw2+AtJQZ7v+gfR3QBoCa1mBofZUwVvsD4rybjdJ4q0GfE4Gn5EBwaCUrEY2LM8Emkz87iIHjpsor4QunA5lWXXzVMHMnWpRcGtKecw77EeVtGszVzC7yTtVU8JWeR+bScCSuoKYgid2jk7gUhw3OfuNPBKXwflaAiA0JAkBrNWLr89sIXIJBTEOPhDQqekKcs8WsOsV+mm02nUQ5A+3oDiRKe97NnTCJ9oodikm/GyfGGAfFAks9PoGA6I9YsFkHKQW0FHvRvsMfDN6EjIUQsug3yHM3gZmAXSLoO2Ciaz2DPWlEHnpcSm3v1PaXLmYWMLOdsVY7pOSc0Cpq0QOELdLsOLpjxHAa5r5kDLJ6Hs1Y77ExMSVHRGDvU4KUBtOG65Fv9OYLtMNIbbJuEWDjP77zfn7rn+eWZ8YVWtTOW6XvZuobJbr6Gfo31/hd+NopfyNk+h/GLSdwMn7skiMMmiEiYsvo98wuWUZh2vm7hLBGLR1wYRNH3ji2jHUNOuMxmv8c6ofBaJTGlh/lonO2FxGRaXORgaSmlI0WQq2d0YxsOxYhmwAL2QZ9H0rLYB2XAZH5EsYpwDOOq1gEL7AdC3XoY4A7BjP8vW2/641maXOfd3PdauntWj0nLAv3Ff7+8AbZgCxIkmLJlU7RI2xRhwSaHw1m6uyor90zjPM+Je283VcBMdVVl/vIu7xtvxIlzTgD16nOZRz29QF5yIY1ZZPk3stX22Dg4mH0qyQdyQNyYOk3CR2bYHGiGHkpg1seX5e7habl7eDSzrUlEhU88QA+b9qpsItFvJgtF4mQGNtZjgbvSZyZQUtmncrWS+PLlXoi5FcdID2ARHx4sD/ePXiMa1cmkZQCnEmBWcSRImHm8UEknZuW/MRKZgJgXORVAe57IcLp4SCxqvuBh6KIBYmQRGRRI5istycvHLYh+hT0pYBLIbyEbeVgKsTnPk41DNimFQNiy64cxZU6pmoosFSW9NRDXTIuJtvXRz51ELId1oNS2DuJVvbzVEXqcvbqxRs+bn4muckzu24/jGUNa8ZBi1uhrgsImw+he9WCo/zOHF4eRh0bWzRDWJmBQATD1JfcxxKvKI+qNuwZBUBUDLTMeCjevioI6ZBmjcmgdLZfnp8vx6SH9TSwqi1RgFpO5s+NgtVYFDpDIfkm/OFVzG4+s/bWaQGJlBj+hc4ZJcm8Yn0h6I0Fudb8eJH3nyIZqHZrEMutnO0gMthMv0v/b9hrhbt0/7nuDr9B+x++9PGFDmGsMIzfPKveUPzvdqP7QYT83Jrx/d7W2qEIYTBbxyMDz89WN7QeVWnSfHRRREIHrGh935VUyobHhxON3jE22HqDvRGTOQ9qK0L1XkuKu7zcHeZ6viIrtEpPbziJu4dITypZSh0jMGtTqdvTAPlNgzZBWSU7rRtZjkpgMobXa6D7z/XOnn8s2Hu5JQqIWqfr7JxYK+bKGkB/5eUzzieQspNj02e8fTLqqlw4amefs2MGtpw8bnmehhJLBJOO3DdFSlGb6tWu6MPe3k1DNYZrPTyIqoaszyksyU78s0kZisOMWeB3xaJcTNEqaqfx5yDV34dxbEalpq/rOw4e5Ok8b6WKVTOZdpRTpMDJVBUZgnnHWT/hUfOax6wd/ifycf/kX/98bpv2+/ZXAUe4WvYy8MgyuyzqMPtQL7MLYTRpigZIQNxh2oeqSM8QVN6fzUh0llc9PnB+P1mmo+3kh4jyu4wafHp4x2n5A0tNZushl94PXrQrNkCTHpCKeoQqzOKPXEm7c5u/mGhhUDVyc/m0cr1K5jkuORDOz4lThjmiTwNGhDcipNJXwMHfMFRIp/j6w9JhP9BDGKs+jI/Au/91+8LgwaaggnELwbd8ihIewFg9yPXkfNUQzLEYe1alAz8IxBPr2a41OocbzhtaMP25IbI6RNqVfVBLNesCxcOtQhe60iS3Byq8SErZPCNOasXYb5DS98/GAnap8jFCGrMFhCeylvGxIPSbTQ+TZPnc0x1YMY9pi73btPw3bu9m6XIQGuIP4O7e/mzV6emLCMwlJ9e5h8qbNMDwGA85wgm3buN6sgL/6+I53GKTAnrUoSJ49f/+U6nzTWq4V2siwSnQRotOmksRy9c7dP48Xsm+lRWraJUHaw5V6YQUBtAeDXgcmvmdQnQ6m58/d41kLM2RjKsS57pFiDbGFyifa1bhoYYUooziB/fnxEe+BXFuSU8Yzxh3r9QW4LzB03p8H9gZBT7tlX6FaySewO8SDKWV1rpsqf1gO6c/GscM2xkDPtRcti9m+8eijDZ561Q/rOt83A99bJZUbsw40aWIC/yT/lnZA1n/+uy0lEtoZ61eY1wpyYOBpbQhY7ivcgXWZTetY7ToxefAhW+xhOkN3SQiTXNXJjISJ3LTJNs/RvXJ2nrnVIhrh/oSrkELh7u5h+f33t8Th2esDD/8YbZvkwn23Qey7Y2dN1uea84w3NsgWcSDE1QsfaL5rWu6J1zLEwTE3GThbzCCvz+LIWDvxoKYaPbg39JAoxrP8+v31cn11TswPimYB1d5+W35A0h2DyhlZ7X1kdNgSY7N6vDxnAE+sKKnUZkDwBMzdYRnoYqQZHJaFJfPhErU2K7UJuNNDM6bHNUhK+8ASfCZMtqGLd94ncGFtDhsUqRAzVeQpowMfl/v4ciYRrntSKuIcrlZlNaXY6fNYrMAb9nJ96NUixmHnLIQygy56xfY1P3++XR5fDEQDd9O3mMXszRIEAyk8p4c0Q7+HHFJpRYaEY7EJTOHzgiFdCdJUk0pn7JPmUPfrZtze1nMeCMl7rqTH5u5qOOLBpZBfV53CVrxvGnlA9ixA8X9kSnx23V7o8WeBz9zf9jDG59fAWwKCNOW14sxBGtXJTL+RPFLNKbBxhel7VjeGBeNR7ME+90+PEy5DnvmMCRSenTXI+mqvdJiyHmCtQuvKxoCJ3ealYgH2ktmcjmoy5qSmJJNDcMn6qnPcHLhZV9Gn5/7s+26aRA4Z3LEU5+d9ffxwLTrQoIsEhsCxSeQg3jQZmDU7LmH0DtUSlY6WZzJ175CgTEhDkJrhipASa12a/tUYmQu3zaAO8QdlMa+0C5AjHaaHZ6LOsweGjpfyBrHDFl/78+V8UAnOnGj1u7n3TFz7eHMJ2ezi7ARLQu0Jj5fHMkpHO5zE9eAgFe+Fe0+QqXCeleZa2RF9TVCzHRLkFBxUepT12OEl6vSrFw1jF+RD7scgd1laGurMwW9baPsa15WM71mLXo9IQYxTMtyh8s0mNOmBkzhmrU/SW8926TbTimsrj9/KzB9ZUUyDIAEM2ra5DqbgmeLF+K6HPElYIHKShOqJMZNpvzUtgKzT6pbzNeE9HB5lTvDpcv3ueoldbA7f728fTByZ+vS2vMSs5sW1MaoFY4k+CUnU133bosiW0gvDGObX3P9m1jExTt/1kDVF7QbjMboN2XSMXwko3vIAACAASURBVHxkNWppUg2iEYh698wsBjNfQPtfOU4WZqPyYEzj6eHy068/sjbSSny8f2DfQeJDPrl5RJDQ5t23dZY9lmmDeE+AAjjQ5eBf/eXfvPmQhB2tcgu14IZVecW8UOAKe13OlVR3liCHXMRYXNgsvdfYcTnA+vk5Xs1CPNr2nTr2r6U/4mqYI1v/IetFi0Kr11RRXx4emnXp3WrlOQu1QupdRcC/NUuSbOHX5gFH23p2HrlDXqyHQzLt6F515FI2ZM82Pc1NtwqM3n5f9JxUwh3GMM9jzY6enxgWAexcT2n6v1jfmZOTqcvvWj1i5X9EPG6FwqaqjzPEsmbDuOzsyAwgLXydo+vmVyrkBGUy/wYbAVYTiWjexnyeyqK9S1Lr6FxrrUYAAm7STWo/eSl7Mvc0h9e8GwlDj53Ha690KvkJOCQiraIdnVfDAvTQIw9w+lSuDfvGwoJ59kJ/WSu60hCcD1w3k/zl2tcpL3UQczZv+2Yd0zbZes6q6TXle1MJD8mHebdlQjvbNEGxhL4+OzZfNMAkMYfLh3fvfR3RkneqzBBbxlOYHnWYtKsrlU2ZvMw4fOWNYSgwFTxsSVGHdubcEyUWjql8/pwWAoljqxz1jn7e2EnKNx8oDxYGJK+EDto2MFNjyymBag2eTRrnfqiyOeDTO9P+MKMXr85OlnfXV3KO45UdjkH0vTGz573VLjKe8zulwlr10kIyzowRj7faOd+jVMAQJ+5H2/4JJBwv7c00p1yDoErj2ZsEp9a2eQeqExyhuC8iptJzjZcz0VgJsjCyr8acPFc109u0qPkM3+000jQnmjU/bQjaRG9Ochs/bVt1EpOGs0E8p5fpAZTDL0nk2t8ufwKdeau7cX9TzKuMR/1u9Ni2667Og5wsToCKRSz7SyY9zmC12PU9bIMUQIA6RIWl31jFHhNK7ecI3nLtzDl2ZQ0KNLFklSr9SKNsu8C4xQpuN40kOknQyBDr+CdPYxAFk0YQIgyoTlyzSDmflvOzw+X9zTX7ymLKs8eCysN2rnNmRM85kzVvb7D4i+qv5eBP/69fv8lYVXPqOVz9FFXQjHSvsxVPTh2wFUY/sAfTZpgxrMfj5SyzMy+vuIDATaLj/hyJA/4ZZmlZfGvls7IZR4/3jJ3Y/cPzOgZr5Acc0D3MgI7Y3Ilh6k3XYEVzw6lBSRCS8UW6AC2d+/cwSrb0eH+/ZP4F/bb6Ksf3GZlISTl5WYHOPt898IzvHx0oAASdzDsvKgGshC2dvraDkSCcTBgphBusdUiHUpQBC+mjfd8ZYoA0pyY9YrEmOSS1EuTGYQtBfg1GABdLeNPIXi9efXW7efMJA+HLZOKz4/YyFbCbI1B/fYhLhiHxA57pdupGfnqQrRooLs/FjdggURb8bDiSkkL4QH8zpamLGBg9kHgPgD1Bhnc9or26D7Hxm2zm9yHVDeFi/n3QBTeP3AEOZ6gEoimp9pCIBAUaDeL03ta1rXFKri/e6qcxZ788k+sQm0lkZy8eBlTAQr+uU+06oz2lrz+8BiBCK4Iwmie5gpGOM1knIvUwSEBnj+E4JXSqvvyHv6ylnRKmFEfJUQKdMHN7s3l+GRVIEiMyMnKl/SEctCqo0RowmR0dJ6uj5TIzkK8vlvdX57ppMUHpCGQtBDVmE5fkBOmSA7SJ6TCPq8t+6YCI9RArycU2r4nBqsV1AS9vLwfLw3OqN2HIPcoy7R0mmlULPNWcLkjNDrtPBr42OTHoZy+47jXwYT+2aAGpOHhdTk8yTnH6u8OebnIPAc8DeBDCxKPS61QMdFoQaxaEQTZzxaa7sYSeb/vkU2h1k9xlXQzvhefYAmh6+FM0pRI+PUmrMJwPSaIcOD0wIT96zAiB2/epTrrz1pss91ilCGOfNVEQNZCfkT0RXlIQCFqAjS0ecmCEVTbMTHoTcud925bJeTJs5elZ+7MtxNi/lc1CqsNUakdCe3tdrq6vl9ODt+X66nSV5rIfa5U7sTznT1qNKeRSGD48Zr63azlnTEw4gvJw3malJAn+07/62zc1oPYIYc4ep7JTj5rLSRaVb0g/JpKAbK75BZ2+msmNDTx9RPte2ciYeDDbVIG+7WbJK6kwJHwFhpbgI85fv2CgE6vNZB7pzeZ/mX40kjNf2AbRUr1VSJ3JRhFLo6ctBT6JQ8hD6ddh8h7t4NgihrkWvR/aX6tahPSVwwQaTg+ByguYknxt+XR7S2KQA1i7ymS004NSjkTPOHBNeghPTA3uGC4EWOsBPGzfDa6WSQ16gCaYFaDPaDW/QDLAr9skl7U6aJ+Pmc8QszghXWp1nVmhvKBKXTAsaMYLBv4RygqawffU9GSq2Mn2yH7Td2yvOxvZCt6xdzN/la9PAK5g/y1BJpAhVb1PVfP3Drd4jZl+kr4EKg9vtJKw9su7H3hazLlVXgNdqzFve0sCB6rLx1ERQLZra6QoySQebKZOAyN7bvbO+MH2hqdq4NBmokz2TaxcZUOeniWA6Xr0+HC/+nNb7dvbnilKaoBnbOf0IF0rtlQK75Y1vSZPrSx4N6CP7itfQk0GCGT598jLJLaMZzT61gSnmVAU7gGmI4QeqgP9tE1E1dGGZBkimePrcog4w9i9kr39/v3NcnORmb5Hy7urcw7xxIWLyGH6i3GS6PWV/XDIZc8MvN2+KYdr9aJEqjoxcYsEGBnKM3zjIWM3Oxw+zz8V3kN+b+vKNeVkNGJQBRIiMcaTPTt29qAjTdWr5nnN9+4T3EEXE+AZPlF/Yfu+CdodETotwPw7B4QIAmuJQzMSuhApvW4qQcMoloujAhGZK+9qPJZnIECRExGfDUVbuxh9D1PNrS9mkq66rKF4GbTUzS8Rr58r10ITnkmQxmAo6yhxZIiL+74w50764LnOcQKk8Ehs82DNTHV739a62D5mb7WFSESmFSFPiO5Y7TDnbIOXkv15eqbFKzpw9z3TuCJHfbxnH3y8vl7OL04YfpF/436CpCSeP9kHDtE23KScjwFQsOxE/ifaRd3BjHS9qUk6/s2//7t6U5dYxdzJGifwDWaRl6c5QONwJfMzP2TViU3GVM2rD3V6sQ53EKqrY1C1pWYReglz428Lg7azqemF1uqQHliytGxS+g2vy/3T43L35XG5X5nEPgRHY3W6Szebh76sO0w6Qjojo3dkVCqTQA0Yi/zIzQRTjLJLp7+7ZvUcUmZT6Rfe3t8vXx40EnmI5yjmEpMpSqoaIha2lZXJMIUlgQbGr3rOdcHuesrC8FsSkT8HQicQNQtF2wm7eevLD+w0ByDVH4enddDmAjNEnlaKSTCOT03OJkvOtA8StK3HtM9MtwTHbUuVaUtovSfvrVGjB7NzZbW39DkPXGY/0opkiFaVBZQFzX2lepuBImOdmHtsdT8V1bDEIBI1UEzmzueM/K6QHms21YUPr3DcZr4xemfjj6xHnkGJiZCLYlxzdrK8f/9OpIPepH0mXa1ynbUdLWqR4GawcgQgvab2EhOU0qtX0G8QlC015EjlT0OS5MAlEFbvOBG11TkjFmBlHi4vSKpkSY8eFESgyelMTgPGxtghBCmJYMPYj2FO3uGaaB2EZ5EhACfGkYxlPD9ars/PIKTFa56ePFauanO1Zp3B51BahMg7c3f8zb3xPFOH1Te/2FpOJIMbOsPeDYQ4M15LhHS99dCHd9BJbPERrj3soH7TDstzGaMYEjTiwUbIsZKrKVClLUDyRQ04YAgfMptzJ+E/RB0glcF3OFXUIA2rHLJfs9kw+rPh5TTZ8pB1fwy6N3vXNatF7NZ3nTWS9lANj7DgNI5RURZN4bpCOITEOnMCbAMNwon+lRGGZZKjBdfEwvCz9ccOF33+ja9Wz95rrrFbMG0Bkq6RLG1620DM3BtDQI45JyBrlqcyMPj2M/zMTM9itnrnK6cdGf5B/vf5y/fL2ckZqVxQm7QDry+vRChJmgI9RxZ7tzw9VXZax8a5TmVcFySgX77cri6SIEj/y/8dElZmrz7zMNMnxvMUcpkP8+w02bvBR3il/VBkKhvOngPt7v6+pKD2SjjpFYdjEvD6tE2JaN8xWUrOvmQW+cVw6eeX5cuXLxxIgRCi/UsP4/ryhgeabOXzl/vl8flt+XJ3z/FDMMthNtIcDmMp8vDp+kKpptOL54XZy2J0VKDB0T0nYCWrDyGkfXB8RFt5rCy7wrWTTNxGn1z2ZfrHge9S/XHwvr5BIkPSxME3EFWIIXpLJ/EYJywCK6Pg/LmpKDXbQJ1KhuVAtlSJrW7ybvCqLvt4R6pzFQ+rciN3JCiEKJTNH67EkH+mtyszlrKChZqACQGvEHxYoTImu3k7rlHMOvu7s40L2eSjpsInCODyU01le9kOmhgZUu9viBz8nD6TOjcRV3tAAw5UTzhyken5bkMXNEMYRq/GFkLaMykoayZoEKRD1oNrWvhdNjp7gszfinGqXqFK4enj44Plw7vr5eLinOeWd3z/EM/nU7LztddN/8/+tLOQDcBIzFKZJZhnfXYqEWGq65V+fPkBYyc7/cp1idakQya5EU18yv4bd4Gn9QvVLR0NfDfqHlYSZe4/a4BEvYRFDGOaIE4ANQBNkn20XF1dsFozI/Xr9zfLL3/+NQlJnlFieiplvNBxizNpRq+8+k3LmciaVyDoNbOPaCN6oI0ueZPEtIfYYez5xHxPYgr7rcnhaIXz90PAaWuSP3PgVHmgXeGyPKb90iSYtZwEgcTPgxW5yyRJrUjzzDgku0+8blG+l7e0o3YymNFa42Dle1BBMMY67KamoA5LGW4IffpJMqU4bzKvHkomoZ7Xaw+4rR+aPngCECwrM7JIyR5J3PTAk9QVNQAxovtQmWnIhq8QlUTMqpBpGyf7Rclk3/2qZqjMsuNoLXNaRCVJfpVMNSiX288kI2cMiA8kz2nfKLOlKICYulndjr4a695KMqjFgI+VC0UNcX15vpydHSvDZEZBrGRflrunaKPvWLfOp19o01xeni8nZ5kkqC0zdJ7uEX9/Wg7+17+KFWX1ZZ0JnIfGOELw9Bcq1GQyK2QxcAA9gEw1ShZspp6ddPvlbh0k7eknO1TrL6GW8zN7YWSX2BMGkrr037umsthuP38iAcr35IC+ODtf7fjCLP70+W65fzA7Y1YvizT9BmHLfC/SnUKUkgCnb+3iY6wXYxSVI63exsnI1x53mZeVGoHgdrHQx+oc48f0poHutQXMYZhDN197f/e4BAajUmeAt3NaUzmkCg68HiG3jNghpw0M94ZDWHoLVLBlS6cieKYysprlmjAh2ZiUfpZyiumXUinApvT7JqteHYTqF9sPtbKAyFBXscPYkV6oEwf58JpXkgxSjXGgEs6bqt7Zyr4DgzxhmuqGwdwhp6XCozKYyTUGtNHLegCP9vWHPa65VpKWHuhs9B46uUaq9srlzIOVww1yA1REfzmHbN3BCtdxKKUtsyMMTqXBuMJONk/1Sy/saFk+vLtqr8mAo3uPcrDcp+v1UHek7IdyKjgou7fQUbYa4R6HgNbnOGuAAqhwevr61hnyOTiiGmxJUvq9rIuSb0wiRKtsVRTizOGMFtr9TisEGZ5wugdOdduVUa2kn9fs35iQnC3nxyGzXC5fvb+C1HKWGePLy5JpMmnjUI0Gno/hRu1fWS0j1en69oDw7wf29B2LSI1Wftb3uNn5PIKqvC73jxmGoZnH7BMP/5m+ZeKZ6n320JAmYbSWNAXKuNeO0klwmsKgMIOcZf3IIdjmBg9yNGtUx68mVa004U52j4OWuXDtW5YwBZcdlUqn7ZCQWFFa+W7+zPwZWZ1cnkEKc10qDuL10MS75FyeZU1rcFkmtuegEvLOfsHOuFU4bcNKHkn0SnDKga3iQKbxPDs0/4B4IT7NDc64S+U9rvM6u3UeAUkEoazuX7vCg5jYg59EY5ASviaIr7PMVyMQ2Y60LbVejYeCA0CyXsN+DgktKEzQHr6aVszh8v79exPy3ZAZC1ZnndNaGz15ntuf/fXfv/ngzQhmzNMpTXQnPJxkg8Ad0AaR9V5P4lQHPsDEj3yPh2po6qGLewjuTcQdwJ1KIyX+DFVOOX51ea5sJQsggeNgoZeUlzTVMXNyk3m+vCzff/q8vL5FAvS0MtCUDHjAYTW3q/qEYvxlIJfWn9/RJ9ZRJK5ZSg2Grl4cv1B7dLa1TDao04eNVjmHrwdwZFK4YDF/0iomLPFYaY42ePSJM14u/agkEDPlZyDvBOxs2FTRXPtIc6iGXJTmOa0Y6tlszJr+p/66NoydWbsG4H4NVXN7UbYhEgCSgJkBI2J/dSoSzywDNGaQdoc6yDqkBs0RUN/c7ToIXiVAkSiESNH3lAwfW0OGl3vdSpDUZqYWM2gNja8vswF47nVGDXKwjXvZao6wOa3lu6cy5ghugILQQiBzfuoQoo472HvujyBTdAAb1yat+ax8X1o2gV4D4wRFGobtBJx9f9/CRh4DvfYjVQO61q20xXIAXMjYHdbwhr77iYMz7HluaAdzkdO9Sn+dFvBmJGGDyQOLA+hQNCSPP1A0kq8G76yZZP/Zt+PKRR86S6oSPyriqYACIVevPpV6ku7r6/Plm+vL5Wc//Xp5d55DWWJZVk0C2lNkHYfH1eGXDJV/i9nLJJlJoroPDklcUpGlkk51InnH0ymMVT971gJkmfgIoMN2QMtwFFAlVJ2Qb8/fm4ht8P1YvuKL3Oob3EQ82WHyHMAbo3fMHRK8gPebMFPRrhLK9kAC7QtBrhUZFThKhB7aWNS2Byxzr1afvscVZsaJKVIZTTJ4JCCc/vfqfrge7LZDIj1LLE4h4RoYhvk25GGMNHIAj+RvmPNZfzM6dmUs1xsAhy6WsOQkYmhZymuxUFRujWE6+HifZO3uC+9bExIZF0NgtJAZN0GUVmXCSwyrZJAExfNJeWM9y/kRU2DWyWpiRAvJQQWen9+Wr7567/6H7X+63D/e6Xcw8RokoZJNClinYB3873/9a/LbXNsR4uTABhkR9rqcxwg9UqNUnZzgHorDoWRTvb1VSmHWM0PPpfkr45kFQZBjSDL1PaSukSZlkZ8dHy2XFxJ86JW0p5fvysagksyFU20+L59vv7BZITolIwyLt6bruFj9WAu8yqxqHzdzYbEb1OcTnXOrH408JMEQ4Fa5hbDVBHxgxGZV6MMeUtUuax/Y+1HriZsR0qOOOOP3WlXS9H9cUtnP4TNVtgszwULXrTWTq/XZLNypaPdV73wG7jGr9MjMlqpif4DVe3gChMRq0mAkJ1SqgV4ZvSfxSIu7cAP8WghrqTA7/DybA70zYw83F60htsE87ZCMSY5m4839zPNI8NpXbqytdWhA+0KtRua+5t3N922H7SYpWXWbbDLda3LYOIKwDkOFnF3Pwk1OBRNqHkg6PIaslfQ4M7yErTw99CYqgSYh6e3MXdjQST7K7p4KOVyIrElsJxlh53WnZeIoyBCc4qwlcpW9Fxh11p1VqYmp+XBnKnfqEXN0sdAMD2JzQ3LGtGvNexO54tBBF1xIlGHl9kzn13hV87n9S6vSt+Wr99fLH//ym+Xt+Wn5T37+9XJ+WoP6QnjZO2nT5PeJH4mwJqBWPqIm2nNi8rODgfdoB2YudbGahAe1BNf8DJcksIMoVXX3z29axvbzCfDT4Zmcr8x60SgRvNlnrN0STHctzo499SBLkB4+R1pJog67zyh72H2g5Mreq4ZFeSep0IYQyxssfJqvRZfedTJ7aZNpYcvRQ9q4NvHMe9iSlkml5zNWSJuetonTIEoewsYpJFF1ymJAxbow1v9qMjA63a3ltOqsW7WyX+egnuQOgp7JuUlFSVowmUdSW98J+3EtMDfi1iTSPHcKqaIW5G2SkrFdxVt85oPbTsuAl4knl5cXqiVI1r1Xh6iYvD7FfpfBHEF05owqqvZv/5/foAO24RYdnC/m/CSN8mW5PL9Y4U2gpnmp7X1dX5z5aPtcY15xGd/WZlh/+7e/sz9DH8keyfHhlrEBW6QfEGOOk2V5d32zbuKtQW9eFQu0aAIDEaXqDQwQaC2BfXqn6VkEupq5ugqu/UgPdbM/bMy6SGASD5MwcPrIosYn91h246AEa1ZW8hMD418TgLqBI0VKhn0fv2qhrAlN0QubGVulw4ZOP6DweT47MqvpEVixmrpo1O7hhvl7CAsVzU6ywY2OIUkF+x5SjuXKATwDqMkOJ6BMZbH2jDyYDWaBV+zP59ckRun5DEErGySLYAxb1FoLPfO8+dkdMlG5Wz5rr1+ea59+tgf/D8le+6SBjHUl+xkhJymcXu8Eh3117AFaJGcGpPNn/WezRvL8o91LhZmfIdFkyFfztTu2P/vhmFmrQSvCqj8NUhCr1RJUWG+8Hyt/5Gjj6dxKnwyefptoyEDbei7b48O6NQjE0cHy7vpSKU8O6VqN3t1lX6R6U6eJ4QvVgAoT2btjZQoFi2qXFsPJsX3wSTBbSeeysSQcrTMDSgAuRWSaNG57rPIe+sB+diRGYTt/9fFm+flXN8tTGKZvL8uvfv4N6Er8xmPykHV+F3vX5QRFgbaDhfHWZ+L+mYNPxvOgPRujmMddxMtRhJp0OMzlmTZRyJIa4vg+IJG10syzilyOvnwRIvn/WwLOs1plSVtSZ/+4bZ4e4I71HNmd+4nKeVQCtUqcvuyQinL/uATSOkmMzv6vg5ezJXe63SRTNXpp0TOtoX2SNDFapG/2jslQEhwO/rZ9RHftL7teUqg1YahU1Hex55nM0TD2eCa33ttu71baNWMJZ08PyZcoQIFUx70ZHFTYWfi4Om2IiQ7VmIo/f5aR7UxfBlAMaXXHjsaidz3gpzdua9IYoNOWPeCFsZfMqe4s5fEcp555S5H4QJ94PnPlI7X1xCP9P//md295qbjTnJ4vDw93HsDnJ8tZJALn56uDVB7aZOzJpj7cXO/P3t7SPPTdOVqawLfff1k+3d6VuGImnmCVnlmq34vLsM3Muay5ukBhNwcuUgCdzZks/z5zdSFdOamIbDS4/JN+ywPhrldSWcjar2vjPi93DmBYfZUcGKhb/TC1x4Z8/j8BK7/UctpJC/POTe2wiAxXz7UQqLqQyVg7fYnvZV7w9IF13AkZKwtlZFVTzea6NZ4fkftm6cYBPFBypwi5ZzZnsI3tOH2yWqqUZRuSj3wc4XcCMsSrpIZbdUNPJGMkx1Uq8Far47F51GLXymts1PdMba4rCzqJh2FI56a2OXi2Dg9utq6kwAssIgFip4HK2u/rM5jPrw3SOkzABHLL3H1GWzAYlCO/pxrkz2WocgDn+7Hj3Jnt1zA+pCpMDU6Ol/OTEBcD02eIw0B+m20drN8xYuHw9cAifLVq02liC2ggTDzzJDoLzkRhFKcat+/XpC4tD5Kf7IUavYzBSwM9PhNobesOJ+ew8LOfT68vAbcyQ/kRwqeA2Ouwg+EQ/NBikISVNk++72D5Ooznzkr+R7/66XIK3O0M7w/XF8vhad25crg8PpK8Zv/oTBYuhXscuJ6EbuMVKCg5gN2spWn60rv13QMT9UE92U0A0y67K8vcOJK214zQ5NDOfSZJbntk4knWL/FrN/AETT+1TImD7C3f2bS7OFTlRG1kwR7i478PkWxti3hvcSPzfK6V5Yz5FCxFhiScu+tzlvm+v8YtLujqxeS5WpBqqBP3M0c1Mc+mHJxhasOBwDq4VTRZdqVzLXTmZzQF4WXxHjvoZQ7hdnV/0D8nWcbYo45vde1ybxoT9B141slvZ587RdJaCNQMx5hv6nTSFtMQVQchS4v19CKGGdkXYYBbSZ8yv9p9nNgbhAsksLyirLJwe1xbRQBRwLj3BmGYQTs5t/LZFIcvb69vt18ekMgEmrl/uuelJIAE3sKzNV2VSnEIkG9vy/vrGGuYRxjOrLy2rGpyjF3fdVmWX//m97Hhx1s0n3N1ecGhlQM4jlQuPOrltfpZCUs5fOo4otBZcXcq3kwcIoChOQ0hK72kELzctAYDIfJV3A65QpZeflwSAfrEzf6HLNE0QAi+cO1aEQVKrIRKqUimH1mRR5b08BA48LEG6sKWM1CBKrfXrWzDBMdiwq/l74EkT7DVS7KUSnsOfweNlbrfDTnEN6BCa89CTGMusH9PPXxgDIbkwxwf7tNK98e+re0dkbX66bpIjS1pgwqExJ1fLn3q2nNlM8C2ju2kUOxASaO5dHN0vvPO43gs3nL/VFs9IIGQat5A1TvTjco+XL+e6jbEO6Uz0ytjhBu3ZjAa0k3WTloyEzAgz5SUNYMUVj1w2isI/6dSlO2aXrDZvQftwJa5fsk/Qq75ueO/zEauh3WidQ6qcrsKPx/DzGT2bYlwa6LJoJQyiStHe0Vz7m6dqjuHzwQvk82dvAztcPtt/eCQTM7OT+3B8agk4eiHm6qpo/R2rmNUXlTPJ8v15dny/uZmub29XY4P35Zf/eyr5afffFxeoh9m4pYw93w+ED2kR/cVcDJyvULo9d4deRX7vBX5ZmjixdLmyGF7r2Pd2D8mcM7PGflb9uTsvU3ON+qBHvpJ2l/f0LLu9wgtosa2MauoRmxFUOZwWodcdOrZHB48M7xqqt32pC6ntL3hEovEe9XCO5lJUpa8q+yzGaGY5NGkenq6w8Bb7SH7b8bfMXyphzz8ALJi9/vhOJy5FEYNI8owHJrOji6/wCPCts2QorbqcHMznCSYa5jEfwoJYq3rVLcuve0l+PZa2ipMi2wGIohyRg4Y5UFMnKxMIxtkUM1Jpm+1vcWtK3U0LoThPR7mIkpyL+RSJOna83qyvii4StSd4kiybc4GExiSqtdQsGL3dp+JPdoUIrCvSxGwQogy4za0LMv52bnuOoVg/a/0JyORsYc00oxkAYFUT49PgcxyQ7/+7R+aDSpKjrwIy0oGv0/m51mXBT09WI0H1PrCLn7WlCMvAeuvjCeElakUCcZxNcRZdlLrkgAAIABJREFU0cKTzcoLNcjgdvHyb+0BMqGl7k8Okce7pD1w+44h1hiH6nMTiUkO/pfX5ctdPKuTTSdpUGIk9NzMnUCy0dLJlsr4nL7XGighi+iMxLQkSGrJ0DpNp9rn6dUy9KCD0XuUr31emJuFZCBvYebRcX6vJidCse2tFF7SOzZrpnKjGkBk8WYRW51th7IcEqvTPLmBmodEMxaSecckJVR/Jl3TqxpmrRvXKqBgw1rZDzOaTb8CSx40tB52yIDPwgkqJHgdcZakgyAymslWmfS7StKzMAgb8qx6YJNTDmx+l8BxlOCgpgaY7uryUgJW2i4rScRgw0atGUaQD60lp6oTIm4s0Hmufc6s6ZAGLy9Ol6uLM4c6VAYG0auEpRCNUq3HsMbpOn6ifdGRylR7WucojV3s52N0D+Rdt6C3F5QLCVaQepiJnEMzjH+tYqetMWd0KofYS+ZnhrTHM8XG9gRWaSrf7MErfAaOluvL7KmZiduEoYTP0V3ikQ5hbe8QFxhexrbv097smmAdHHD4JkYkYErWsbDIotozn/OmEstAp5ARZT8k0dmIWMz37pocC0iS/8gM66XAuq40bxIc3ZYkfwbu53rby4y5Bn7NiUZBlDoYAR03XsPpp7uuQcW6pJyX6zHor1pmznpjjKCug/iPz1jDspLtdbblRG/1GUKbsiXSBX72jOw0qRqETCWCs+Ntl4nQzc8ysXWHWSXn8JkYI2Al6ml/33bjJgnqRL7qg9U8KzECHk9hWKtTHBrxnLDafX99unz98bqcFdsM8E4Ojpbvvr8teVDIfdYJv9fBUL6Mks482VVaSCvqFVMdNcRRosSQQ3vTFIS0XSmgLHCeUL+Ui7Gk0Gyhwunrj7F32AeebULQzAONXmms+6phi7vPgMXZjCExbEYA2WA6ZuWAJJijEzvk8P7N775dKf+BbfOSk8lfn19UDF+dWxeQ7F4XKv0bWMZv9VZ+hpyhzWMIYQYWKmCqRXs9+0HUEGJWXF/zcAItm1J2Hezs3SwONlCuZ6ZCYa69kTNwTmp1kd7Mp89fpKqnX/3yutw93OtFRX/CzQ/rN3AzjDj7MJK0JBcI9ytLyaGMiXigRKqB5yWIMbyXkjLsq4y0yJ/14x7pHs4GKqvgNtpPqzO38Gw8WZu1OOw/zmdMXwl2dPq/UzHVojCfM0kEh3B6djFdyAbFmcze1RxCLvORSphFk0mm73Kihdt/7H4GXksQSOLFYTgbvod3Nix98IGoiwxw6DbZmCw+SWDP0HVY9zGaYAP79LtpVZQBOjppkQO2KwdwDqCMLnMYfWHm3ofv12DkezaLHxi6KlorSEhWM5xCdCKH1fXVpXBnbZswq2EAQPaKCEjaNFOZON1HtIvcFMRlqx7WAwCZqvSpJM5Ij2Kmk4o+vXHYwdpyYjgTPsOuBztVUJ4FBgmF/2YgRf4+6Bd78fBg+aOff7O8uzrlkM4hBlQ5dqvDBaj5gnMoTGBMaj3uqYxXsxb3wX69f4mtbO0x8YGuy5gWgioeaPGUyAlR7tkgb+9yBh8kWXJv5vMhRyXpWe1EN+Ip7anOut1L/fL1R0lIgLdtc+GcVNh5rSKn5x1TohpQ8IJBPUwKZxw2xLfRyjfRJK6MFrlrf5Jr93ljUZULrrntF+2QIVUxNG2zf50+7sbVKaxeSVouk3dDK0sjzeEabPepH8JU7DW9KwrKqWfvl42h9astiep461ie5AKb0/Oj5Ve//MmSyUOpUpOyIDl7TAx9aJvncPl8ewdCmbUL/N5hLNkTuKQ1lhrjZupc26b4ldt+wC4TX3bXYmI7LnDlRxDjmYuuJFXUMJ/nZKyDt7exJDcPmSxZKNkbYM5ocq+ZVFQedJb9I5tF4gJZz/LGsOKEwN/94Q8A+QS0nMHHUrR//+3nVfuVvlms+YbKHl9YBN7RwVUsPYQEN9MhB1ssv3gnZQfnelPxSnzSSSl9WO9j09ZOX3OgBaHpIRuxROxBZ2Od6Ne7rwazoF0s9iGg00RnnGk5DViBkgOPp0LP7zEUkdmcw9feH9kQUgJV7wNB0yM+OFoeX56q+7Win0Uu2SxvJlWNxKx1I2QBhB4yTbtC1WP3BrGk/bzc0ywMU4382zFWluMoxbxeIK5lOaohvX0UN24OHcggWEFafwq1GpQS2Kaim01DFl8iDBV9FjDZskQJ33Gt/fxBhdICgenfbe+yYXfK3h8wPjeXrwkwBGjQD3uYkkU23TLrJCMFU5VgHmNQrLkeqJAjzDza+Z1KR1vBkT4R1OkdB5o/cfpc3IkK765yur1Eivmmwua8ifbkeNJ5XvTXATzWiS+pui7OjqiwCWbZvYz3NPMevTnrtSoCDqskeSR9eqRbBXoA86z6ThN4qUjSWjhJS2oz38hakaAmOzXPKwHoqZpIq72alLAOnPQUSHAO1oT5VMYjwfkv/+Q/Wz5cWt0hcXp+xjtawxATSZQFaTsVftXv3fU/DGCTTqFq4kNzCyqf9ud4Wqy51+Uu7TcqHt9TAjITbEJig3QaFCc9uzqOtZ1F3GhpNMkySoxez/T9qIBrhcgz7qFNqwtCWz/3R4TCGEkMsXv2Ny2X1Ugn29xeafZWfnbcpajom1zaLkuQryczLfaWzZBTmxiVaLgqDqj05bv4y7UwPBatNJviroqVErJ2cq+pRLE4Jr4UaarBzJbQxFglcsQYNllwGAdmTKDXIvol4oKlJ/aTb8svfvIRtU5krMPSHkvjxNMv954D4Q45bS7nVqrbMOstLinW5n3X5EfEI8WR5kgkk8yvV9uv69kM/xjtuI6H8jlcl6w9UNtYiMY0pvvN2dxe0biMbAFg9Jz1if4HkxktvTDL+HLrK48Y/OgQobIsZF+8RKY0sTOU4ZJPSqX3fWCAemJGLzlsUfVnal9XqAF4KVrbTUs7TW/gT2bkltkIWzhQQNnEsDQ9SFKt54HPqDMYnM08pxk/RAEmyHQNrjgBg6oLsEEGmEHXbq6sWbS8Ty/LbSYkPb0un++/LNpnyy5U/2sGN5ORzJ6W6oTNugOBrcFyFXMLXYMG1BEHGz4WStnl1SZy6TOQQOIrlct052dAoXcje9DxeYFV/F4O6k42mkAwhxAwSkeakdjM0IKVfb1tXhKOHnhI1YBNPawYZRaXp2JpJoHCUQNNccj0gPEwrStBAgAaxy1Z8gBwc6xVJde59axtG2z9wTmAlKLZL9QMofK6zozeE2mE6CQp4U02pIx8LVW0VbzTZtQdSmo04TLQCwcHOhuCI4FrJwcD0u5wBqQ8RZNu4qVc+Ut+HtUoPaaQ+nQx2paq/AIY0cj24hr37JpYPZc3d6C8CyreyBBLOvt4cyUTNy2ZBmD77u4I6RHKhaYPnt5vPAES6BIUSWYh3z2SjGfN5Peb86PlT/7oJzqMrTB42SU1rHH+t1WGGti6YNVpbdZniJq5ftswdcFq/AqrWtKthM2cV7leTXPkk6wSKlo9jteUa+F9DrlTVm16yEHjTNrn0FljSQc6wIge32T01VogwrNonxF4ukTSkcLxeU0O1kSr0kE62SW5+Z71CJc7JFFL5E/FRBKOcBSc0DRSpJEi2seP/tqf2WDGXtSrGqSIJF44G77CTDRrYp4DcCvpeh2wpq3OE0/R5M7eRqEhr2KrqHvst/0jKO1gkvy81L83N+e0L7JPTk9NCEA6+6wsmlTOqMfdkVFRzjg4IUmoYymX5eXRChv/8saa/FxzmsSrILVnJWBu79ORjEpNB5HJmmIdkdQ5SCJnXvYvg1fi+co67wHcVMdDdYXwCINr9bXvMexQfdxk7u9jKt+s8R+w0qwW6SWdnCxXV5fWma/Lcvf4RIXoQpI4IIz4wmKJjlL9ub7Kml7nNIuRfazAHnvzae6frlZrs6mQGDQDXRl+yX6oYNVwYgn2H/GAZo3QkxnqvBt6tTKre8qQ88axy2t8We5TjRcWZ5oH0LH9gPmldZmVCcJxyFgdwdgeYfrbGJMAceukNSxaMYrKn2yAsXlWKK5wthlZ+rWda8ohqX5VX10PrBkhqMTbA+rHz2b+jpZF9YQGnhkO4XOivwsZStu99Lim1+LRLDoBU3onVTKw7mdHF4oachWDfcyK59oGyp2EyQrfCpygRjuus1Ar4ZoMf6D0/SGcO6dqrdctbF0qVQlReJoMGoBOcKsih61Mhj6D2wN1pZIMaafBPqxa+9pe1yQL+7pjJEdTkRxhl5pAkHm6V25iEmH7WAlCWfvxpx3HsbHjFHrWnB64ldaMz2aTj5TvQPBLRfK2XByfUAVfnp8s7zMZJhNxQl4hibEfS7W4aGaT+wmBM5BgnlEsY+/uQ5irKQTksqMlk7FAVw4Pl68+XC3/6Bcfl8gaExQHTSOhXQeaJDg6J3v1fG+Ot3mHl7BFLrrB01P5vAQuT++mBzKQY5L6QJRPrsM5wOGa7GRi7D+jbLPtmv2P3S0tk7ZJmKt7rEpjhs90xF4gYQ+TeY5Ki+a9C19aca1tPeaZb/IqWQwSG+lDVnZDUreOlzWJxlWq78rBGBIgeWZNZlciLSRMe9cgn/Rkm8eZYa2xK4ctyMG0hgRpZHIMh6SwPYMaqLSL1mTlx2ER2WcKqAPPgRCAz86Wy/guv7w4OvPwAJLuhgbJgdBXwIpU06MHDU4g2m6tneFekOzGIOlVPwbOkMrRfLbe3kjKZD2rEiAW1ms9DyAxINfm5CPPjyQSD0+ptsdZzfoniBQFVpnxvN8gvfgpvD5XB9zG/mDWIVyc5kAzSA4MsabUvIZhyi3Ld999x2HD6DuqYbP7yTxiRp13kosQwjB7Ojk+X777/Bmiij7Sbw4ABwH3M/K9+dQx4pjNk6Y3f0cGbqKQh5V+IQdlD7MnHoovieqoixf4rQYQczDke5zEYxVKhi9n0k3TBv+I6Nnk40Sz9jzjXR2R/xO9h/zzuHtxIKN1bCVbnSGSlDTys79DKGMKk5Xyy3Mq6sBgHtQcpl30yc61MHRjmHk5uiwH26RQ6/ZmGHWz7sJh/Ixd7wzmOy8rwWQOYbWHyebY4B1aYOUjnDWHHdAth151xtjK1Rq0qylwrmb0Bg8Y2JzSZWVPYGDaS4J35pbaFuFAHfOD+sNqv5l/qxRjxE3NtMfTlwBZSchUK6wJL34LHJ34wwGKBKQ2nNgCeiXOUlW3S2+n06X4ewKZz5keaDZ32hSVdok7tfcLbBmo0nsbln7eXciJrs1phWjiQP/34nLt8fKjGvQif3OYibwCZlRTFYbXIdKBsU5JgSS8JFudiFbpHfszXIejQ/S7l1cXy8354fLx5tKkDRAiFW8IhNkfgQXTH0vf+IiZv5kg813sYu+flp99vFkuL06W3/7hE+s8raTffXvPpKhvPt4s33y4Xq4vTwhOtDOorg0zL7FoxbZV5+MV2egQixUVWSvetW5aYfbsieen2rIWm3ZfuifDs7BlMjwLZX+zxjurYf3ZtJTCqB3j8jmaGBiT8ZClFxUWn9hB9dk2B9OTundDfCXe6BZqetoTwRaFQVuk0QlRJLdtp7AWQZpKOCVGFK1LBGOQuHakehxF2yy7HDVBm8mpnOGpTHLf+2KfJBHYMY4HDXOanmSwEWvyb50ZfnRwspyfaUWqk5VfH88I9l5VF6x1lFSbm1d5uW0ZHSxnZxfIZalU1/hjZQ+eU+OkPFt4CcT8t+UZZ7YUbUFGNXBK/SmJMXGniMTYuJYThcFTkx9j3eZwBcciCSNsaHXp8KGKDMEnCOzccyYJkmQ42x4Hr6+vb04B2Soe9acbVGv/rqnmujQoV9e/zSL89N0nyvoRoK/rseP99Fx28EA+fwJVMrTvvv/MRUejlZdPVlEdLqzBZlXTM8xii5xhiFKRJc2hhDMOX2/fiAqzLEK0sBAXJEfMAayrXBm+YPcCToTao/qTlqFIcG1Q1GatJtytGJVOOIAh80qVFrmgUg0kSyKrQtLW2cDtOTm+cMuY8r0JDANbkoVX/uNGSRVjwAclAIZxIshrNJSh4g9UlB5dR+nphmSZmgOFipIZsx5GViGpctwsA3UGgiT5mAk7HHiuHw7ePnugmJrMj//0dlgfLCeBFYHdQ2KQ2j/2oKukCDj8BJmKPcRUj8JFs14djCBjN2mERguDMGwtBDPi/Jxkq5pqhEhDH2wCXT8XA/mXJ0eb0avM883/dLIYlupk82TMRfsZi9ZnwES/Ay1X6fNnlFm1RMiEeI5O/PF+sicik3ha5VVp25yfnuMYN3KnfN67y5Pl8jKTqg6XT59uVS4QcI/UJKYELkKB1WnWf6RIhS/xEi5j+LEDRwhUrdjhTcYcJ/Dz8ra8f3e1nJ2eLB+ujpdv3t/Qfxy3NGDh7hUlZbSjl5998345PT5Y7r7c03oa722TXAPW//vr74EAE5xDxPzp11/hC50JZbZYtUNN7y974z7ky/rqen8WCBLZtFnNETMaZkh9QO51m4MiYcKoBaUe3PTNM+GthjKPIGczmcseN9yLHtyDDuXNDYQ5a3KV+Yz1Ym20GHDRpNPsZYh5eh3Hunf26rT3hm8ydacgjiQsKjLw5tSs0bdmmtCGHBnrthbiOk+469V+OXOFSqDrfmnVhnIE8KlkyCb9U6zMM2BKGJOfKmWLhXFIULnE55fl3c07naKOyxUJ8RZkbIBuOUJjrJPkMNXnkBZ9r8LpG8Q/s9+Log2BkSq1mmMqctcR7TzMjkLGSuw9XO4e742ZGDQxemU5rBETLZ3GSL+GtG+VwE3FrDdBnf4yM74oXc4AuAXwEzYbSgYPZU1Pm+Dp6aGs/U7RkQbdH/68nJ1lgssYAqx52coAJN8h4Oi7nEZ3cHfYf1MZBcQlabD6BO6qpSWl/Onx8tvff199VCrBMa5wggWEqVUaI4RixXSIiD43ELgRI4ce9vwsdG2J2WE2DmlgSzRmHCB9nxKkyJWwDYxOVALMPNQxMrd3JQwc/fGMwaKvR6YTiKym9Px3RhMqQcr1Rp40pvXDdB7rTODmHsDYmdF/mfFsCR5m5eav9rE8XMomTEVNvzvv8wl4ylkr6nzD3nMQeZ9HkwbeeRKS9IlOnI1MBV0TjjlU6M5Xq+m6sBp20bwiw8HJKfBVCU9sRDLkZNmiKSNRmh6rPeGNUDaYC3DZeNiSHft856CA0FV/aLSeJA5WyP+grcBGnGaliZkMVkG2gZe5JowGhJW0ozuRhAizuYSx6kuFn9auWclbNV9YMfFWxOQzTjoaSYgkI/v4OB1h2ShBJ/vk4qxmG9gxxpXsCALWN199TcD+/vP3WE9Odm6AFAECBcrvWX9yoNrDlBQgAcshD+zX3pMkshlIoU1tEpJ//KufLB+vL3ifusyZ4KXizbpg7z4/Ll9/uERzybwKiRHOQ+3oN9AndL6vSBS///yZ4Hf38MiwhquLcwhxScjps0Yq+RiEyNaCHtRihsPPmAMwqMqgTtl0emF3slbtadMSS4I8+x2GfltSgSUDS0fBMb9m0tN0R41hEg3VQltQMOMbhzqTaxAPMrFNPuQEs1aMQ6qaA7VQM/G0fWPUpu0EUgknwWTsZRLk+O0rFV0JXTXT8DBPH7Je/TXVYK0Bq9b0IO2ozlJWajMyo7rngZQkFludcu1liJH0YVyRFZ0kwKE6kasFVg4xbEWswh/I9zIyMcMtRHWICwNjM7yiwxeKYhF/sbbNbcvGnwJpWk/Ay7QohddXv+tW12u//z5zA+zbQ8DCXMcpVO5DHbNM0J9WC9JVZodiRacxptqV3KdsbYjBok7sZ6jgQyQ0OeReB2G8f7zjcY9fbBaaesOZ8yh56ofQ8wY7slDIZlqVTNW4SPWO/Carh4XYLkcWRCobdKOZknJ+thydnCy/+fvf6yZy0Eb1aDYDV7chjxEF8EQ22dtyd3dvhViTAw6IkkKmUp05n5OpQMSqPSA9jE4/kX079yOMOlkX39sHnM9Nj8tZv/Y1Z25rvj6bN4cgmP+wJlu4fY6d5lOlU7XvQ7ccpy9gEQ++kK/oFcasIRUG81Fd/DDr2J2yZrPR5n8DzblRkm3Z65n3l8Wb8zlfN1Vtfra5rr+kDeXeta4M7QGnnfRa0sdtr2vdPGsF6WeajG4+rRMYleqgaOT5TCY9B9jA+rmXwI0zi3r9firsVpsDmcNOFBLyEJQ8lF9rb6oHyz7DJpWUirpqGifxzGWmmkiyAhmpFUzWbPq6jvnT3EEdrIFsXJ/WP/fwZX3Qg3eWttVaI+qY6rf/NGvWkXrqb6MSiO2n03/aRjmKzvGSdZhDOfNI7bdL/AipCxQi6yfrJuux2lnZ9+07l7U7VZtVtmtACZG+g1eZl31ysHxzc7780S9+Yk9fFBpU4vjotOPhhC6//vBuOTpKD9F3gRTq+REjjnFUIvkEOem4O4xVkiBaveceKpjEkvL5Jf1Zq7rIOKxQCAztYU8bbQKgk7omSbUlVaJTUSoq5HG0gxCXMXMh5jhRLZWSxpPLchefg7ZtSPJGS8w0KA9hEM9plrARnLbjvtjQm5CSmGLUvTuHzCTGtJWmUgXeL9LM5CNjAN8TBIn2zObbLfFvZhF3AItpqwcgbOPO2u0BpfGG0LZczhktOnpjv28jl5XcxrxlNcCJFVmnIUelqBo3r0jPRBedGpeKm/scUmV7q07F0+aR/fsWFNQDMc9pHfhA0rUpJQaBCzIOZyKVez3a9Y4ox6Uy0UETs5Y05GgCUa0z62qotiRRiekbDJ0ELV+TuI2ElOt3r1n12kaa/aE0dNa5oxB1/XlbDh6e7uWApFJ7DCW/Aa0ym2Q0BpsOJa9g2jAoMYiNXoLPGsXT4H58hAF5cnrKxQV6NV01AwrDUoan1UdkQ99/vmNhC9lpVXd6GgN4lrtOZGTfIVO8Lc8Z/xcP11XL+EN7xiGX1EiXhTCM3DEJh1WJVksoc2CFqbImKAJXFzbR7k7izRhQZJMBqx8dLg/3Mt+Anxn+LdzJsIaaAeABjYGIYwbz82aY+cgZgKATLDofNi91rCi9t7CU3dj57SkbUmOvMoFNXkaKxMKt9pDv4Vlutpep7hmMTv/DyTxLgsXohSeZ6qFnEJxgOEbnO2nUrrUBxNmKE4OUIVtNDdpeLJDTZK4zpQsWtAetM0atapRhFLWhQnbDTGHvIVwSRQlH1Lx9dnMQM/u6Y8SGiAa01nbDSG7gjqYyPGlyxsGvfGK+dp8w5EKA5iro35JCIWeJHXUw4rbts0VTHcY8vfb+OYzi9OAhJoY9nEr4XL5D9u06aYsjwLYN7EvMV+QPIIWoR/ckKSQe7duP3C3fnZ93UsLXWWYa31wuP/v6CukTB3v9y/OqdEODZi+CAtv1heEqmO2U2b3+nF1bKMhVgrEHWCfSgHxsiX8IUoEOJ/j58nVSY9rP9OjwuG48gHthb4Dko5yE9CjXlk4r/0GvMmUth5stLY+CQZyouMtxyd/na+ddExva5pjnqh2irRz7krKzIcDWEWoOG4FUCW15e0GuHBwvcVNUxgM0yAXQcStviHhN9pCgT7q9R7eI06JUHsD9qhyKreJZi00KqII9k01Cd05U8g3HuGNSexOj91eXDtSJU9ZKhhJJtJ7uWmfRWQ273Qdk7z7qs8g9Dvq27a+OrK3Mct5lvm4UMfk0qtJq7N2HJr1JfsPFiWmSrPpaAne8pLIhUdo8k6CTVS852vboCILtSNlE9XqGrAdgVUBrOrHdo5C6xd7B3d3tm5lUT/D0CQuvph+FETWZcCUEk71srxlSTw7bGNDPg4zfZV5cWJv0Wl8ynODez+ZFK8uY6jEP+v7hYfn+9gEGJxAiB3NsA/X9ZExaBnqfn9ezNRj+AYfd3fOjcIFNkxX2WHVcNTOnMk0DPNkSBB8D4LDd8uBXD1xm1HbgNIu9jMJOLyJTjy/vOpkmo9pyAOe7Duk5BOYI2USzd7OjHPaBgRMY7+/jeatmmAO0vSqCEQCBvWT3flxatk0/mR21VRiwcTLrM+OeONRLhtpNdMnPsK2yGVuQ0cVwoO47HoK5vU2gNuzCHGB5FxsxQabzDKmX7deK2RzFYfft4UzQWtdq/0PYSKicYOcXlszSgDDmIs34GUXXz7e3a6BxP7fyT5AJ9Z+v2yazEBSnZ5Z773oMeaMsFSve6Y1SITCcD4jfgyVrPBWI1zuowlbJSG6SqzBM6YHdaiGKLrVBlMAs5yLX5xQk+0ZMXUHCksNXZmiGP+QuExge0gLJ5ukgBq6T7N0ET+6FAS8w3MB0OBzlXacP1qDpPjtdPlye0Zu9Ok/f+Rj/91wXhEGQI5Nne98z1MSu4vlJiDeqH/J56n6F7xIDYBmXJT9r2frZVhcISfuIqAeQTnVE4lSca/+j/svDrQCS3Dy+WZMND5Bv4G1s/unZm4wnbCvHamYbllHAgMCJmgE/8jGRsWpU4z88ktoj7wx/2NP52UBZroWJgewR1m0Zy6te2B64JiP6IKvVlhzI7lw5KXJ3ZuLYxFp15DkQ0yMOolVVR1UTxpoqFxw+2SP8R0MjKu+bxMQe8HYvl5dXy81lDJrGdzluUULN2ZD7SUrTzKT90a2+jw+TkLAPkPP5bJw7n6o7ffsfttKGmElin0Oz3JmgGXpHl0tD4TSe+5mip2c6hyjx3/Nq3i+T60pipIXTKWKxGJ5RrbYA1bubiObRbInLxANRVP0geIN/99vfvjF2rVNOCFtqUJgCwgFD4Mxi8YDZfjW6AsUcQiNHOxiyQUkW8as1OG+91xwoUuPtHwfGC2SQavvb7z4tX2AQK72Jc0qqMmE7J3AkA88NpZ+aB4fv8pe79WAfLN9D1cEM9g7m0AmTsDrSDrPeE5+G5DA/0wNE2Ac4MlT2MQAAKosnb/rCVmk8+/rWYpn5mB6WjG48Zsu6/HL/6PzTTr7RvWsbBI6uGQhYSIT76ZzRgRdHkgSk3kUEKjG9tzoFZUExuxlIZirfjTQwvsjj5oUNJwEmzjclTVR3HqyYAAAgAElEQVTHmYQj16YPs2ekC6+JUyApYM9sLolFA9FYCSCgcGLLyI04Na1wh0RFZViyhql4+lDVKeIVXxibUWzbGMEQWgzoE4DNPueZ5VnEA5xRdrhLuV+YuAIZQztDHHJiRJOgtVb+Hp4jsaFXPFpcGMvag44MzOzDDNpMXqIURxJ9cn+GEsutLQC8zbVY0UXeEwaph1w4EZkeFILWWVm+UQnY25r7nE2PJjgszU5JmkDENRzEZSvkyNfl7OQQb2PHyOXPJ8vX766Wy7OD5Wdff7Uwtz3/hqzPhA20ZA6EqhfyKk/zWXjJW9mQTCTO0NrQxSrXR2VRZGQl9dRoI0RJq5sE0FOHriRRAv7z3VI0HyRoeuBBQkz1eJBr2yBetamup9Fbz7QpB7iYlKcqyv3kOboWPWR4hkO4KYIwLakc1CJBey2wFW1PjnIXfJ/yIWr5OfLHJnr8/VSDPWw5dKtbzntaj8oZMNC4OHtpr1WXE7GRl6ig5TSVM1AuSNUFnqlDXvRaBnYWXRqEUaey3NHNZSZyCYOHACX8bSJIgjHSpLRfQF9dXxRoadm9hqtS5QD93vGT3taOvJEewk049vuFpLMICslQeDc1OApEH27NJIsauCzLY6bpzdSrxdYDyhOY9hYesXGlOMlzRM1hojWtCNe2aIXvaZ8QaSoyiSQE5AabnDEUmX/1H379llgbC7hUlmb/BoM80lVuQ3Bx0Phk6LuTmAP47u5LGbFqifMD1qz3SNF9fuUAXg4yqB47kdXw4ejE+cCfv0Qza46U68jBHqLJ1x+/lhjCHFr7Rndf7pYnHvhmG0cAwobsUK0hmkVNGLA1m8OwLN0Eg8DEefB5WNj2HXXCDCSq6SNoNuLG3yrR3FN0aQmQBClOJUkYIWUkYH95uJdljEmHB3J8orGijH3Z4zOQVgKBDNW+oJKMuKZ8Ly5Gvb8E23qODjt3Dn4qmVprVuDTKr9OXpFkdCMOgWGFmeCX1Iksi61sYDbim4iEhgmdRMR7NXMPWSFkrmheEwDHdYrkp/0nzFcK2bK4SzYD7WYDzkFk5WTPxIRtEsAJ1vqUO2PP4KXpixvLpGCqqdUMoXqSrONAgQnq+Xrgd7Lb6iRJuIS4MR0oj4GJWRy8DlsY04QkFDNJIAc0EFPJP0qLHIeG7pFEpMQZjFQ0E5lRj3miM4uawzh79PCEfXp6llZHCEBJoAKlCbGOlEIEovoA8sVXWiAJrrmPTBkSudFO9ez0cLk4OVh+9bNv2MOnZ2e0Sr56946gF49mKv26vc1BwzssMy2BKryFvIPLs/Pl6iKzhY0QczAokXNCVJJtgmYD4BwSJg+1Dc30H75qevthTj+g5QxXIvsFZncOhmKvs3fgnfTATfVvLNlVvq28IEvBku4EqU6PkjEviY2WT3qTJMThdXiAuW5N7FYme6U4sz73B6pJob/mkJ1YMknZ7MFZH9z7jpw4Sfz2OXXkK0tLm1ef7RrrRl7HBrDw0B2rOn3/Qm5H6bQHSzgE2/Wm8o8+Nz8m950YkORvrlfZkPwGORPaEa+Fzjr5abO+NBnoHmOvHDkqs7EFj2lIbCYQKRQZPFIXvJXxzWT79lSrKkCyxvtJn1Y1DAcexj+JvR6sIr+SXHFyOwqnwgEpkkLLOs9/HEn2nXcnL8kzat7T8Fr2fJNCQN0MJbGy3l6Xg3/zl3/9lv5NZn1mWsnRsI3D/GzFa2VlNpOgFWhq+9V8rAeLmsDFkV6TAR29LWfnZ8vF6dnaN02GskFidVwq/Aq0Vb/abITog3Mt3rgVtjKaOgoVNpa35N/NwG6nItUzNrMgjw2yPLhuojy/p8AHDLc3851gHggyTGd6I/33H1fGLo5omjMJx4pI2N3PggU9TYTRJ+eFP2nCkWoixKwMB39Jgyj9tR15INc/LOn0AHNIT6XKD2j7IItwKjUOLh7XZOb2jmUKloDRl0jGv9O5jSMWh17JVMCU9OuT6YmGrMzdEqCGyIPTTg0W9JqQKekiHdjb8WpJJpTeSPPfgrsWesis9lXBXHMHhPi+VM9z2GXz5toKaylh06Rl7n2qSJGS9ofXwLhByfTZiiatfSgKKYMCYwGFPaggaae02pDMZAuFTkVdk4aktr8nKmiqvAxcmPnHBeHS683kphBc4gd9eMg+nRGHEPoeInOzBzkWkBPs1+ql71yorM9oSYJ8tpyfHCw/++Yd7ZaL8xMOucDcF2fnkHKUYbmuAyOm0qYiQQ8t2zVzT5NQJkBmQMTNlXPCPVADtxXuR1vss8vzd13PgSR7XihQ3+m9DzPmM2+HQMVDlEpwnTgwB89WjbqfkRdRpXTd02bR2EebzlQ+Sw1pBspOjzvIhQPZrZ4TqDXa58AO3D+aXdAa99Z6KLWS3ceU/b/739XBF8onAcXmcucyNSqTMr9H/kWnnwSzLOkeuh4snX2+g6klJ7ofKEpqEMJhnLZS5YgSGXHOKZEqU58yUERegcNXfE5ygwpFF+nIexK1HLOjxEId2kCjh+jF+bChYPNsSNUpwIwVjLBsXJ79Ne0j13ORh96rBdjm6x3OTeID8DJWuCmCci6YDNPmi9675N2caFS8Uo5sh5VHsE+c4C4gmhNtQ1lWJGMvpSy5qAqNFBgii9zvn/75v39j1NmBo81ykAh6LWsPJwH07PRsnf4T7DtBgYW+LlAzyRy8uspo75Z3zhCG83N6xNC7k5l0qs8QHAia6XcFUi4hKgdjKolAtemjpkKYijwLj2qRhzkMtVamZVenWnx8cBOpq6s4Pr2DPDigBWn8bp5h180cXJnG9Mg719ZstHnizq0JvWQCMrNfhZrzXCGqNEMKWYpEKtBGng9OL2dcX3rmOZAdI/dUc/28d80Hco/J5Md+k6Azo+bWuajpuci4JFMGFRAi5Pu6yUNgSlEAg2/kQQOzd8qKo/BC4EpAsJcMjaJ+yskk8/czYSX/BuzcDJgjtz7ErNMiBpPcbJstf1NoMMSqFyvLgZ9HB7AyB8eVpgYXwv3aTK6skRIElVRYpRqmSj4svJSE6cdVCaSn3OmMYpze1S6QTXVhX8ogwrAoDuQysjm5hdhGvmYQ2YZ7j15+hZVjf3l27vSxJhGHeSbR44bV2So9ezSOVBKHXlY9Yz5bD9wJiQYOiU22kS5Ojpbz02NMLzKN6PtPX0j2Pr57x976ydfv+VxsH6tTTlKZny9hbCBLUYz8Cmyd7001Gkg/bafsW3t3VlelNPA6j0Iiy3ztwshKimwpMByESkyv5YFKB/HCYjZaYFAkvZslWnkYWsUNsSf9b/0BNkStMqyOcJjBDhyo7fsBOed+MIgZmZNB2b51q/TOCZZHUE+E8SSvX/kP0LKdj4BJs7HEuKYMxoCvlUX2HkSfjtZMLMr1ZjgGh1nd2ubAlyD2svqOj4560AGbzBLJklOk8IpU0UEbVVP0AAnMkH01hDrMjapn5SqHG1Fly6rbzeFb96q8u4eHOCRuSe74Ta8IFvmuCAKT2HOvSECTQCQpkHuUr1flYGxlqEsPWcwcx5muZKt8pWMCbXfgS5Mn/JIDc5trz7vMvSaJ7jQ6Jhl1Mpmox/j/lyg2PJkWJZwJEJI3QtkkBfL4JH8ZqyTVTRF48C/+7K/emMUZQgeVpfBbFt/l6clyc5GxYYG+PDxHC/lwd18p0Rg9yBa8b082/b9sBLOeF6rmq8sc4me1whs/XF901kU2L6OmMIew/5L/5gC+E7aV7JW+l2xl2NvADRXN9+HhzxpjdfS4khdG/KyzVbMcFvj0ikbGYEZptmUFB5RCo27/NX0hzfSpijqkgEVFal/WckXtk4GxwQfwScVLoHCRjCQM+RFOLfWFjnEAus6aOMxAhWaHQ4KCoJADN6uuNnTrYQ1j3M/Nr4fnIBUlrSleZOHqTrP1o9gACai4Zs2s0hDlzLQDZ3Mw8WRTAY8blm41bK7Vm9mghiaZPr+eugPjzPUMs3Qybw/LjbySn0emnLP3BLFxD+5a3lG5mEgsrzIkPT9MoEJOWTPWDv4Y6Q0VH+YWymG2Stlkbn5xYLe/Kdq9VYr0jFat42iTt/2ymfnrlsU+hEFs9ZOfPcMtcs2zB9OzTVKbNZN3NfAlhxSjNSORC0oiXCfz2Krz59+8X27ODpdffH1D9f7td5+XL9HeXlywtz6+u2EPxk3r9ss9U6tyoIbsZT9/9kDbm4eZ9TvOc0/L1XkM8VM8JfGTnDeaSB+PdpVW9a73/Jp+3fzdCsXS7smQ+4GU6/MOoUz7Viq26ps5GNqjnsM760bilWS1GREIvIzmJm0nYfvEFCvl9tLZg665tFdAkUriWRdBK79pv6xxpnITWMY7C0bXrVX/vpU1lftaZZHUlqtSZ7WxCSbngPBVF6teQ9YR3uLx8E4B0FGmFhLHy8XFGW1EGnIQ1jZUjPtJvGLsYfczCb3PF3Lcmwmyet7hNYQxr7Xm8fGQPiXR3d6mLSnEP/fHPsYtzDjLYVWyHYctmmM9z0VfIl/y7zIYI3+WcDoOepsb4fhpSy1w2EJ+jVHTFHExL4psykmo23VwreWOkBoUXdxXvhy4kYEhV0rLzXhHUgGqLipHoVY52SqbmjbEHPL/47/+i7ep3rKBqaCw23PzX56mXyNb+DySoIwNvLzYr736y2Yi0iPN7oj6k81ihZevhDzxtPzk648EGSEGyTYhHTH+KZaTkRslgKy+qFaeD0+vy/fffV4eofFb9iuzMTuMFhjjC6jlGmqb8R4B7ZJ/lAG3b4hP9bNmkNxVH15hVWGUnYgeeKezVHf9rQm++QQhovawk5GWZe3iEjJm87WKdQKSwZJDLBkkQy7yPE1Q8myF5q0Wcl+zOHTR8c9+/5He0YWxZmD0+OcCQafYrI0eWelusgwJyao9FFpTlnrAxp7qNW5RCX5IZnpYO59T2Ib7nulRux4xtvb5mbnOR12fhBfLF+4EGR4VXsfbrwSz/HwPKslgwqMueNpBvAMr9zxwDlUkRvYB8+85SGT3q7XgPTPtK6TDJl/jCrWz2RzpEAcCc3M9OOnBDwuYKUqFo5mg5GAGg7p9aeHt6q3jnRzyQIzlO3ZwDnnNB5SwGLhNeJIUj/5ZVMb1NgFNo3erOvtUQTMOlrPzw+WXP/nA5/0Xf/xLnkUgugTdX//db5Z3NzdW12/Py++/vV8+f7ljykyuS/5lvb1hFE9/zkCVSTFMTcrw8p1fd9jLUwWJQky/fnr2EtvgNyST2w0gGKh++rHA1rVxHVLNjBYkYSsBrlYS7ntQpZIYW70Slrr/YLmm91tW87CfkW7hsLYR29gbTfwmSbJC64CDkh5px4DyyfZOUpTKdVCQiQM/iEtpcUEoc0TeQMMijbpfTT999mD+LdAxiX/Rm4vOVJ5dkxZF/o51uOspc1+V3lioBZ5FpcsBe9JiiHU9c7FJ6MIyjjNdhnTaxuFZLCnatC+eqvXu4aEEqHhuG6MmboEGrkY4xiB2YFEk9v8PJkmJHOrR7Ne9UOWOicpGuhOGNsYi1cR0Y5jr9XtY2wWbx0O+dhv0Mb4Gab/5NOf6afUMwDQszjJSGRtZuA10pJPesCydYo+56gfLwT/913+BEUeqBIJaMv4QnZiI46FrWPRFv7s+X67OTpfrmGXvQmOGMSSTDnSV4KoPp8PakbccLsvl2ZkzRBs4x00nPdbcWKAxSBpHMbWO9zHU1OX+/nn5/Xef6Bm+u3q//P47DTuyE9LoJ8PN3N3KfaiKX5X4zKADQkcJEiyQdWLPD6ns+/7NCrfRCzlYLi4vgdiHPPCD7MhGVp28PQjXbK52aIyvSpDfeamOP3UWp4SlTXAe2D0ZHKOAD9SeqSseOcmw7kbXGCgl8iN7qSQYCcLJFjuBZQ7qBDogvBxIBMiOz8K4QBMNCGfAQw6fZipSddBCQlmBzselb9VMkqDJgVMuYZx6JvPLKVenr5myxPeSYiuxSYU0gXO8lLGLY5pV4f8S6EJCynqbHu1UFBymmLz7vOnPrsYq9lRzKI8d6livujZMgvI6MYOvNtVeYCrRs+X+/m7nHz3vTf3rEL9kSHeeqA69DcBbfw67v3F6KwyYvWc/2eCGW9yJzk1KRg6WyzCiU8G3hMy60JZTQtb8/QQM4bpnKpVUFUy0OTpY/tOffbUcpmLCp/p4+XR7t9y8u4a8+BBt8ePT8uHmhor1mCg8oyc9PLNXk3AhfWGkXJ7ZEW5WIXfleSaBvisJLO8g5ClM+JdXeovuI5OfLSk2GUniEl5JKtfAoGk75X9TUeUakvTvg6N6T4N7ntccqMDVnT8NOsdgBosEZgI/2taZ/YlFdqFW+QNVN6yDMxI7JCtNWwoG9iIBCBMSFkT9jYkPQqm0tIY53cCevQTnoq0eEyrvxSvfkBdaAsUPwlNJYpA9en5xupyfb1wbJ8rZAmJt9OdCJurzGSkTP6vMa5JapGBzDU4dw5cbRrAV7LQhJOaOK6JrID84axaJZUf3mTRZpfPOsg6FGcuXkJ+TMyGFIfydwsETE/JcpefRt1h77lkrmRuQX/Bmuk64XhKYwyXtU5OXkj0zMKPxaE1upM7IPRnkFPi+pOF5X7zejmzlQLW/m7N01iDM/HIg1HUXaseo42U5+Kf/878DwU5wsZLQJSUPhb4s7RUDcgwAoj8MNH1xnmkQh8uHd+9YNKl4/+4P37KIqZTohQobcQEHkVJ0HBtsSRnFD88JKmNrV0P/uM6E0NEFGwlRhmmnarm+uIZt+fn2lpebYBj2GhSe+rnm5rNJ6b9Sddj8m34oDL3OdGTBlZgwi30282TfJIdA0t0Me8LSvIwWvTyv6QPxjXNvozseScxo+ragQ3VTHaYetZJU4gI0VVqSiukv6PPqAYR2FmJJYX/ZCausKYsYYgGLO4SDeDG31wE93uqaey/LkMA4Wrv8XV2ojPl65+QQE7aptCIL61kPZw79oBa5TpKOWIUmy5b9SrshrQNmGI8+1z7zJDcQnKRnOX8zn9KePEkOxef2XlayFOsr12EfzcCzyemCzjiScipH2ZhUz5ZvPKuw+CebZ2/gS+JMYYPyxoqc/aMsSZkW/11S3yQhm17WDX1ydKrj2CQJq/Ru3MQGkhYuzPr6+P79+pyM0PU7zxoa+jHmADNPuvAYiaEHexZ15HPXZ8fLr376gQP873/3LQddkr+sj+ytaPk/3ESOFFe8BP4E79iVGsjS50tbKAEw7zY9xbOT+H2/Ycpwe/+83D12GEfHzuXwz9xwdM1NoKdioz/JdS7L2fkpvejHh2hvfZaqFNI33caP5p6mAsbbuQdtPnPg5AT1Ifsl8WQUIaYLfuYETaDNmTwUjgkH/JC9hKyH1zHXPF+fNZBKJ8NBtCdyfcWsZZ8k5OtwUqK/KLzqwWAy8uOCwYllHsXZN46F9O9SQMUY5jp+25nlmohGn9E+8SQO8/VRYrTLXrKT5i9zoNN/LtN73OhWzTMs5A664MN3dpKVCmEHbA+xclS10/I6NCaJDj1rVhLWENdmVroSJwoHTqeyoUrS9Dm6joMphm9wdXm1nJ0Hpakv/ovtyrRE2VephhlPKKEX2lRn9T4yze9BomRV6IOuMpMeRYgTvMRe55euePPuQDeCYITb0CIC2lrbIlqWWhFbh7wuB//Dn/7lWx5KGvIEk0z8IaM1sOGHjOeohtXM7U0WHMj4/JSKWD3j8fJ98H5MPt6Y/BIhvjT08VHTxSiLnQqUhjJPoq4lsjjNcg1uNzc3bKz7h+h8uyEhA5TgFAnP0yPwRg5Y9MuBaJM1Q9AYF6Bt3FseH9kd1XiZekgfhjAz1P+MT0wFpOMXOfpg95Xp7A/r+W83fXqbgUD0RFaC4+E7MK4Oh4VJUqHkexo88zLpV+X+nmXoJWhIQjtenl4eS8gy8bDPVR/p9v6GgEJ/tsF0HMMCC65QUA9HtGzsqYaOJhIewjUt6OxhDqXVOadWjB0dFwg3MobNes8BGDM/1I3ozz+sXlPW4xywZQ53Igr9uzoAZcHbj6+/cCrILvYsM2Gz7QCXdexhSB7Wqncldb29cHiYNGHKSvZLZVeDiWTz9KFXyIyGngFzAlyS2JynwKs11uj7BlLNv3UwwEw7gs2/kli0JjydQF3cHYic3przjidLv766qD5295ypLB5bjeoEZHZvwJgKaNP8+0NCxvqTP/pmubm+XB7uH5dPn74sn+8e6QOv7mCBvc/S6y2CVUnYMzO3Tf7yzH75TYajJ04cL8dpYyUZhuOwEXESOBM70lsWkq1dLsz2wOvhogjjhWyTJO7pKW2sgWBTXcfgIwnmCw56kUGG/Jl3F3mj/V0nbokGuW5g+5c3gvEGBK3B8hx1an/UHmKuLvEk7Yw5hFirrbK1YJSb4MhLiURUzzp+W6HRMyzK2liCP0GTRx+CSdQa3mmPbM9NtjyU+sK8tlquzs9KpBLJZF0WKo+cDAQHlNNhECBNUzjkjQItBVr2MB/poExj4zPV+jDBW3Vy+M884DHf2EHMeGOXm+N9OhgBaSa8jG0uAM+qnAAKdoKobocc952PHWSV5Od1QY737vpqef/uUmY9REU9UuO6qKezIwOzHm6DINKibCvqbVm+BJqeBGyttH0PypDqF78jXlmYVcNZ+1u8uHHv0up30ISB4weZIxAn7sF3OlwO/rt/+ec4Yc0GnZM/MPS4jvgDfdixv6PyyQEb8sVrAtgRB+W3nz7BhKSf2XFiCSBWXlYhmr+HWu7ictiDwQKxNBunQ6KzCZej5erqCpesSHCA0l7iWqNRh4Yeu4ykDzO95WS4PPyaeKyw5q5PC9xYuzMGBITcUe/XFRHo51OFNRDrbbr1PofpOs9vHvgETIJr+yOMIEuGWkhi71U7PZrpHSWbyuMg6w+c3wrIAJNEIwdx3Y+g1QdxGF/SsQt08k3gW3txJXtBBJNBCGGrNp9me05xMlNvFhlyXnVwTEuCG2CVlf6ffBGroKAUA4kaZMf/2Cx+Alhe0vhv81W5nB6wA0fOwOsxvKDHn9FfMdGYbxoSSteZbOTNb5qki2x76yHnW5ERcXiWHIW8XMMESSWiQPk6Mu5CwxAVS9TR+QdmA/++N+ZgsPfOas9+9zZ1CIgZbfshxvX576xvOQEmW+5Pq73Zq1xXB7mT35YclGQ5mzvJaFoyrle17GMCkmESpg4Dib8tNxeHy8+/+Wr5+r0Jbw7gBJJUwiuTtKTHkHhghy6vmBngwZuq9ziH58Hy02++Ws6SrMd44yStk/sfwIT5+UHRRndt9ailKUoJzH9yuPQwSd/3ecGcR4c0PQkuzyWN5lkFJIqLXuJLkvfZP9nKwJimDnU6Usua4D5ojnO5Pf7oRWPKsZGvhPI7zGM4Jf3uVc7DJC73GDrsDhoYP+L8mWEtJZ0qYSonpvIwq2C1TRzcqbDKJ+AaZlg87PyoS05oKUyPEvg6EHhNKazWy+loskj+AEKwDXBYIee2adizVNBarvJ57X0TwVshzx5Vl775c09ixe9MSnJsqp8xY2HTbxVdGKifQiLrHLRJnS6u2+MQtpsr8OH95fLu+hIt/FnIgieZpBfnwCRkW2sxz/z2LjI5tb95HhYnolhTDAziefPhnbPcM062Zw7vgmtpnAu3A6TltfOYJfli9bqSYht/eFaz0srhgEj86gFcftty8FadJ1mUGTuN+wxOOMgJ36kb6ZOFaME838ga7HVBkAgEKveaX9o9Vn0GIcKXmg2s1GPrMwCTIp72RQ3EF1w/lmZ3T5kXrGf0aPeMv7Je8wsxd14ZciYp5Kv+D8KJDN9ZqFREOUSaESJn6X2H8Utvo57A81L9PZyFPtQZ7WfepFtQ4d3cCsMtAsG3R7e5GVXQ381CFQaZwSeQRTKjCE0I3UiZ0pFvIYigNy6RLYkGE1okO8y/Z407Ts3MHB4zurbcgz8tjmMQVSAWSDIb2HbPXhZSH0P79GlOqgd0bWhQcaLZybifdSg4CRB9I/1srU4NdjmwSV6iCyZQhlATqCjBzOHZDDwAPLNazYxNXdYkhoRIwzPutCXJWJGbNbOfd4xkLD/Lr9dQQovUHCQOWHAQwvS4kjASGHFu6zSmTvWa+a5HpycrJMdaLIo0WfDAUR6EtX2M13JkOUiNBhI3IdJkxYk9awDoQmeATIJjhpnUQCSkxlxzVmVgZLxw6d8fa3FaGJN53GVcqyRYlrPjzPm9WD7cXCxn5+dAbY7k2yacsc6e00c+hRme95CJQdNDy7OKf7SowOtyA1nTauGn76+Xm6sL3uFJDt/DV+DCvHOm0kzFjwOYVfn0UCcuRH6UwxUDmdc8tzB9E7zjvf683D5sFS22lSBDBnx0sa1QFEXE0MbAz4HQKvzu4Y78kMH26Q3H6KNKBgl0rcDQqI/zlbEPbWdIPGUWzzvTBlGUYOwxPYQ8WODmjLfyFFYkkFvCr9HFOGmJSOVdX51f0NeXG6Bb34ps2Q9byaqOOp250qJi2StwArYqxvvuyNF17SURf3xQGVDkjpgEQUVEYIXts7cynU63HeAFCG2FoW0VNBtoS2kIWhyCkUe1R5zvYd8M1M3PfmNaVj5eZU3QFJNJiE59TzClQSbelvv0+5PF0Z58IvnKL+Z0j745+z0kQtZgnr9f+/nL7dqGksQ54x8tiMJ/4P7y38RvEZMpMni2RXvSepHT4do/+G//xf8R0FZhBt6VhWwqKZnRTD6wZEwempBRAkudnCz/+R//Ynl+ely+3N0vmfZjRdY5lW3YzyxQGWJlpjVj8l2YsSBhYDOOP7OEjWzIwfMDR4UcEuOKycAGh3derfeT7IUNuxvvN5timMh5DQNPiuFLbcsiS4DgxdLjFqeyAurEHdjEGwnAhZOqw0x4MqqQJCTIjVuMu53svfA+QSK6YIgnZq1cf0gDNYzHz7c9WbylGc+me1amoGdhTwY5QQcZU/pvRMUcbPbF83wdJF74rRGQObKT4Re+i/hlxT8AACAASURBVC6ZgQMljeTZyU62Qjk7PtVQIbph9L/CbRAdCr3nsFyp+v18HLO6cegjFza04tQ4gZXQKUy865ky0gpj1g5BB+5BHIskfYyT1KytNSCOVjSmLjlQ+06Zw1sORDZVgg0+G61qU5nlnhkGMclZk4GRG82BB0EKdGWbkQwUzuQYN60Hs5Veqt9syhz+gQ1lo0rcmuC8z+p5R/n8up3BTO0Addsk7qfZH3O9A3kq+Uvwt1pMRZo9lrm8NzfXIFQD16Zy+HL3uHy5D6PVRCnTbpLYeQBrUJ/PVpJk8pefEdQhCe71ZdQT5xzgcVT62ceb5eq8UHGrq+05i0qFY5I2UdZCkum7h+fl7sH9nOtItY/Jf8g6qVYeTbjnoCF406pKwBeKV/4jxJgRkxhE1GQhbGEr3bpg0QtWKgcqUf34jKSW7NYqtQ5ujKgbPbyp4HpokziWbzHrdg67zoRdXgMZ1543/4bsq3Cn3BpRnECukRRBDCS8yNcwyZqRpYVK3UUeej1c5SZYXfN84Wqk0n3u2ttadkibmrxN6ykH5FqQMJ2tOlfxLdZdvpaqmN8d18h9t1WW1twkBCBtMy2qUDyfEaOP+ibnk2c/JYm8vjqHSAhpF3lSUQPUIqoOUg0HBYDM2oN50Nh5HsPERl3AlD6LxiRcqYRNHsb3u3Owiwyq9Niz+jenL55Z0TyLmTfOlKAFSZDRX//X//zf4iFkYmHWzcMocwyBOYYCuqvkF8VuWHexlDtW0+fISy3jCIbNkhxG7GdKYrIHMRNkkJV0aeczfvaTr4H7bmM/+enL8u7mcvnw4YqpSp8/3zOq8NPtZ9iyEBPiuvUUtvPcOMDjmoUGEs/XpZJUBL36L659hfUQGhpCoakNLowonoyEpCPZfw4ykwQt/ibYzUhDegeFL4Eui9m4we1raN4+xt1Wa4EigZGxnMwBKylKNKDWaRgWJAg9Aa/lCQaqnszSw7xm953u4tQje2JF2A3OQD0Vpue4nN5WZRuzSOV7lFndhEmDnkob6HeHyd2RZZWSTLWHfyrEGbPfdaThzskmf5/KI4cigYJe04aGsERN293IYt4EoWGpDjTMF0zgynMt+sB76WQvDk3QnGA7egqfYof6UJlTgpMbMockVSPkPd8ZLZr2eXNM6o3tgQEBDP18zThY+va8Zlzd7IvwLxJnh7hIoka2Z2VBls0hlErRg9NkzgCHiUCnVwXC8BlsAy0wN8g9tPLnXg6PgXvpS8Yh7iga0VMS6uw/nI8gIGmNmuf3299/h/zNQz1rKQNUHldZETBv0YHxE8i15N6yb2DGciAty/ubi+Uf/9EvYolPPxhnovRw0ZuLGp1h9iN4nPv5fBfjnZMl0haTsc0kg+EnbcU8Zt5ren1tS1gFBwHIekoftQS8MLQz8zfTyx4DN7bPW+tJnq3GdHJMAI5koTPTdzSs4VfULRA1w6xfgu4Y85RM1PcJMjPKA6DlQd6slvSRdt0FYkVtAH9Bn/4kMchDVwmahQvQ+UDBo7PFgMhhBGM2yahHDFJcW2uPEo7HEPpCJpPpOJjmoF+cFUUvOYx3/gjEfjwTRqWxZ7fbB57EcK5/qmfhdwev6KDmXpMkXJ/l7ufMyc75A7LWsykVeUbgZgfRw63ZiUjMNiADA5TGuhQTxKTo3ZMwlqcUVI6RlNxrHd7przt3Xtg+PV+TnzxHEuy493V0o9XvEB9DvtJUJ79iTnXwX/2zP3vLBykZyrQMqx2INzYi1NxO1dOqBRchZl1qT2f2YbDJw0gwHrN9oZP2DQrdZpObNRtI8rLCnLy5ui78aMCPgcc5mseIujNf2Cb697d3q+b48T7ThoSFbV100gks4BxkZTsOFb/ZGgGsWYqwWXtCdcSiQkAWNFNirJgmg2IxrprlHB4b/i893ep4no/Q0AZb589sAAxQXFwYmiebTuJAltmDs2xNOiIJBoFtQ85iSkyIFs4hdliDWXAWIokBY0pzyNaestX5ZORZTByMgYMhCmnpSHZPNlrLzJKOIBVRuRV6W6G4Ms6HkFFiR89JiVgsVFEUyA84n0tKmGES8CjQ/6mbjY0k8BFswiR37SGNKXsTvr3cKNeYipa1VR0jZyAsYSE3+6MhDB5KWmnP9+jIfrgzeTvP9SDSPIOTkF+uK4ezn4m3MZVLocLAWSXcjcJgrT5aVc9BS2WAtlloXITFiVNAiMdWeB68VnLZO+mtehAJ/4eINIFNY3yDHUkz830lk+UXTlUccgcEgpfnR9ZdEoyb6xC8NFAJunJBVXy1/M3f/hY0hnGaz0+6ZQ2saQDw+ZQ5noD24f0NiETWbODCvPdMRUv8CJEqzOqPN2fLxw8fSD5DAptABu0HVrBmNJ/u4ut+DJMVVjHv2DWiq9im9x+FALFtnfft+oe70kOdivkpbmL2sqeqy3NCcdCEL8+1LeEfFBhZs5oBTWICcPyDyo7DrTyL1TM6u2odijA90QOSNnqzKxnPL4KT0/5nWhZUg7QSwvmw9+qY0lSzJtnC3hv6xnoYS1nag52wxLOodrV93kSpgdhXGJk4koQsGvoWbLt2o1KjHxLJ2Me7fqzmRA3USZybkOesCRIx/sqijeEKqXfPtT9lnO0OsctQnsRYhtYwbEGTFavNjbA36QNrv22+2RNJ06zwTVxDME6+Qmzu2h5CFknHmHBU5ZNqPgeqVbIzAYL6WMmapGS+Qb436FCu4ezCASrc1z/5n/63N6BCKrZkQnXWMSHribY5Ra3i/0iV0u/LHNDVLMF5lS6MZjnAkhsLeHSdmVIYH1qJMjHhOCEjJ+vpw4sBQBZaoLFUuHf3twwXz+b79PmecX6pmJJt8BL6MphqUd1egiK+se0v+/dmNJobdE5nF/zMts2D7dBMqqEEDFybCgH8eGKHzOHKeuqAROJZCz+zUp/FkK5knadiKuN2dUDaRhdC2lib+/pXa2/Zvm7Z01Q8ZRImoOQAhcBVGFc7NtnqiTQkF8DtOeg8/DCmpLjZDM/H3J5tRXA9k9ndvqpVagejD2MTmUOS9jKdq00e6QsboQbqPBfcqjQTMeBVdjCwONNmxhvX31eYtv1oSC8zszRruf7JQoTwj5vleogOOxorTVbhyJJegaFy3zmogcjwPBaqU/NaolUzag82D7oZMpCEIgFuZBweqp6G9mntW+daCK5o2jUGyXqbr5/PztcFRtsGVdiGwQBk5RtIEIlbUKRNEF+q52TfIqPo3ONeW6rMJLjlmZOE5VpycIqkvC6XF6fLh3dXy3/4298sR8dnuEY9PD4sd0jiBm50jB2MWorWrBWnIWVaTvb1r37+DRDcH779Fug6/tE5/FN5p5f77vJsubw4B1W6vDq3soHnkGESGvLgDgejcIMsLdIM6tgG+ipY63zGaOL77BNP8j1Ze7mX5zdHobLsSGKEovNvHESFld23DmfXc17+RRKsVN32QTdnJ0x9C0ejca59pB1nHbb4GtwHx6XNSpdEscxhkMN1JGZQGk1ohvi57yuDDCEx/CFaxTrpkzHxNLxn39G2GqZzpU2TtOc5jAQq35/YE2WIpYqophOxNlcvdM95ZtkftPMsxmh/MYvYg3CqaRFBeRrGK/dGnkmS0xB/p300lfJIqiTl+f6H0CZ+PGtgi0GDHK2oFZLCJN8e9pOUZ7/fxQXuJPdBEOfzdLZTB08Mo8hq8pPBQtMy6Pqbz5tYNYlpzinUBUmo/sk/+zekhWZHYXLl5jN+bk01eDhA0pO45JsRWjfPHAOGQs3prQzUPASstwPhRCGF9LyOlquLCzL391cX1YsKmXPhBwtZd7I9K7o3piLlBebFx54yiFMgpFRoI3NIJquENqQBfXQlbAmzDs0/5IpAjm6YuDFVr1km7gz5ptrbOfNYvMlcZKPQR5Q0kDBtr6i/gJhkxunF20MED2v7L5CzAolSqCWVqCk8JJwcNGbW9CCA6zMs3D5tGNC5TmBom/hWx834+ftsROKwkHQqiBB7cpDmZwKxqJkABRmSwZ5EQD+b3qdjIz0MZBRyWPf7hFeVRSVzfXxONWN2fZxpWO2DDzREApAnOVlwiFTNqLWpM0MniGEQI+s6cF/aH2TP66FbYlSrvkkkgUSZMWz7JEkjLPslhKFk4NH5+Y7zHp9fH8liee8lIs6c4PQTNaLw/a5QcHXv9r2n0rQPvhl9ePBxIHPNuuuQnMaGFdu9EJjkCQiZ5eslVMl2d6iHCY/JUp5DoGkgxfYoJyDZjTPBgzHeBGmuO8dxqvpYW7Le317Zk7j3QFx5xFAn1XIOre++v+UTJZAMz8GxcuMnHGmPTk72cXOI5FB9d3lOZQ3P5DijTmOUkKlnOeAzNUdCXJ59Du0EK9oBj5kPnio/+srsDaWReQ73MFSdzgWidrgsn2+/8H5TFeKzTmW0VWHssdzz6enyeH+/PGYWLOQydd8gS4khbeMkXHno75CojsEEmq7VLjuE2CVCF0QKhu/IcrInS8qbpNg4J8lzDkVRNVs7rNKgHdWlk+ARd50Ols+mNThGEigr2uueUZwj7+NrJwnsvmshkmKDynVF6HSfw9SHajKxqW23WiumTJzDTxOVxDlbGaQtPVT9miBoPg+T0BlF6xASCX2beQzJBwmjbZlX9nvaJcaaagAld5XYRSLbhBmouof5TE/KmcSoxCKSonhp7zxz1oU8mA1/eXZadUEKPo1vTILVCCeuHZ6eaPBThHDmS2fdJB6SYA8q05+DlLdZwbx/zpX/5p//OSSsddLPofAtUpmdETiVQG3eshBw+GnWIoQtS3oCEG4grU4otLogfACyHDPVJUzUyzP9piHhpO/5FDLSMa4uiYVx/YnuNQ3xl7eT5S5kEHpcM9VCZmQOXC3nZD3mXY3JOnqysX/k5+wDmXDb9MHxgKl0GbLGUQ7xJ7J3koFCmhOEBxrioBynHYJQgtSMQuvGQjsrTJ9qiefUa5kpMdH98uzi6VsXGbLwHnQJFgM5M7+yVXE22CMOYqXXl0yiFR5vTVOU+jcLVwrR4tmdDYiVqAfMFihsRx5SVXY4BcPKY16QDHN6Xe3DBzLcTZxiQ9VRZ4XBlky1eeS6YMoTSAyWyiNOCJ5mmluvatVfsrbsi06VmT9nE8gKzphHJQYeTtsvZUL2WJEIZXITf1dTAbhxRzIki4wcHGqWEJg01RjeyGmh5/HN+DdsKbfWQ9ylcCLaQXB7gw5JKbkGjRAGCeEQbrUcL+a1P9epVSONmArB6shqIxAxP495wR7oK/mlVQcIUNm/kRTlHvQOrqtPzQdWyU8JJ3meGYnIoZ0ecQ/j7LVEg9MzEYPnh8fl+uba91cv7nhE51FGdvj9d594z+9vrtZESMi8Yw/R5nsITAsIl75qbZN8x4An88AhIY3NQPZBHPAyHSqHUtew0ldbVLnHPLeTHMB398uXxxDLHM2ZnxXUyHXY4QwzArS6fDkS7TvmkMZMQ0+DDKChPTWDFgpvrvsMLf023GVQjtlnJHhcs3LC/KQ8wxDesk5h5VPAmEzO/TnJbLwLshZqdFE5J17gJRvm+9YqEph1p9yo1GfGsgrDSgpjH6BYsKjg2tbDb4PuXXsmPHARwk2hArDCnxaJLQTJY/CEqp/P9Q0jHmQ1P5s2WIhnnQVOEv6oMCJkRn6Ws6UT26bNQusTtE0TIXTltZulWi47O2ddvizJ39cfP4AI3d7fO90LuWxtXdMOi/FTC4apcCl46hgoKuBAIxARlCm6iq0xtQU6iNp//6/+HecOkCYPw/m0nFylvQMXlGSlmUAYr5rfW5JnmwVmEBoheOCBq2coWc9k/Xzm63Kd2cMd2H2ezZ/yvuYGMH/r9xu9MTo3iFWZmXuA93OyVl2fBv93wzjAQNJSfs2Qg9dCVEOHH5LKLAgfVuGSzMIsvMh+E21pUGgfdTcZZqaN5PsZMJ2Kt4exzGMhrSGe0VrvNB+W4Fsyx8CbOSCfOkhct6g849HgabQxAUJJEcYaMRUH/opG2sNbp6bxODXjzLOij/qccWE5GNy0w2B0c20VrdmqyAEMvsCaTTB0kYlExg1jlew7YoMzPcnuiwd7s9ouNjbHSUzVn+pHK6ilxV2HtSd56ZD7MRvZQ1HM1c0ItZJd8JPeDbXnXurENZtSGmAgIFEatkqTg6AykOPyGUgzZCFPTxb/V7Coeti+SZKZzBsy1wzxKNw5hBoSjdUbKVXYVMrK/eaQ1Jvaqm6g0/z89Penl5yANmYp6TcNUUVG5kZUSfCCyJRn6HHGQbMe6M1JQjyx/1UkrH06NI2oMLOe06MOMcsAn7ZRnkWq52m1xFjj/Ooyp4b9u8pDovvl+Rfe/HR7i2XgRcYqkozncxvQU9Ge1nGotohpT81QCpKHVGHpT6fHz0a1Hy5iJFlx5Hv2dV+W6wsr3jh6HZ+cLt99uVs+f75bHiEmSjYD6Qv3Ati7h3AJXDnYX2oEMnGGgGouvKoeHCU44wDT2gmEOU5wEpo8ZEpSapvPdd2pSuWisI/R4UpKoxJrFQgPoGRTz9mydFv5DYEOZAOZ4RzZtlNsKVXaWMMRDvaOR9WAIxV8lAyObcxemuECxlHHWk4CMQe7ozdNZlNg9aSz8m3ipy2sZhuR/iReivrMpKCNtW0UGqMcZYuDGBB7iaVVczTewDTO3tgpN5jUlf5/CoZlWS7OTrDtzN6attvl5SUxh0l7OVhX1KBzhMO74f3VHLqFg9JTD+IxMqERx3X18O17moSc33MAs6h7CM+BNJCE9Hizh5kSATlT+mS9PDUKAO4atml7hFNJzoNV1hG4L244mW/6hj4wLzcwQLD92zshoBmFlSXkEHgBCPtBWjQmWUhl7ALsocWMz8LPZKnjfuLBjJkFei4XwdxzPHBznZEjZIrHUMgn05GRuWV/aoQ3KQ3PsaOxGIbQzcBr4ezTQcmm/5gs+GLx3u4mYjLMXHPhpZlmlOCSewMSq2zHn1O94/S4qaqsnujxlBkJ6WD1mC1blkPH2ZhD9iFId8wfbMea/5Dh59lW68c1DNxFcN/cfQaiXvvu06+Zh9i+i91DvzeHprruLaOn0qxRxtSxc9CCzEwDlopJKItDtX2gMVjY94Dyj2iAazwwhu5ZRIHnOXx3CNA4DKUKpmIGgyKbqEHHRnBayYVsHOff5noZ4bl+pgTEQKej3Z17y89lFm6N6Nk7nS4mmlSyTf2fhTkRYa2JL5+RoN0q4pTh6Z32Uw3q64s9rdmzBHoCfA+KwvYzRxY2P9CbPA8O4jKlhdrtradVkJnA9JfPTxmyojqgTP2+m/MLXfTOT+x7E8jjTIapwkyy0pWPA6uHl6Sbzoku/4MRc7SVRMUgZb2+LZeXcYmKztnqPCQzSYevy7e3D8u3t4/Il8J4ZZ80wV0HoJQo+JJDn6R/kxkJz9bgf18B4UUvvyOH5ECPrJadCmP6v15s/NTl36Q1A5oxM6aXTskqy3zT5ffQWQlHzlE2SRFpg91QVj0IYJ3R2AuFjdNOZPZ2yZxrpVapmzmzXtjVcUnO7ezmtX1ZJrKJe3+B+AntJ9lChto1xtprVT+H+Oz7+fb5rPl3kxfJqmkhpgKW5DptQfuk76+1TiWeR4L0/AT68fVXHyiQAj2/vz5fPl6dL18e4uB4sHz/5Xl5SEIV34SihPO65plC/CPeqdMeMxsS1caiQQlnQI1fZwIECbdDM9izOYA1IC/s114HP6Q2khA0GjxxDkrWWNhpSCD2MoOfD4W8U012ekQDcjWD8XlNBZwB3ufHy08+XAE7Z9hBqlsmtEAW6oYvE85DNiMKH8hyc84J06p9TL8IIgq901LECwnNwWumuRGHhmUHNJVRXW9KIm5vPxe6MtshoIdcg2mDEHMOi5VgE9JR+0Vaq1HTrWzotZhuH2o+076RlTYw/PM87x6s7R2oA3a8Ixs2WRoJhCfNVDZTTU1Gmqoonr4Jnvns6V0DnZRmP0SLNZPu+6YqaOBKZphXGKgfr9boIzvHlIQDSGcGmLtpRUE2IXoQArxSaVHY1lAqMF7bPgjRCKmtJEg9TOdQ1BnHhc2G5Gud2kWASp8u02eaLa/QVw9rpES8Tg9OTPDb8zrtkPF5r7Nu3XRCa5Otz5+BDNf+r3Bhgr59Vw8srrX9ZtjO/z9ZbxZr7Xpdab2rX7v9m9PaiY+dxrEdV0iHTZkkhEIRqCqFohKKkJBK3HFBIa5obpC4jIS4oZAQF4gLEBSREJUSRTmJqyCd46ROUmX7JOXEsU/cHHen+bu99+obNJ4x5vetH7Z1/Hd7r/Wt73vf+c455hhjZnwlfAL2Rl8hgSxFcqRE09aZXk/FQ/DHj5NZyFyF3FS1pEDl4Q6SzdgABbtETD76yskolQen035SVQ7EF5VCCDeGDt3j47180eldp3qnj6s+q3rHU0YUUokHEuyGkWcghJAHtaB0Ccgac1+Y8hPfapZjNzHJSE6tBRP5PN5QKJ6uTb08M09FBDNfpQKk98O2PV1u29uPF5C7tD48ms7wKVPaNOBl4wRWvwctqulBXWXlhJEKqLT+CsaJj1REXYJoSJIVHn4BQxZKDpOJShjyJDGqKVjEqBCBqAdDVNR6cpzx8oHrkPjUsY3Bfns0CoZxnlwZXlDZUoiZlEnlmoldxJYiZ50MXQFVrFZV5yrmYqzGYGpdeTCPEiITs1jrQTeMjFh6hmPWic9+tWHYp3K5IkD2CohCWWufVCtGq/fB9Xk7wzBGa11GRfKTGLXzs7MQ7oToDdqL9++13VFrftQe36zbUykL6HOb1OVkIQdn2gLdc6aAMApSRhtOchz3LKG0QQv3Ie0kFV/dbPXPfE5OWNXMjta3HkbRrhMb6G+BO7sMLFiA6qigLwga/gEg2ZMJJ5XFWOfnDaQxri9czdr9q6kddjImbrGQ97PHvT27XUCQUcDC6Fy9zGNrj5/cAAsBCQnqydguve5mpVGHu7bpjNa9aAvW0yElmHGzWvMeCsSuBtybwMZSHrRY8fUJna3ZfL9wuGIBWmRe96DX4/Z2aN0JkgVr/9UyGvemgRCUje3r7HvnMJ8dwgnAay1ER4yOfa2FNgZajZNNqi1dl721e3MGqhHBbFIfCfZOsMcBJ8zMPis1fC7CBHBoRiFq1wBjRaOsaVX03ui/2Vu7koL6c6cBfC7DtHsY3bVsajZiZEb6jEo+dI/pcXNYG+aCrBFzDgzlkQmXG5mNGAxT191zMFF/lFbAwL0lVczA4grkMeQgOKBf1veaTFIHfwcZx/LSg0tMirHER/B09IvAblojYhsn+nIwGlrFY5oBD+7h63tgWqKpNrPXGbiNWrRuWCcQAGVGIeKHpgrp2TkBFqogfTyTY2KMUsRB+usOiUYdMpgAgKaQtexp9qOejfTp6ZeLiKL1W88WW1AbYWOaM4rrm+4XZCqRq/CS9iGrfV7Jkx6ZEu8zmN8mzOnwRA6i58uZ7kMeW1keYz47kKyTQnMkxKdwAqdrE8Rd8kclZBDIhoO22mza7WLTni22bbE+toUMfZDtxEOctov8hD1RjXGKqbrVk699USih2it6HtqjxTb3uz0PizLBJ/BnN0UnoYXnW456J3plzcx24hJi1EGKjj161Tq8bBndJwL0I3Flmni8IWiB43KHHCRWam0wR7z4IYOjTU6AlhWnJXOqrq8PEwhW5X1Q5hckMFYQlKtdjyAJWdsQ893bDrqlUa0j7YnetKiSQhK8DJ7IWG/WF8+Idpc9rPUec6E7HJI2EZlPBu2e0MyQpqZzqwpAA1Nw9Ae9lDwiAs7b/jBsm+OgPV2susTClXXG0UbVwe6CPBeeEyMMjZidVuoVb7u4G2l/d4DqkP6Nz74BqKVAZU9M98gMB0VXGKhwJJhCsqK8UREFesG1NxcbAYMIi52Ljs6n0sSUMKF1kNy/PGuvvnDRrs8nbbVZt6sLyR/KMzp2jFji6RBRQFEwGLfVattulyJlKfj4QTy9WVonCaO7Yd6xkFYxsLNuJodjHqR0ZPKyVcYn4kBlqjzMkB5086U79I2t6ixEvGila0oSB3MytDqy9Z61EJ0AeFKGA5DJXd4/rhQ5GOVGE/cfE0xMtBLUIv5V2TfWe5CZn4yg69MFS5b498C4ljA50Niqzc/HMKYdpE7dfZycWUYAlAuM6QNA91J/L0kK9myRvQiWNgHNVTHVXHkcp79pqNqyGQ4nCBuGp9jgxRtIMqHXgGmQw6egKRjWE/8sLM/cSxa90gA4CdZL2lJUCIbgPg/2JuiLb6CgnyREh451x7aERNfH9YTPQD/UZCSkRrF1VBXtCUveBwySz2cxwSjM6ZNeEEzksJ8t2NchLC2+DtJqS7giOp+LXOYufT+Rx/dsNJa21dcnsqBZuybnVPsCL+Qwx2sPVPKtYK3vEyrlPq+DPrDtyL2zmsNaiWxX/aSS1WQlsXTpu2fdT6KVZkrNcxIo3w9zPNSKUltKtreDNhub7avkCPP9mKcgGwrDn1ACia1shHwol/RO11/tLlchPhDFbBXpar09cgCLsCU2dd8XN2S82liihNMXFaoVDtz/rE2SVbvR+EBKUuLkNgNAqnJMn9VkI8sJGWKDl7r3u/XEW+IRX6kSqzioQ0TrSkYcQgg45FNRsl7oXdukhEQkRCyY6TUoAn21LUMZlxd1SA2ScCXsL8sm3cf1WrZ9rd/CBVJBru5Zx7+Nz2g00tfnytr5lAiC/Vxxkhb8G1zIQIDM9esz8hFca2QesMmLUnBA8muNgRR2HNQ6klXlWUbf+rk46VOCtonUDP9PI5Qy4NE6BSkat3d0jnRtNQ/+6b/K68BFgNE7eyX4XHTC6DGVjnG+d0kymMxUNr+DNvjM594AAXH7xX0DL8ZAEgkW6i24rPalONgZgrWc1IMRMDDQJozZN33WeppGGdpY2djg0ES+enD/oj28nrUzmRDo0NGB0fUB3XhXHc0MUG0N3fTRqK3VpxUM/TbWzQAAIABJREFUvZeRvDb+pD26WbaVxPoS0YuROJi0Jzd3BDTh/jVxB/cqqq2QX068TDu0CJ/fHkaQ+w6TNvhcin9V3ZbOzJuUXkmmq3QH+skoQ8PlGY4QeY1WUPVq2YhYylmOosO4exad44vfB6gj1WolFjo8qyr2HE3P6q0q0RaFlm8VIUIwFNUqfTohnQr+/lnvFxuOK/OGzKVqdDSlbyzyC1AthBCbijjjzqYJBOe/C7oA69GeqjWukbw4vT5tRO9++zvTZ8t4P4hkIX7Vb0oTyCGdPjs/DvXRG9ukKleo8jbHeEJ2lUhYzOpH740Tjlojgt5D8GP9ulrkYEqfk0oXvavRGfUXPf/XdpMOTCYrGoLShKCEjKAxpV22yYeJj9XHc+LmylkHo4JWaSXdm+oHLkBMgTksNrKDjb+8VuAN6E/xHSZIn2of6aupGojPboxybL9pMxLtIdlSws9xUWrYfTAiOQA8OoEXIWCGKT2ZOcjiJEZ/2pIsQdM+7BvSRAVPjdab8Vn9RnoeSo40RlMVm3SUCiRGKMLW5zm7csXXIO0r9d3RqiZQLtb7drfYtrtu3rEmrcVrnCA6QfIl21tsbGNKY+g5cGQQnqqMIJiS7PhQ1Z+RadXfERBCg4tJjqfEpaWaJ6VbCmM4Q02qd1xmPy6KnMxiUjSbeWAFbZzYyuKiZ7dBSilis9cATm3uQrhvGnKQ3qeInpVcOc73jH4jMGErF+MHODmyOgdFD3AIERcyKpvaRjAoYZKcCgmw413g9MgZz6QLn4kDEDlj5r2zFHZmmSs5e/Lsrm0OSpTtfy6d+pnIe0wS1YFqlMXeCFECmILTzs8v2q3cFOX9nnUoVMj7b9TevVn60A2Sq2s+gMiYi+DcQDG8rD4DxWfSFgZVSnDkzc35Z/e+I8WnZXuWIWoa0u//SVCxHi51rRczDSrDMZmH1kwXhIAnxm3PxKISYUczm2HR1T+sCT9VORPopgNj9MMDAvztegXdXnCUmuZYVgjuRFPqfhJZLX02i78lLUIYPhqhC75d7dyzkeG2DtmDBjdoM8kT2uy5LlvTg4khBbSWymyZLzklaEOdH7qfqJ+VoFoZNv2kzooslVEYwHRAmHNZGV4lLiekopOKtSo6H8x9ppLJivHm1n2361VdJ5szQcWTn8wmBHpSAIqBR20yH/De6fS7AlM5xmmG7x72n/udDjQuRk34qb4GWepwZEvCEGsI8xmXKI2lM2r7HadNy/v2hClXy5U8UD3w2V1tlt8wlXAk//AUTlsBXWVZ4n1/tqo4dR0EG8ho6fdGZqH1w2GcUYU62IoExAE8GmI+wbziowYOyE9WEKMdijQHSL1NrU+xyeUXLgejdHn7nn/GUdqnXMmJ+2Gunv3a1mGbKUuFU5r83B8lDupV6bBSlt49/+pVMnTEfrv60h6qiqmCBfKa/Z595efvvjRyGt1HHbb0eBvsZAVzJRe6L4I6a13CT+gc2U7udzu0s9k09pWC3vveoN2UIlOaTpEfar9SVSshIaCp/+5+/NnMSQ0VMRIQzxF3H1bBXUH3ZCFUmpGqUntBHunQDoaDdnkxc0KKR7RkSq0tFqu23O7bzUIOXYJct5CvfMhYZw/BMxaUukdwS3Jg4dhGvu3Rg165sStMYoV5A+oEFxE9OTFJJ4iOE6rSuhNXcsj63Twc51SRUc8U1COsdfZfftYtLCdCtWf5XOn/Fxqn51pmHfW9VTD4Phg9qQliVHXp9lOHpBVWI0bZe8y6RdRqnkG1JSMFYo42z0UJvjkOLo7No9Hzmo01J/rMUk8sP80rmQxb++DL16xNyc+G42m7vdu2xze3nFUXl3MPNVGiiArGcbf6tVxLUAqY0eFY1H4q8xu1LJ8ujFzBc8k+I2Zo2dVM8oE+ZU2Ay6zgrn2WwojYE2lf7p1C0cMzw96vfd+rOoAFQZ8wIU9o4Ord6EPcafqQPlTgSHRbWj6YCtg+bycv1ZreUeYVRUqo0VoJsuD2ynJGyno11lCps/sjLFwtFopwwXF2IhKjTY452uiy+6tMUK4/WmjPbpbtbivI2hNapBPWTVyLUc1GkWVjNiKGBoZ16WGSWZUG72DLMD+tLkPTQ1V1XdCm9YAnhysVj1yEeq9edmlYzw5ihmEKumKz5eBXr5niNZWbiAE+MA151DSjWlCqAOjhltBfkJc2LFlXNoNE7PrMVJE2GhGchNlFHeZkv4Y1nQD6ACZQJ7kC4fBOMKzJ64ewkT61EiK5P+GcBWlKlYh6hT07WxpSJA1h9RZFvyAqb0TbuvUQWG8Kj0tRJ+bPYRtmaSV3SIXY2J4o5bt+4CCxf6uzV6wZ1a+MK5WrXjOTp6NpG45UYZzjKmWY0MYU6mVam2oG9XjqtUyVlpYN789weiWQdpZixrYOnqHlETaoKda+yxICbXyASaTSX1bGX9NTILRQWRteVD++1lPXO450whWAD7aqXjxhq+cD8PnzTPXskW6kV6cqFEg5ksA6gHPmBeLWc25UY/SY6UFbfgG5JhUGnAnNCdbQCY3lzOQs9QxrjrJAak9C8r7j/EWaZukR+lqkdeI6lBuRNexuSej3ngwmiFkrVQxs/Tzs5kNr7z29IYnSHnh8t6SStnOcD2h9RsHSGPdkLraq6mJJ0o+n4jTPoWYGs1NZ9+65K5nda8pTEiNHTye4BYefsqBJEBInC3bnmOsYzvqTqmMz3b1BvQ4ZLsEUud79S8/V5NoMlE9y38HVqUyZrhYIvEvGT5Jb7r/fzKNBQGh0PvoaTvWttKV4P6smOgQwQ1pY31E36PrKmKdIrUY6Brigec/YJ0H3eNK27cPf95Ci9O5m0SbYp5Zs0gWXUSoxnA21gpg+d/akHZaEPKurM6FRFfz4dtG2GTwjSN/tSJOHOSP4EGnvBMYnTibh61pOKQacs5nvo7394Vev2sO5VT0acjMQCUunO7ZnmYVqTZYNv71hFXw84N5HgslBWigcENrggqfUz8zAc7uH9ExVCAolUubgHSE7kkZQGT7oSIwX9CE8CUcU8g26PUmWziYaxHBDz+7Vlx+0qazCshbXm0NbbQ7t3ad3VL16QVmmrZdrZgcrwOG8xIHV2u1iaS/bkDf0iTCE0HSfuUwGDP956XkzbjSJJT3kgtULJvJM60xHgaiVCjU2c/psldUVScu9A1P76/e6niKw6e8UwLnfVLmqVmL9lqpG994vUfCxmaAcOIGUGUR+YgBQPWCeZbGMYSK6gob8QuXj5w18lGTK75XrDexUFnWEJhzItm0sv9rolGt2clW8hULwOAoiUjaGflPZpxnmWpMgGdrUgS1ZmUDxPVpQFRpWcWGE1uFVLGoyXGBTE5csQ1K1ZQYu24TDwkSiYv+SbKSXar2vGff60r2iAsb/1TaSlssUy9QwI2YYaGjVfrGzFHA8bkJp/ySR8v2NEUO+F2lPQcKpuhTgCdphxnN/Mt7R1YTWshMpSGcMkTCki+kK0T3BITCuqyM7uQEto6XUPQpDHeKcbQit/VeVajJclzFVTzKBW5egQ50xj8DMmQKlwxrYXpD5qE3FQZEePrCk7mm1vKo6KmP8Cuz2Mvb+pCHGwboHXl4tfQ/p8Y/t63y32LSbdWR5mhKWub/6vEJ0rB2O8xUsaCK592aSVlf0bke4Pdbr9CsJ9Hr0seW9HkSgnN+ygKoahRWTirVGgbLvSvkRtK4cs0BvYrOJqgDY29Psgtt3qEUdeE5QbFNp9CmOhykkCl2rFpw/c0iRIR9x2Bu/JgYXkubn5FYFWEpXgJVpiCtZuC9KlmhZGcmsynoAQjRu5/MzkKJaw44VTpo//n33SHqFcjIpTmgH3QNr6kG0hnKw0rCOws76wSWFwPX5YQ+rg7bJCU8x6DiEmJft4/sao5i6n4xN1b4nRu7bvaur9uR22bHFqfK7ZMtn3Nlw1T7ygZesiCh4+x//gaYhufJhconA95hnkJGMRm252rabxZLss17UGXwIPECQnrXL3yPCNwNRmwO7NMZsefaq/t7BStZeNrlnwyWwwWqUlzHVqQk9NVqubuL980m7fy2v6JoKI+nSrr395K49vfEIKW16vYgSWLP/PH+WjZF5uFp4T+LMg/tOJEKmC2SRMU9U/qDRG8fjNPNWDJWkomGRZ6KL7heLIvOKIcGEeKHDf3FrQwJBx0dNcCljDAWCHLBU6oGL2Tw4J2k97pplAN4oFTS9+aNKT5+wsrKeaNKz3utAhZSDlMgifVskCm72gI4Sv/cwsglyKSi5B0X4qkM9rfX0o2zLqOfpkWpJ5lj47lGVcF0WhJKjEWCVIMR6k7ZZPlpxFU4DTFWP3H/dhQxP0HvpOUAwqopETNKZD178lzNwQ0xdkYLqUCfZkL4V6Dn6SmW7+KY7QdN6t0uaHXnqfut1eW+MZGSvmAENYrbiWOWErQBVPgvJhlnnwHwKRt0haLY+waLQDZJEJWb2zCVhsy+ps3/ahYZ0fSBZFqevktbUcyLx7SQUDoIk5hC7nNwoAOqzK0npWKDRhteBUc9E10Xik8TbCYCCkUmPQNHjIY53ej3fD1e3XQKVxNGvaRKOoHjlTDg+pVdTMhn3qsWa1/dugUQhXa227SkErLDKdQCjBxUhy0muULN2tMWmn7v3lVtQnivO2MwTR7Ge59y3QtDUC8mJBe5Q6/1kbCnrEy5BSez6qUYkpCRZtoitQoa4m6H2oFQZmdrf6wIdIjOkYstaTNHEIRyFCwG7n4PX8UzUg/Yc+PSNSepqprAS8xqig/uID1XfJnMF0MnbYlNVcsmxiO1kwO494zyl80biYJINa5S1XpTUeoqU4zF7c7ttP/qh66bV9M6jZ207kCLCxkSVrCi2m5ZFOcVaggNDRd+jlZ3Sguv1+yjO4gsvjsFghBMWxY32jFu4ac/1h/b9s0F77eEF94S2hSCM0bQ9enrT7parNpvO2vXVRXv25FF7cH3R3v/gnGsRonK3vPP+/Mzn1AM+IBFQrSPCJw4r9EA9PklkJx2u1tr1LDAeUmk2IwPynFhnynJOslha2Wn0cFo7uMO4b4Gtneb94vXpm9nBtRAZMkg+BxFElowquzq3kYcXmt1Jbu6W7Wa5bbciB9lyIjaLOosz55Nekr9ft3a7Obbl1nOMC44Ro7MCrkdcbUAA6KWSIdgfphaUghFVUwxLIKnlwKhZkiZuGfJSAH3+QHQF67m4PoB9oFkUzpxQYGSz0+U8JpKRDihGoMVm0wYOtrwL0+y53nLp+ypxsZG6vj+j/9I3ZWMXNBmSWGXR2W8xxX++EtX1VTA0KyWoDaxeO2Lp+XmCiyuUYlOzFVMJimijw9+QXvo5WlswQ/3MrSf2PRPbHuQvkHIFBFnHsZ6O0gFK8mBZ0UBVvg5GDnQng+ohmShlJyr512KDmaHjZOxEZR2qE0vfXCNBAmS2biB4m8iYgGEWte1VpXGtgNElTQS4OOmgGZZ8xAxV+sVqgOXwB3WKKXwFKAUe5FY6lON9bMayeQWyctU+K4c4Bf86uPS6tm510mIpn8kldDU5xG2KPxA7n4PYyVRpN50TZLoUB78NO8x6Fozo16vDoqz/9Dz0eyxnQd+kzZRxSbRQqS65h+Mx8iG1gsS01QQlSYL0DGx6EyQBCeGwrXYiUUljZxmNer7iiQheVs/X0nLdhx2EzrXWFYO5MgBeBzLllYoTEwuLgQ3qxUHmIuF0n7PWlFACCpgsVlVth9TEQx7ULHxDKyI2bTSZej/H61nJiNGx9EypIouIaDib5FB7S7wcYGiTzvQaWM9WBX6CspidG95PTDvKhIdlwFSgUyKmfSLKsMbJmfcOSUpaPiHod6M5ea2jUCWbhCh0cvCORu3B5XlbM/wn7ntpi8FYVhKWNTke7ttH3n+vXUzdUtMzvGUmvNHZYmgjrTs6UfagQMP+zg6s6bURkf/d8ThKg3zngaEw9hkn3gk5IkkWiiqWvtb/ts2H4/baq5dtmvhFpR6ScknWJtN5HAd37YwBINqDR3rYtGS0p37js5qGNIBwgZUkFX1PyCI7QNKj8rof8VRBmKxZh5gkLQR9bxZVvegeyWhbm85mrmROqgT3hcwcVSLkgNxsbxdMXUtN1ZBhWbscUUHttjhoQZaJG5GydZMnlAEf2u1KDihFoHKloGDIAIfoZ21faHKGSF2YW4CyWNvF5ws0xQMXE9NRH4jK4xN0bbZrrEOKqhjkpCQ1OlQF76I1cQCIVzGHUFxlBNFgkFEHkTaj9M8Q0wBC7I2qB5WNqOvUPa8+cUmAdMCPZxq+4Mwdswn6gtb+0dPIgavPSeC0FD9eCzZb4G/Ixg1RJx/sHHbq+33oGZKrHqbN0H1Ie5sV2cU62OcqYSp7s1grK2VUY2Bv7m0O4CKMmcThe4xkBgKgNZEFA1GRYmTvSqOkQq7MPNdXB9RsNMSaDtgyHNEiUeggUd+1JtE4yXDPC5Y1VqLDtlouGSJAdUhgwyGdnxuP4hQV72gfoO5pwhjNDTRD1pVBHeRUriJHxcmpkCgfanFkItg5aEL6CgHk3sU5lbDaOdoPYoGLPaqEAjKYoLzOkN+GDR3pDmmJ4Xn3ho18sQfhNxT0mUokgyRQGDAnvB/Nh1kP82wHcDkEZuv6OcypiNwK47Mym9oxAUi+KvbDgXGC5zP7pylxIFGUREW9zPGkLVZOPPRv2iIe3DJg5ODN7dKDDPJ63PutBzIoEYQU6erAqJkMSaYT2N/mwRil8H7tx4tW4VCVun2JfSjSmoIzIyWBJE8ezK5YAkM4rZMaUF/Plg7kKdEq5E7LOw1Dq49YBy19UyDGTPbJwXsaqy39KxtJHz71X32fJxH5EK8ZSrRi4jmuXn31+UmmcfWrkbNV0Vqio0uA8xDkkf3VDu18Podxr/1VxF72i4q85Lnffz1sH3z1AcUOpNhA+6ogD8Nxu7ld4IdALFXhkV6+DuLx0JI9LWbigGKoVAxK7phgZWmhn5fbCjh2xUPCHtknk6rCaLfeg8ZDGx727UzJ8WHdXnj4oM3gQfh5WxBkL3+1WiWn0nhYtNlaD2khDT79e184MhIvDk9mJQ7oI1aprpviA7hCbEg6bHhXaJ2Zf6BFTve45yjvUCDB9F1/n+zOmZyrJOzu1H8but8lmAWJRnD0Dh6japbForRw1g9eTDW4Ye4NFBG5XaN8Y5VRqv+jzaONBDU/GL4rwRHELWU+DEJIpaxPq8PNB7Ap/fq9Dl5VEFxTMp+COZ+zmou8QlWfSgmgEGBm918EyxO2qBKd1bJoMk6MXqoOVhGcRrbJK5/uqiY8YaR6n9bJatMyDuzEVcYIgcuEOsgKvagZoe5hu23ApiyYWIlFfGNLg8oKoBfrubWG+B1MCHybbXSaHuOlD6nEijZFiuZKsrZMdQosHa0h+rpEBK5J6yEwED3qmsYleZQGZejQ41najMQQvgw31FvUPzlIeCyadZc6KxQICRKyRsUbdmo7xQ7eN2rRw8AePeiD3713/arq1tCzSEQiWDgBwPw/E7kEiRdphZaKDpyhWJvK5D3wPTmGSXHpzfK8QCQUiJS09vOMnfyYOFh8gpIk4T2O3MtSFfWyNNQE6QX9bisZVL3TR9RkLY0aTPZf9qM8h8D49jC30Q4mEaV5jPGKzlftJ3rpmJ34kGKQA6iCB3MgNYl5h41FnPjb3MbwL7audhUpF0r7dCdeTakWjm3MUW7IWYnMBn2+2kxOBuUFoFbsUpaEcarTnsJxTsYTGxN3NuX/TGLt6tHBOUNdqiUV2LMQLPaK0oHu0B6BrpgcpxbUoW2EiecQIzlnyo/2tdE7EtaQ5TpjikhzlMy4reP75Kqy4mYNFQkHX9dQsH2MfkgikW96jrXHgipxdP9Ua6D4Llwb1+Q505YLuvK0lMhKAF0GkrsihIV8CiY48p7RmuFgVgsHRFDyMiVbmv0ulMeJCAlHZJ8uVkft+188b69c2EYSydLIJk1a23B3Burrrx1bGAdpK1JcrDrM2MmhfRVUoIS7IFSWRW0VgO79dntsy9WCZEswOoRNre48H61K/TcceFzudDwjgbg6E/tan8MokQuKQbtbLPrEKCNDFbPU7pCCwknHuA0+/dnPcyl6CATQjM2jl6sRVNGhwoDkoVuobtglvquyJ3xuGH16OGEKaqPiUCJzdpFtYISlt8LpY7s8HHW0wQXVQVTJaquD6SQLo0e537XZbMQ0JTb2yNNwLi4uMO1gk8lIwYqUtllv21ITLpSJcoAaBlA1oMxGMJXYk8qkJWXQxtJiNvszPrFUyq4yqMzpEdm8xBBqyA5UP1Ur9hBdEbDIsDKPuJiSXQaq7Fw9XpFEMlNY9o/hgZD52+zAQUIPzsGgsrmerexNH6nR/yfb1QJQIlPuOA56vo91nVWlAQ3XBZaTTch6CvTmEBQhTOPs/NnFKYC0Q3/d8Jiem+A+ZYRCRhx8rBvGSMHO/F0CQXWLHIVaDA35ZOzh1sB6jBu0uL+CXBFc0CyTDHrCVcFuhnd93TokNfADRybJiY69W5NhSH82a3LL/MFtAlCD5xxwju3i/Kxj5tYMUKa3JIHQ55G0jiq96y33jmKVbFoC0id6BIxk1wqmduwye1/XTuIUK8LiUxBm+Nw9KcRVrJAAESGVuPhLn0PrfCVGPkgE+GsHTRteFfky1pbsA/MFPDHH3r6KIdJk6rVBjNIzBT0g0KoCktwpY/jCjCX4gyL5EHcbLE0eTDvGTcmaeoQ4juV7dT0eSaqD1skIXvFiQzMhTfyUQ1vJOlVVUiRzNbjFsUutEBE5paow5xdSoNZqPNKrJ6yY4irSxjXVV2X6Fs84ASftKEPPjPloA0GkjO10glhtBN3/Di1gMEb/+auKq7WAfjTjY7WfvObjsZz9QA81SRVJi1IKIU4ZXG90qF9PYY7kdPcAGU+gyvd0bQEzX0SWi60Gz9Ns+qgo8Ikw+gdpD+TGCMB86nGTRj3MmK/7SoWt1z5u2k/+0Kttvd+11VImP4d2eXGWdWjJ6VqtLLUwJo75tyLXqYWAxNJmQnSM4kOtwov1LompiHoLK3vMgzA65Al8865tpkSDCcZBxB5en7fZ8MgM6/cePSIevfDgXhuA0BhZ0zNarJZtMp2xnpYrwc0mNIupbusjrcdde3qzaoN/pAq4yvRUMH3wMgNNBA8gWwXH9H0h6IwmXLghKwckH5o+CHSDTJrxxjQJxbCGiS0ZzBxpSgUy/b0GqnPUk21b3oCgHi9V96a1TTwL1JZpcrW6XehQPLQX7t9r2+26m61a3qSGg+QQpY1lFnX1ZvRvd+tdWzCMwbNKdazps2EEEhMKKuQ4UhEeIg2hP6x7FG0lBze0gHJ28QKBtRmtXTX76CyeaFN5LVyMPI9T7EMdysCz+vudJA52vtGWoAehv8/INhM2AkWJ4JCK3TCSDxO9Vo1Q09/LaKOeSUGQMMN9cV0ZwnvFw1UbQIfmeOJh9PTBZdNW7FTM1g9NPgzXV5fcR2WYItNoLVxcnLdHT57yPDSOT1msgp6kKowDk6mKxs4h+7Hsgszz8oIERZC+DvflZs37UrHkMAGyTxvBPTXHF7SyyBxsG4kftH6Prndq1u64n8piKKtETdHRno7wPBmzJi4FRKVudKc3ZvXcaMEwfrGgx2J0e0CH+mzaQ+uV2i6xTmWN9skolTyTmzLNiYPRk20AOejh+Zn1JJ6+jwxUjxZZ+yh2menVT0aCcBdWfQYNc2Xf69iBiTOO1Dl55EbMHnaycjmXtax6tLZy1TXTz4w39QQIsO/5s81jEFEQCZVbMkjtKyDEybhdzFSluPJXRQX5LAb7tA+EKnD47ttyK5KVFBoy1RiSNKNo4M9+ljq4XYW6dSUuiHgemmS0QUlQLnWBO0PK8cxstxo8E7ZXI7hfar5CuSVxANOl9fvWgqxC4xQKrmTIvfxMFoqxDi0HwIEQmuKsZza1zUBgRwcdURLlCrZfw2XzqKRIOveacd0VAfE1r2dPAl6yRNoESdqOVgDYj8P8CPTzuOeFSIUlJGVDu7qY02rQrGa1/Dg7yFrkwqZE+dDuzYbttVeuCTmaAS+0BGlaWk2YpKz3bTQV0jWA97PFkjjJ6nHcbpYyZVoxthL1i5QAYyWGM5QV6h0rOeuGK5a73cTJge5ftZCkCtK6vjqbtevL8/b02VMqc01OUvyYizOiMyimIU9vnrTZ2SX3QUZFFS/VPtJ7q90qUjOEtf/zd74A+6A2qm+raf2GCPspJPZL1eIsPZc3JcYL8QKFWUdPY9/JO3zAyRjdsJP6nMo2usxbGkmUgT0Jywbypq2jQMPuru9ZkD1BfgnUE/NsDC0QootU40oDfWz1NnGKsW5wu1uzEJDCc1iph7xry/W+Pb1bt9uVpzIpUqhixg5zt+bukNXHlMCvpWo1ZBAthsCRPQxsDEN9ClXgxLdkqCY79JVzHZJmY+7agM8Y5yuahu7hkIV3cTlkjbgeATym4q2eUk3nKFs0o1i+63XgxjqqWzRVtWnHuw/ojJjrZb5m+dQqIXM/X0G8a2lMRu1iOmvn88h9dP83sgBct4vzWZvP5hhvKJGbyoVov8ZWTo5E7zy5QbdZaISu++HDa1dXMbMwTO9rElsfh69ixgc+ZB5nJHHAeQrcSGOctSPTAXFx9eV+r6sMBXT3Uh2gscQLK7361yZB2W9WN0WbtdyLYL2ngi6yYPVsS2/b33snYaxp4GYT8ZQw0X5I76g0h75G0g0Cn75ghcIyViKUfYrO38HQZgLuQTHm0xkyWb75GaomlaGLr/D/N7yoJBl5EgQUJ0n4qavvqxGIUzHJzeeog7uGTVSiwz0NSa34B5indGu20AWxk+0LAKwPkU1tJ096UkVFyp/eMQUBfefWllutsz0HsQ5heTqrxaTnqL+rEZ4cuElWbeJgT3MdqrSlNnZgUjKn76MY6aUH0XorCTDkXNA0+w7yilpOXkOunHsAJ+Z5AAAgAElEQVQFgJGHJI4xR2GFnZhY+OfioIQGNTydnILVx/QsavX4bc1aiJMHnvg96bkKyYnmHY2z1kvUGcUfqMqc1yPZUlx3/9+hqp+zrRXoiVUORk7CT9jOGKxM2nwqfk8mXSELHbb1RuvbsV13SzwMJuVNRMgTMtXag6tzT50LaU7369liSRJ5u1y1u1WkYU0w8qbdLWmgWnmjc0Mtm8MxDls6f8QX0DP283LNOGhnZxMOWf1Z8ckNliF8I7hJsTz2vhUpcOVEeLdrD+9foTcfDadttVq02eyMw3ZBQejz9Wx+YW7DdkMCwL75P/6ff3ZUUOJFqxKOr4svzD0YZXR68pAeuv/csyxNJhrWNK7J0HSwYsGW4B2tGDBejPR7NqUfoGU6/r2DvLMkug5k0E4KdNhVPwlYk0TgSB+oDqh71+d4TJeTjjaGr90ZpUINQ9DVoJd2UDDVZt8e3azb3dKyIINFBU9ZhtTN4dXBjCNUZb+BfiGAFPabwFjs3Vi3EQSxI1Nw9eSRcoTxKDK1gq23s7NUDyObrOCRathhZLN2sHG8rAv6KiDcGXqUyyRFJ1KgoAE1clEbyXpZ/bT7wTUC06SKwE4yuSBj9HNhpq4yTXSfHjupQC/XM5tJRFccrawPLRHtlu1sNgdS0oYR6YzPpxaCyNBt2FZreXK3djb3JtF/ykQ1PlAVvypx7AoF22dAKMkWfrYmknE+SY8rnTL3txIVf07Dg4ERXVh2PATIXcCXSX5ODqharyXFKQexCqY+1P26pSHtDvCgEhiEUM34iak1gvtcxtWp180BHbvMzr88zj5FPqPfG3kUkDvPMtaN2T+6XsiPmXAl+BRpkdYysWDY1lt7fLsI7aUz9uUthzEn6womEyFX0vUju2oMNldPneEcgWF1PRcXMlHQPtLBZ3KNHeI9R7qqfe4PJNBMFsOQRiSsSTvuVu3FB/dAVnw4CYWxcxHWi6qe1pumFqKC/N1K8J8SGkHSdrbSoazvq0EuBNscrpYyuTev7yc2RYlh33MTFHWJzPsO/GmuRVQkEBBd6JMcJXHtEtjc19SS0Zr2bnfdYZj2jBPpvJju/9hFkiusU9cqf4/biVb/dCgfpDkDzu45O5nuKt28vBMOoXdakzJLiasUo1NhY8SJy5SkEiN5/btFSUI+OLaruUdTql2otW9pmlUpaK0jA+T8ASEZtjkTtWTANGjXZzVnPtr3wxGkEgnZzuMgRb4VuqYYLr6SUFvH1zEJoexZi6WsGQGVqOre4IMhne501O5dCIJ2DHBS4DbX3dKwMsiE1tbtwmRa7S8g5nG7mFu+SAEwmrTl8s7xRnthPqPY2x+ktgmSorv4v/+TP4YFXRWlIVUbBpgHNsBu0iiXD2mMxgkUYYGW5KXYqqeZQuwE2fDRA5ag3KPg3CdAysAABx/wFcicUbmPWS3hgm8q49K1I9kRxLTxFCXdbMFTZ9MBsIFukiA+bwbBESJ7WbaCo1dcnlbbffvm9560xWbkfpCs6mLEgBVlDuDhYdBWCohAxT4wgaXDGNZ98+JycJB1mqYO9VBixOw0TryRTUn2oS+YTz+v50CPKrq82kiYUSSzVQJFr6pcsSJ2d+DMMHDG/3kz1Tg4B9UiYHgb1QHMYk1vk+ooLmeQ9ID5TLSgj+pynsqtnJQEyZQ5hSAnGTAw+zbwThslCNSYPkzUQ77r4K0kDPG7dR/L/TX7Upckrg+QWArqcvSrH2snU7CXdywxMYB3wlgB6FQWJnis1lclbvWzhJv0EcMnZA3bWMAVgHuozqA9u9TTkao9waPOkI3wEG0okEPYjHMHGVWAOLllSAevweNSZVs9XFcBXWV28iw9rMTXVtAhRLO4Sdm/2skGLHiKYlV0m/QAbcwilqeCog60Ymobwk5PMtc1myv4tXY2mbYJM1lN4jIZz4x9JHTdPGvDqT48ff8AepT4bu2sJAgaQqQ0zbQ19u3VF++1GWQiw8QkajnMVdXqEBWvQ4fuSiSbjRAtm7uUHliHuwhSTF7LAaf9B6FTVXC8CCz/c8XvPROf4ZIrieAGWqGWjaVC1lsbfXNy5KreiEmv/T2tNgth8joqmZEVGX62vcVjmZwAUXdMNSWarY1kUpQ+PpPMTtCwOmzFydE1e50bffTvsydkEVruXPHULm6Bvk/72hx5/79/1rwaXQ8Obm3fXrx/aYg7cH6pEJCFqlWmeE2rE/sjYh8TtMatzSfjdj5rdjSD5CZ1ywGZUCVSahvgn59Rp9zbklBGLkXbL8m0rEh1QIoUhfRN2uNwCu7fO3e3PpJCpopt9P1qS03b7WIFEVKuih5z6d6+Ba+SJw7bxfkV3Jryv9c+1+eYzu1voC9cFbXPfvU3/wgnLMPNzpxPA4/H86URPxA05n5JQV/lK+s+YUkinC0xKq3ceWpWKlEgrimdY4oOAm9kUy6GZglmqkodcjJOYCHFaL1IKZWhAyUxqN59Z/3/9eWMQ3iWCRuw+OR5O7d1XsHtU41giShfsIRmQ/7ld27aU2mg1YvExCNyjUAhev9i9ZZ4PwRJA96kp85A8Y7OmDhJB/Ra6gVI7F0wN45Y6SdqLSszVwXM/df/yt+UJMB6VsEjCg6MaWRGsCGdIgeVFtQ9yPRIIpsRBrBjCHgPf5M5Z/aoFgNMVg7yTCoBNXCSBumKgKiDNXNXI53hYCYLbm0ewgV9QNZTP7qL4EMWGms6MebHrmjRoOr7k9gAgWcT6VkZPA8MqipX0gD6wA6grg4yBzbOXuURW5+JBAW7u7IVTAVShUYhPDY2yzQrXzM/SwURqUPnFub2xCm5ztKqk4OKxErIhrW2en5IHAbyY5530ibQDyoF9y1rdnQnOcnzyuXayayqVuwesVXI85J2U/ffrRIFNaNHMXwA7rAjkQlD0pgbru5c4qTRTE+NRDFJdUmeCGhFsIEh76QKD3cmGHmubREH9fyV0DvJNunRLmH++w6yRfsedILc49heevG6nUsGEo6GetpYVqZnaqMGk/3uJCHcm1Ur6Qoj9o4DquTTOcA9M9Zr1IG4qvVCS/wrCQHWh0bpqtfnfrC5LmUTWlVvFRO13iqOKvS5FVEa6Ofh/3rtIoDVNCtXjZlKROJeCafvnXqglVh2EsPsOSdk7t/qRklJ0B/UcT+DDO34ALqhme85hcvQhdfp2gDZy+3YXrx30a5mSkzD8tah11ExqnjzwW+bRxOebNBkl0RbQe7aS/fmxAEhGbskS9oPC4bkuAXi5Kh3tavEupjsPANpo0+GDXVIUIhW9y4n+JGDuK1WICAkqxqFulZyqjUjpy1fK8VinpnGcPp+mksi7ooQTn1mjUy0a5mQlZpI19rg7/36Pz1WNcshiHOIGbX6T7RrZZ0cpGVhl6we16RUpgx0DxzSed2y0Zyx8gAz6BntYcwUinWNlRyuKD4UOfBCoPGS6oO+z4vqzfV94zIaUNaM5lN2mmPBGHLOkd1dyGETBQZI5WTmekCa5qJr0sMRvf1m2do7N+v2vUd31jjjmWpITIFYTOnuUKY/6ylH6jOhC1WWfJJVOsn0ptRD1X3hgKYv54lHWgz0sHLoovetofbJwAHE4zpVszwro+02Wq6xIFOZ3fMstfgkacomcJbo/qg3eK+p1fdKME/VZvc51oDgRTZRHciYrLiCYjErk8TDVf7LmgVrIwl9j1nMRlWoPWMLKahVm58KDEKtK0wqnQwXFxNgOp1bXkUCIt6B2ekOatYGFYzvPp69pT0u0RCwng8bs/PIVaKz8c+mF6/XdyWiZ6kepyo6z6KGFAeDetpplivZ4iCOzpLAC4SV2iKaYIJEkgoqauDlMH8zGg2NZKoSi/pVBfcBn6o+xibs0tLGB59Eqha/2p6ElUQnPXuIVMEny6lKvUPDh7aYLFYxiEckKZKSOV543jOJd4bMEz/Cgq6kSm8BJA30qaTT2lZ+tnOas15WmQhrn0O03x9IpFBOuD3h52dZz3wiTsHGhBiTsRO71J6Qp7ODtlyK9GftW91zBW8q7JIY5qAlaSvtbswqvGe8Htx+sHmMD+DMnjYlIkQgw82FLkH7DN8DKtJJC898ALO+O3TrpP/bIxpOsZj2pAQ4Bh6+/9bbmvxaSZfbLsVl8OjDvrXH8Bb2do3rdPUazZ5/DumfWxUYUGBSErQkLGpDrnHPijRJPzsbHdtrL99n4h0jWnV3Snere8b9svue/nU2lXLA1SHOdGoRMdZWB92xXc4nbSWW+sr9eK1DneySjwrhsF5fscDrw3G1swgkFmjNC8EkrqTSZ4JW56l/aNfzUbt3OWvT2Zzev+KyKmYxr2GNh7yJv0O0vCJTXczHaNvV6Fje3Tku6YmMDLdr3vBq7/aojW/UMssB3EMgNdLKB6YDm6fhuAzyX5JRsFF7H9IibNk/OJaOCboO7BUo7QerFaTXtUWetWdmOacCjw+xe5Y1qq48R2OGz2ARV0GQnjLVqCzW9Lo6eJUky+VI5J7DcWOjD/qOloYIhtEQcDmcSDYjCzG5f33z7bv2zXcWNOQ9Is5GGOo1wJyszURP6ICM6nTKUABJDqQStivJEEFCAYYJK6qC4nTTOdFI6gTDsmAxZW5GTBXsCdoM4NY1+b7aq9YTnHoNbQ1yryTF/Slv+mS1yFj8TGtii/5NfVtFdkbtZeNS6Wrx5pAsI2NLCsyorbWk92FOLuP/nAVqI2PiEMN/Z74VQAzJQxbKQHKR1YDhWAvW95IcpjdfJDh/HptP1GeBLEMwNcvVUy5OJsRwbpTEx60D5i3rZ6TPdEpPcCtyIO5GMWmpDQFULAs8bBopz9l4DsBW4HK2ZK4tP5eEtj4bcC72fQoag3Y+F9/C0ja9rgCur3/77bZYrtq7777bXn3f+9srL76IHEf34A9ef502xyc/+dONLDzD1Gval13fosUk0XXbAH2mfh+43Aew9yFOYwoUYvXDonePWCzvqtHo38ecgY8VXgBVt16bytnzuou1y7OvJCu9SH1GwdrkmKxha8kZrckiiVWp0CJVicdBu3997qR34ACpg+Bs3NrD+2KfRtcvKdLu0G6Wq/QbxRFQ4DOsX3p/V9klpSz/ZqInz7L0t656HbCROGb9UHgk5nXuaJxlBj5L48+eS3VshKrvzRYShHMVeKyLjvrqD+24lMWrQD/nytl2pLVsS0ro5DzPNdmgDg6S+yQCfr+w8w92RRRCUAkxCXbaiu6VuUDyXnds0XMRwcrjZq0o0KE0Huza5Wza7t+/NtKne73ztC1aZ2rrHQ7tlRcfsua+++6TDNSIrTEeB66w711feSrfQXMFjCgdU1VyPHUttWidvXi6hEdJEPcoDGcjHCbZwT1S4jAe0Qu226f+zecUSXpaNl1Sc3L/Xrq+oFrf7JUQ7LEYFoNbT3EFn8htB7VxLO1N3/1//fQf0lDiQ+qGpsFeTBD6WQxS7ntl1Ztw9uUPWbIWko+hMy89CFixEvtPFDx3fED1Ngv2tjF1sjfsFaHa5dZ5GDQPO8PG671NOqiB4Ya1XHGWcXpIACwIHfpqhE84jPWzyoDJAgNd3N3etvtXF9wgAv+wtbe+d9u++fYCxp2PdwVzkzrKuUh/X3o+IDRVSWh4HUB0jaLQM/9UrFugZGfnYmkWcU39AmRPDKU3POmOSBGlFNtPXWtcvXtoReA7qnJXpDXbtw5ooBKyxPQJc9vVJjCc4oy3Ap5QjMFxBzJAQE3zUKxyH5weO2dTETNRCyaD/KAWRPSK/nkb+7NJRoYpIYEQdc1yJ5iLPZu+bTmj8dp6H63RmFAUNGkkMe5PNRxbo/eUocbv2zNRTcKCyMeBGcJgtJoGSLUuNPFIxiKbJIViU7qvDE+gJocpeUpiYiJi4NuMzisuhRmsxV9IjyytGWqHMOf1bDy9xb3EP/rnb7RvfOOtNp+JOVmOPKkcY9pSA8EVybV+pBjYbVbtZ3/mU+19r77cNnLewYvcjnPkOvTbXMW4f5uxf3FB0/rBUIBkJjpzHVb0iD2LVUkZ3u2BHX1rXGFp/1lK5edvnofHMA4mWptKfh3csRuE2HZARqYvzDFCTuQZ7z20Qa8j6K6c5VQh6TUE9d3e3rWry/M2Q9Pt8X7KX7UGNJhlrd9nCpTcQ6leZcojGUocjshfpQdVcORwEgfCc3PNzC5zCtt4VgXM9B/kfz0PwTO4SytsLkDBn1WV1Z950+5LcL3WredJF4rALOzo0MsgpFovLmwM81YFXdCr2dXu33tOufa5B1a43efE0BVjrIKj8bWfc+RmKYpqD9TrO1lLyJC2d9iTMZUU0H6aTNr1bNAePrhuQ7aceC0DtPK6doqg4aC9cP+6vffocXt2tzW/A72/G4kQ3fZKnPbtbD6mmmTCV8aq+tmdtj+jXY+0E08LYoDPEmJeN2RDiZRiunuy+jdLpozseEJVby6j88HXvfaBPRq0y7NxOxOxTMm4OAEyFiIxF+qyaXd3y7DsLf9jFrkgd50z/9tn/ugI01QORtVbRf5T0hhlVu71cajW5KTq6eLJq36kB4nTU432l4PsKPmRSQv1835khp0K/mSz1UD1TnOYkWOExlQUJ+QYsvpi8JHROyNwUA+pgKlN/WFsVxYbTej7lYlhIQYZwKYNgmW+87132r7N2tvPdky5gC0ZswtNW8GyspidpvSFIa6FqMCgzy5BvbN6wXiXFxdtr55rEpbb5abdaXSiJBHSI0IGccAxqUwHrA4nj2i0dV1/T5wVG6Wog7zgVbvBpEdR5u0xYLdgXOJ4u9LoXkzU64VZmSp1PG6XZ94EV5dnHAxlqICBAsx5jyjzEPReXlH9QshnJxaG3vCWvRSUqUOy28iBcN2vNrbq7NvVvhjLrC/aIYbtuQfpHxoOE3vYWmKT9VTZ9NaaRbDpUR+Tjgj8qWhKUE/GfgLL16EPRN7B1NaqO7s/YZMqKcihXtBf2X9SmatiEKdhOG5f/ouvtq985avut+b5wtLkhK/oHFg8pianumAHZ7//6TQdJYKCsz/1Vz/ZLjVze6dBBg5ONiDRRAOPsbQ7XYwh1BrAIjAkN11LRk3qMBWhBIINkIcDlJFQHRomb+qLvSWHsqBZJYVSBqoDjuo75j8+knU4aj+Y7f3Sw2uq2yd3Sx8UbdDu37tsy8UdkLySOLFfbZwiss4IyNNtCz/3xWrbFkqYsaJUtaUqxVpfH5ImAikxwWoyKFORa9RG0UENUTPTjZxkuzXg5EqSqiR5qYrkSazvqwqVSjSe9bTigiyeOlBVIu2WTk+oK4SQQ01aWZJGzXe2/a8OYIx5QibN1jHXhvXk5BK0MVurS5ZTQUPUi4WrXdpsqIKGJZ+NJBy0xv7OEVm5cMP1zQe+0TW3mtQWuJxrZvagnU+HWDYOj3sMVXRds9m03dxpMEEOW/XlBTNjmJHkRt+PdapMl6btTLLD8C7sl1DhvohkzxPfLEG0+sXuXr2UrFC229sFrHKLVp2o6LZp/ZIOKH6fq3r1YI9gG+2VB1dBII0US+amNaG9rOtVH1nvWcRheDO4tNn7f/APfvuNIxlWehBMg9huTMSIzSEs5WS3E7GW6Rs6k9VDn4wEVVoDaGhGTEPdMG3GUin21nosotq0nSj9hCof+QELyU+bjU2lYxZOZ02nzLoOOM89zYEEhb6REWtxyYWEBZ7PoQvTIaD/mL5Ctmvm4mA4aY9vZEYwad99vGyPblZ2xNJnO1qqZGs5z73E+o1BCTYGmI2H7f7lFOcvgrqcwjI5SJuLYfaRNwFziKUpOzz6UXZ0uV2Iwh4/aoKDyVL6+RoUja8zLiyGaSfjMzf4IYWYkKZKuA7E87NZ03/35ha2yzdXhg86BHQgqFd3++xJu7y8bPcvZu3hpXTbcoeZtnceP6OXph6cbmVZT6IZhaFqKN8p686Tr2hVmpEISJfqqnrWWJN2B46nO6nP536hLSzdAnFA4OeSgBWE7sET2fQ6gKqPzqHqSqWILZW510EKdKjnStLoJLH66NV70/1URefrKAZqD2dXdSxYza5UseFLdcg10ysatvOLq/Zrv/YP23gm9qn6zobftTlVUfYs4EweCiLRGeqHoOJNrKrXiS/rQhNZcnCVV7P+3Zpo28Jq72hv63T60GsfaD/+Yx83oY7+kWU8OGTpYG6aq+0gaajOCadIeYKsJeNicAJVbaEhPXNcGxw+gHT4IXFqQhowbvzECWJI1URycVJI24Nybt8eXF3wTBbbQ3vv6R0B/v7VGcjV42eLthsM2+1ShiWDNhu29sLVHHtau+zZU12sVbzst0cIV3Y/ssKger36bEqXJGG7vdu0r/zl1/jcLz540D7wgQ+0tssc8BxWtJ9EkqSf57YdnzE9bSJebCR1DKkKcpVpUJnDD/jAMZbEtJK6bh67M68ydJHjmO6n2nf09UceMiOHLzwKiviVw4/53O4JscZMckzbIR4MHpojGaQr4mpZcJDT74qePaih4pMn5NaUt62d3DABEvt53p7dPGuL5bK9++577btvvwcS88KDy/ZjH/twOxvZQEPx4Ox8hh+AkAvHSI9Q1ZcdCb13C/7WutFalbwRN8WgfgGeuvtYMLTbcj2pzY3KmB2RhHgvg4ShnZYFrf0cdMjraUpjrmr17GxGrwxEUsYfN7f87Msv3ifFXqxkZKKiKSoeZHC9PNcJjMnFeg9P3Qqp9otv/IujWGTy1tSLKjvkFpP5mbwyGQUi5LodrG1gb+tCZnxSQZuiD8GBbHJHM9ssQr22JTt84Pg8F3xZNzTzBTomI7aE0QFXAIX2bvzrhJxlpxUWcszS9R6vvHDdZpNje3Yj/ZWGKdhIRIt5hs5VufeRmaRoVyWzWK+Br1abQfvuO7fcEy2IoYTfd8uu36iAV5o3QRVi7V3OztpotG0vPrjGzEAzihVspWvDsm04sYZNTjzoPY0YCNJWANdrQpbaewKT/iMfGdocoYwkFGi0OS/mw3bv6oLAOJDRuya07Abt0d2ybdaHNpVH9nbZLiWEnyk5sDH45fm0MwrXfZ1PpjzDu5tbNoQqnOszZcHSbV62956s2s1qS0/NQyk8UYpxiTiDGSoXY7x0w3qWICt8rzmY1VMuzoDE7R7xZoIbhJsTRzUONFyq4uFcup+Ya5iU4oCtBpSeXUk2PH1FjkYVjJ4nu5A9p8LkII2GD55DFqKDKl1ctw94zVROgbHIqpnGZEhN91KvqwPn6bO79n//1m9DIKP3FFYxfTuQCY/eZG2XlZ/bbG0g6CZkD2BjJQupJoEXT2Bw92BsfmH9pmBk+0B7Dqu5FCSpPAezY7WuBF8r0dK5odYHmundvv38z/98Wyxu26uvvmQ4kklN9r1Vgm6kR+tQ1Z2TGH0W2g3MSjUvAdkJLGbD1LRtwlLXusAsJ/FHsVU9SK0TJpLp8NOBmTaCNsvNctMdwEwW02tMx+1qOmxX51PIlhzmmoTUdu3pYtMe3wkyVCySYcu+PX52SzU5Pz9rn/5Hn2k7SHopD2n/msFMi8xmqtbeb7Ztdj5rz54+aS+++BIJ8Msvv9xeevhCe/e9d0Gw3nvyGC2qq2O/pp7vhz/84d6DIO6CpcWvaWaahNUGdrzDzEZhOyMldXlFINIzZu0r8Idw6Lm1/tLaU8WfaX/c++l4Go2q15XiADI50Ks6onoynEdwmj8AHM7zpavt15mM27tvv9e+/Z23GXIxmpyhc9V+o40RJAQJGrO0t+39r7zU3nrrrfbJn/ho++EPvYrWXUiMTJMmI8O7S/X5YrOLvCejGD2+0i2Qu5s74nG1wvRzls6eDOxJwUW1HtdFHZG6nXJx1FoXr0R8G03Vg5DW9mh2z+OIJc05RK29nPv8mdjjc7HBFSckd7Ti49mzZ7RV0DkPJDlaktgRski2bVAF0z9WvYNvvPkXodBZWC9SkBajIbohw43dizPhQjcGX1/Gzkk2YEh3ubZXsQKDpmMgOqbq1BtaTC/he5kE2DLQcCoVTCAo0/6N6TsO6dAxycesaA8XT0KZTMZEJCCT9Ookr1EmfS1nk1GqVzEhNUg7JvnMh80YwetzWRC69IKMs5MjlhaCHtSx3ahSjFxmpwWCvZoObOlb7fss84jaOAyBUKb+9I7vvZC0hGktw/bkdtueSYvGMHIZFXhKkvpg2hTalDqQD00DGywx0u5XUoO36vHQ5jNP71HyMxH6MLDTi4KrnZR27d7ZrM2mQw58Hco+xHegFWKNilGo11emrOu4u9W1WuOtuy+jcZHYlAzcLnft2dIGJYvlDjKEqtWe1u8g4yqul3BARlLgxy9aiIQNMIDcSzcZlynrtD3Ttipc+i8WI3QQUcHwulPYfQId2/nGTNRiR7sCsAyhh4cLai7Gfa031nikJ2AIMhEOMkR/HrKL7w1WhbvWJjPpEwft8ZOn7Yt/8iftu997hFcsssxk3CSQEz3L3viEdQ92RseSRJI+cPr49PhkWhCz+s7oncOlJG7RPPtU68iSNfayDnRLYXqSiuFDQ1DA+XlGxZoN29KVJC0R99sgEspKFHa62fwQeiBaCRlRdX3EAvC1D7yv/auf+Kn28kuCHHdNyBm9fvaxeBOxb0xVJhmMDlHtbc+clTGC/qxDVEj5ES6GDlNJ+oQoiCikSUZCcuxTv8XL+8HFDKes6dlZe3y3af/1f/s/tMH0fjgQIRCR8Ss69dyIzpGM6OiEuXSwwIg8f4VA3Y8aruB1X8kOzxryoNcekTJVroG9Q7u8vGo/9AM/CPTNayruZlAAbTpB1UWGg3xoJEi/FmKhZ6J4w4CYkA0Vty7OZsQTaWNVOAwniul5zlEMuCh+fnKbuRkmyxWD2y0JW37K6lEV+2f/4HX3UXWgYn2aAzImJVXJO+swH4AeuipARiY6mRXqIPTrr/70R9oHXrlul1MVAEa5iA07w+xqUZWO3e0484FUwOBiRavWE/iOaiXoe9TeEIs6QxCcWozacnNsX2Coz4QAACAASURBVHvru+1b3/lu+9Qnfqrd3i3akyfP2he++EbbHo/toz/wfe0XfubH23Ss2HdGcsAaALZWcr/hrJrPzjNu0xwJIUV6CCQD4ahs1jusg0sVAePcaYsTp9CnBt9888+PZcpdG40Fz0ozNPTk5gZWFz1CMjcdyh6AoJsso47NysJ3PSQO6aEEzGYZ63V2ggbV14xRgslBztiM3IdRHa2l+29xMAojsmzDjLKkCg4BqCAHw9AhPjB2yuQlWHMhVdg1Z9jOReRA0HloZ/NJm488n1jVsRehX8uTsDzAu3f1kvcnAjcs1bQgWJT7LaL/Npy07ca9C33p3+w/LfKH55LqPVWRHgemyOtA1CLUNQvifnSnw27b9upVpy9UPQRVHyMJ5eM2NZooYM07xqkOu+uzcZvP9b7WKvpQo14xVI3Xqg79SYgrhjTp3U1dFSvgbhRUNzuuWaPeni02lltlyDhi+nIRoir04aNkA4ecoyYEKWPMclBA0Q5L8LZBfkgSsqPUMACYWPa6ZunS+shA+bQozJTVc4nN3nMC/LDqIVh4/muvg+6DDxVupC+FsJTfeDle1eB3HYj6nkdPb9vv/u7n2nh2ZvKVAnaq7QoI8ANCbPFB6w0INCs9/V6HleQdPuQiMOiYr6ZTODGtVrB4G8qunbjoB20ioOclCz4SoJhhFPRdewXtbgKxwQbJrrRm1U/z8AsSqkzqqX5g+Y1Xf9tKADPSva/0o05UINPmIXcBnsNj27Z3t+3f/eW/1e5dzICLdd9r9KcqNyWFpUfWa6pFIu2+Sgv1DznwD6P23q0kHq4btafUuhHRClOGw7H97u99rn3vnXdN8ptfMpUL+FCHIol9CE2d5MbJIKk+7nyKCWl3hF9SLDqDceUw4HXef15BjjWUwCYdHAogD06cbUmZ1h0owLZ97GMfRXVBIaDrkD93DEsmir9KykhMda+FRrZ2QYLnqrRkd5YZWlUAYVT9b8WOofeH2ln1TCAlxeyHWBnolxZikKz6XF998632tW9+q0201kvbfmqTCTdIRL9usLHRGxHRBG1jdlCMcN8/V9z9yEMTQddtv1u1j33kw+2d9x63w2bfPv5XfrB96H2vkFDoxNL+07qQpOx3fv/zTLh7/yuvtr/4yptpb4UJPpxSHROvdRYVMopPgie4UdCoGNG4Vg2eGGusoufWt9XT9l/9J/9ee/rsJuNnnTSoEBESp1grdEWxEDgZGZUll0oylPBuNoe2Vivz8VNinQbF6NiVH/5RBE9ctA5t8J1vvAkGqodDH4ORZB7r50PR5fNyuSJQn1/MkahwIMkqTz3LNsYZZC3h8UDeJxa8q5kus32V6DZL9xgsfhbCRtH8PfaLcIPNZObCYkRuokN99Yxc30U9X1WI5RMtmIzmvRH/YHnucxVRAEKXDA+kT83IwNl82M4n+jv38eo9iwzhqsP9FAUtvTtatJDH9O8caJpBzDBQVzgo6YAFVVGZig6LbhOh/FjGC2YE2lN7DxyoDFYH3V1s0wTTqcLVAX9k2AEqSlerSBo0fUabXIQSLdR5uzyXJ6+JcGtlaOm3WgvpPq61xL5VriIsQ1AhLoapJnuoWuGAPKqPJkKLem+LSMv8/kIcOITJTEsrGNnYSVCWrlbuTQ4WvhcgKQzW9iGJBy8aXMPShnwzSkyBdyBTcycfbO5yneIQMU+k+uX6N1XUNmewREvJB0SMMMIrMDEZJWYlZrerNzhuf/7nb7Y3v/51Wxw6hETDakSH9JEqpj6CQSV6p9o/ZUyvIE85EkIP+kWxvvHnDOnE1byCtxjZjA3snIyKpGUCkzamyZMmD6ra0HPRXlB1ipWeWiMabLFZkUxzhwXXhS8hEtZhX2QdAXBmxIvkZvA1ewTkxURDOzn1lTMQd8Hd9LmcTHfVdWSMyNzUa13ctF/+pb/Z/vRLX2rvvP12+zf+2r/GXjq7ugB1UGV0JUhyMm0jTc85yPhAefyo3W3EONZHH7YvfOFP2+ff+HLbHRX4MvCde5wYgHpDT1RV6djT1iCX7eFRFBfAE9FcnRtrsYFOSYFMDi2tu+9KEY1M7nGs6ZOOft0bXXCwZQ1DIIxGtGNH62AdtB/7sY9zACi+GPnpnel0ODJ2cjLGZxtjk8j00NOn4sb9Kvw9fabVfgdkLzCPRC6GS7peHTraA3pte8s7CXv0+Ka9/sdfbFf37kXymHslKY3p1kkaHVPwUocnoXtm8mHdW9CYzBVAbRMdMe8VxLT2fW0fEFclEWHqS5ZI4oPXuCRBjJyxcgMCoT5w3L6KABxpZXEYdHFWHFgPX4Msau8WHwAEY9hQ69wtH7fraWs/8oMfbL/wyR/lgL5dLNr8/ALujAc2qK9uDpUq9eN+2/7y7WVbrgftt15/I5wkt13pEB/EmdIqW7cfeO3lNvjOW1+lXnG9YTq9qlwg2OXaGb70TRm4MJ+dcdqXETuQn+Q5e1st6kEvdho+vG6P33vUXnnlRRYKPcOwAoWTm+EWz9Qwoq2Nsh1dYXjKOtyA14PvLesI8mFe63UgHLBRxJa1vpZMC09q69LQKMOmNflDkiTcXTi8phzI51MdaiWhyTAKCm5vJLI6SDCG//S2hkxcMSsrcsZp+0Dd9uvLK8983Xq+rxb83d0CZGB/UCVkWvxmtYYkJXhYjX59Rh14ulbR7xVEauPrHpmANW530jlG6K+NOJt4MPRM5uchoSkJEixCJR7IFx9rfJ59uAmeNh9Hc3Sjwc0ByVi3oyrn6CB1KDP4wr0TIx3ZSrDpyy2qJuk4opmBaPjONooe88js11iK6plBbBNUSqA0YxBtqshvRaJw3WgGcL54xgJPYjOnqgGYMTCtvldIDImcCiyYimsL+pGfKKE7tN/8zO+25WLfjhi2+GDn3uetdFDUJqaigJPgXqvvRYwkomEv7bL+iao+PU9LuRwcpKOk+lZCoxCjzBnfXN9YPSuCZhAASGriYMStTOxMYDchD+nRQKhEh+5MvwhpVOh82fjCSZPH0DEre2q2rRm0MaCJzRtIga5vd2izs3nXSuBgIqmxqxJVIFpPtX1M1mIVFPwZpCpXYbgbJyGN+ty1yUxrctnmY1lg2lBfMKOeLUkuDGb7hYthzUGoZ9iZwhgipJ2G80OmhoXwpHuuNUjMCav+0LYgFIqBoe1YrpjeuVsFVil4VneG0SepqspR1+V+u80uVLbr30rnqwPdn7sY4x4VqHv9woMH7Yd/6DWjEbFF1PxcJeEX4tQclZjZHKUOL9a3FCql4STR2ntu7ubYni5WFEW0DxLTSTVoHwjCb+33Pvd6a8OpHzcJpUedAp4Y0DFyImWJDsK9UZeSNBleLhKi4WxgBw61MnLyPQBpIIaeyBpJeu0PbiMjtSXMVaEbzpq2GF/XDWwOSddtAeaTYxGq15/g72/drfeWh2X0w2ScjJWnfU+OA9ngc4SXosp3YtOW4ea2/fyn/pX2wde+v90tF+3/+o3fbnd3qza/vk9LAKRuPOceb6VXJt6Z7KUeN+lgikGasN/+5pvHLjNLJaHqQ1GuKNSTmUdrrTTbsI1E7+CDEcyOx/Zr//ifte3kIYvHm8iBUUGpI11lxqzOLj+MTbs4O7PAW/Zei0W7uLxqd3e37cWHD3gdvYd6mVR341n71rfewgMURJ+pHs56aWwTHGKSfti1zequvfjwfru+vGgvv/oSBA3N1GUccSaK2A9ajfFhe/zsUbs4m7bN7aJ94ic+3C4mKhGX7QCDVIdBqRcttzAz1kxjJmPE2F0DoYFQcY5yv5ZFgWuTlqdct+YsWgv6Dd1LfqEKS4tIXroOkGHndhpLb7fTSsY9E2vl9CNY/w1Eepq10WDbLs7O2+3xsv2n/+WvtOnFA2Qb8uj1GMlh266W7f2v3G8/+fEfbP/6z/3Lbb++bQPN2pRVJ9Nj7ACzXasnrt6ngxjwLAxkw9naqDX0wtZs5r8LpqwqgM/kc7YbIIHNKD7BysZtJSkPbhH5+KyqAKUdlwA/vcNCQVzpxbhAm1l9RRiqPvx0cNkxxwgIhX4IgEJD9AxsLH9oi82x/c7nvtD+xZ+9Sf9IVTYTc+AgWH9bve1CPepQRPZCAhHchZjq3lWxZHGTi2mAKxTfC36CGOL30Hq3Prqv7Mvrt4a3V4ulrC7taGWSh+9lqnJQBrdRPAnLa8SBR8lbLxnKycg95xBMb0/kGZqIuR6t6bLns1FG8LxIXjCyD8RtqDM9Qg5nJxFwOpQowzkxF8SVZO8DXy0q3QvN9hbkXn1sQ7+JLXXY0gZKlSmEruZaVwsj8IR9Pswq0D4Sl4FgfxQRR254xre9r3WftiBSgmlFsiv0gNGIPDsf7kpGbX5hExclQSKISTVQCE25f9Xh6/ufCWogCF4/1usLopepw6b99E//RLt3ddkmwwPOfiQAqzVseifLE8hh6FKn0zaanLc3v/GN9vrnv0hi9+N/5ePt4QsvtW9/7+128+wWlOF7b79Nu5ApVuqhw41x3DHqFzkpxMHyoveeUlugrFXpmyvRYkhBCpzYwfoA6Ndj94xhiVsSZBlqDKBiqAQXI6xueSsXHFmEXaFD1uT3yK3eu1ADZJUTafmd6Ov16s96FoUceE27KtbnrfYesQNU2CxqEk59lMQkrckqBikotAtif1von/dZ5pUnTXI16MEjFTsG3/jaVxjGoKpAv85w4bFIXV/KcEXUMVyp6kcXsmvbQWv/9I2vt289ju4WlplZpeMwQut99Wtlhp0GKxdIqzcEEaaRCGLFCs/9VNtT1oSQfkPrNQ2LOlvRtSloW9hvRxJMLdBcaYEcYRTLy1QZLVCgAjV9XZM6WFiHfduSb+3aaDdoH3jh0P7O3/4b7bBdemN0AiJnbspsJO7XjEo9JWeGOVQyLWMl3Vh5VI+Gba4RLh2MJbKNoRz1hvV96umdzecdE5zKRCYLQSX08M802ysM8dbs3UtPVm5F55ftf/zVX29/+uW32mh2yecXeUOHFYeRRzVRoevDb/eCU8wkZiGKcbxbQqpRn0rxXNT8f+njH22f+uRPNrVAtpuF5yNnmomlDsXCzKQUvKbjHR4hPLBs4KdTb2Sc0VQh7FvbgozovqoycbKnIRsli8DFCVmTs1+jJGbk0yqIblFMXLJvzF6SeWYcodj5A1nDDcdten6v/Tf//f/EYcW8TvXuqqhG527SXa1jVR7Im3j5/mArchhBCdQp7lYxEyDByOFm9rsrT1zPYEU6CCvhIAADm8d3OP7GeUdrSjn0vcsYLzidtfVqlaCq6kwVT7VUPPSkApKIhFSpYs3zDHM6Z9Pix86h6jnFSiZs6uHDnUollqvVppGMTQnl6WejQi3oFdlUPxu7gr2gZWSCYXyb1OSkTD07V7CFGnjogn3RKzY7iZI3upAqKp1CZZDo6/rNALYLk8iKRE0SSaB8XjNKhVhsGqWz2gKZVNjq1WZxcVHyScVIV2xIq8ZjuAeKX8X45yBLLKyWivYwbGsYzq72ltsNfA77mkfqY1DFULxImts1KJX6dSQDgmfFBxjPnRzLcOXE499zysONKR/38BSsPOgTTA4pDFO8Logr1YeXMxTjATyMpxJtDswkXG7hZTqVzg56typYTMQCntZPgiZaklqudLQ84jvBmZEhMoXQ1LWxJnjGGTcVtrql+1mjuCi6Wtf1aS1Caoweu84nSwzLk98SQ9/r8sLwM2a/CFGpvZ1YVutYCOZEsCPP2CNB64ukApCsJKVxm/zKV//M3xWBNdmC/CuVnYylCd61hUTTTcxaVTrD9oWvvtv+4tvP2marLNZC+xorhkwpOjcTQEzaQNjMX+gwMVu4NiqZUWBeIHAYc944zgYFXz3P3PP+yaVnMpBvcrFgJceRXWT8gRU0mYKiz1K0dE92CjeGxQZkxYvbMQmXG8mpDsv2t3/xk+3HP/oyKIChBAv31b5cL+3bzISRg7yN3W9TYrNcinTlzWfTD72HoENtuARZScEE/2WGrRYo0qCBDzndh81q2zbHbZuN57YulGR8v26Ts6v29z/zevu9P/5Su7y8hjDlGxqvafrU3Pn0gexrTPaJwb91Th6soYPQBBc70GTCS5jNwLEJkEJERsdt+6Vf/Ovt5YcX7bBdoxnmunCVkbmI1owQFOWrngqkdoYC2rGN23g6ad/61rfbo8eL9tu//4fo8fBKJrIVJ8DJnxCh3X6FmYSu9d/5W/9Wu764bu8+fkSf+lK9mc06zHZX7ZpAoucIYbAkPVoB40H7y298t33uD18n8xcRCd9ZVS6ZtFTrREkWxuvpC6YL2MmW6IPpPhJExQ4t7+B+biwbMM+DPrUyWcHgwHvOyjdbJ0K1/shpA4S6p6b9IFa+r8fJkusmXdpEQXuk4GzjCL6PwQb2D65qmIw+s2dt8+n7jFtQkj3uvdyNIAFZeoIeGwcsT0qicuQgVnCyRAUDn0Ia1KPETziVdqoaQmTsKOsw61s7JkpZ7qXrMhQZwMApipIY/j2xhV63X1OfBWkSmUZV1pYkQRoLkgF7G62uJ1dRlMUNTM9F3+dYkIlEJxOfeJYJ0vgQx+JU1+xD0GTHSlTUIqgpOCaxWtbpA8SJP7HM5AW3O7D5LYa241z1VfVMmUgX73472Ll1x2EqxzIZSDDNym5WWkisbVXlY0tvfH+tl9eaFUyrWEPCWez0Y+Y+d3vCGmQT18InEDoAVF7zkGvAi9EQxs/qezu0atAGWFEOQCWFsjBDOAoEesg8Ew/xoHcN2GDtM+ij1rbGT4YY6SlvvesYZ0r2u1qM3b3Lcz5NhHzQ69Ct4So+wKuqVRGqykD3XDFbraEyOanDF6Z3ErIqjKodxX0mprkaV5IFZ0mr9c03vwIEbSjFVUX1S9V/Ux94dxiJftn++AtvtjffWbSj7CJpirsBzzLGcMB/z2YKNZ/ABfOzl0943FgNB/BCcFZkNh29p3LDUlDTgtltTDQ4qaYV5FXB4n+c3xPgN5uOfexFkgH2glzT/2MGb9h5sTPteonATJBgvAGVNW01kmoybLO2a7P9qv3iv/lz7RMfeaFt91sO4M3Kh9xwtGdwsw6W6nFLU8xYua0qcEHE3lxUa4E7gHlhA5vgUOJ4Mye1KRWIIrgfjtvT29v2m7/1+falr73V5mf3OciNZMjQwh7ZHAwZI8higOhm3bYOrJppinUlVZ5hY1c0Dvb61ZmqF4xOQZE7gDF5VnHa2cvd5pk9obUihsf2wz/wITJcIPZDa1/68p+3y4srQ/OwCs1uNEStoC4YzdWNBzd4E7jXLjlDP4dXnwTIsKDaWoNZV7rPdujSpt3YAk4JmKC6oCbykSXY57B3xWprS93EYgUbZst0mNyjGmwOUSy0LO4VccNzlA05nmTRvr30G10VGcoq6F0Xps8OTBWrTydO6X+nj6j7okCqw5BKSgGZKk+Js3vRBMmd4EmVdtKZi/HpIFV9MMtk0tfrxidW7972lfTExRbVelZ/Cxmi14Kc2wiaalmEDCZJEKqKwNYO+GMCkC36BOm5pYB1YY1wjLF9VS9VVcM+jYyqApsJZJmDnRLDELsimIcluD+b5DHVciUa6LnRNFuqwkGZHg5rI+z8Yvl3xK0krJDOvDg7lErXqQOOfiR90+jiN7p307bZre2/narJQxl8ODn2Bd5Fd14koZDH6EGnnVGs+/ISVmxNL7qg6+56c8jXwWg0RcvBjmV21lLibS4ESKJiz9Y9e7uj1RhTFTBb1thzcKtQLlXwk7wO2WlvUKJ7oaQU3kLaPzrImGs9lSfBNBO8tMYDz1bs74Z5ms0MzkG9pOLBZjT2ojYsX/10fC10MGPA5PVXsVaomG1GbRCk++qzy3/W68I6F0GYAjLFYaD5KvpAUeDH+DVU/U41ayBjCpEwnuwtyRD5c62vFIqDN98UCcuZo6gfG7G0xqP2+p++1f7sm2+34/iyDQbbNjh4gMIetplhEM1zTJTkQszwMy2bPq+T0G6Rl+0gDyMQLIdWhOB1EGuChEhUujDc1fT9CchUDKGV40KVofQQHZBzyH/TjkyyBXMvwQdKuabUw9DrY8Kd3pR+NSlDDG+53ySjkiaNvq+kDIJx8XhqA918MTS3m/a+hxftl3/pZ9sr988hitQG1DgwDwTYGlJTVS/WuA7bVB+bzRqzi2d3m7barNxzFUuaRabDSJXitP0vf//X29e+fYvsSX8PtKweNWYTO5te01MzKUEbpgtoOrzwb+vJQfQpnnPwMZzqvmXmy6b6qKREQdgHUgZuREeKpR/PVZvD2j/gIi1okRFw3Clct582VJtA/wRMrntO/84VXlWAhgNN+DL0V5roRGBnWs6CafS7+tOfRRbpHIXktUzyJQOAWWbfeviFKmvJv8axwSOQKTEpJEmJAK1WJ5N1kFXmDRGEXpA/L8koBiv2vK71VPst537XGxYC4oTPQY4Yb4zTwSCHHU5FVNA55KsaySxhbTqRkphCA5QkrakTq2Jww+odyxBAn6U0r2CTtGtI0GRUL6hTtpNYSro6A01jLcWbOrNxTRlK1X9yuFPJoeUPcVIa8rB41YMFIkywqqEaHbpFWm7j/ZL5mHgljevYiWaCaHdfnfaYPIfBSbIYquYkkvhOu1eYhgwoG6lWiJ/VNqtfC0qvlpDbRXY16+DQvK4qYYqUPLuCIN0z9OGr2NhBq1jmKlldRSporowVYv403euljeElnwRPUG2Mi53Um+NQ7++EjxqMhAmSFfbl5RWtatUkPeLfft/m40nbSiKJrKlIlONuLnV9ZrdKYlySCWCVPDv+GmVTEqZEm4SnWlZR2bBfcP6TokVmJK6Ya3IeiIgelD6n3k9JPBbK8Zen9Wf3RdbK/ojEkxZYUCSrUjyspJ4p3Dx0xEZOtBY9J8tIlJJcJZrVHyYRkuqmHMB0jzGi8b2W370SjLonJjFaMcS/A4Gnx633+ewXv3z88pe/1p5tWnv86HHbDOZtNJrH3SbesiE91AHpzWK5kLIpByLJK+hg8XsvZstw9KU/85DK9ixZkm9gKpuinwsGgSThvoQdTgwpWFwtlqZYbs5w7WjkgO1eqzPcso7EQs2YVEwaAsWmv8FQalixzmTMzvX4M1UnbPb0l3h9DppUi7Lnmzi7Z24qSfCsTXbvtb/+1z7RfurjH2mzs30bblZ8piIOlBPQerdvVxpjNZi2d58t2i3OV7P2Dz/9T9rX336v7fcT9KbHMA63EFwMVxseO4GnYA96NLT7iq6CCRgEcrskcTR0U1SqLeD+PX0/Zuga8pyfew5nDbjmNob5qPuO5Sis2PKetli+gqIrVPcZixxUMglvapFA+rYF0FilhCFwieTm3q4rsFO4skhOfh1vgpJzoTnHIcvVUm0i6xO9pkz4MCmKQ0kM5Iy64zKU5MQMo96LAMdMZFda9u12NWMnKdt/1iFdHAagStyLKvB6hilmIUFdKhsvXTFm/zmK3T8ue9KgJ8Yru/nc+n4RzxQkJD9imEE3Y9qHJhUJZCkhLds2m827oRDSMm7Wa6BUB/fs7exfEZIEzTpIBnLOpBz2HWMD+6oag/pAdt6Bhl1RKGSwhY1TLL9jXeZgVD8eulSSET2/Ij/xd3i8u7LgtQNR+r5LntKP2qRK0zUrYiVw6/c8M9oTJlf6UOsTRJ4jcKzZ28CiVPs+tstW15anQf+CDvmw8T2EHNi1zEy08s8WM3tsxjiVmxBDJ48kTZ09ZZF6jNw4oRPa4lGpNvEhcnX2vQziSFtE/+4YGag7e7kOcieKJlea4d/zXHQN1Vvn8EpMEJcCOSoIjLgjZql3Z0JY0SBZIQBqbZ+auFAxq1+uilhyusT7/hA72fNHy9M041mGJRX/2I9IPn3cwgfPegBtJUYBk3q8aDgCFc/xfy8UIoRCrdtu/Qc+pvhg0JDeK9P7cgCDroYgDLUwJMVCJMoZrGIjuur/4r/79BH7QvX+jsM21hqbzgLJ2KXFhI/Sdzqw1FctKmdqrlgI+qFhVzYvKPq5jC0vUObdbo+ZxVyjmzC3YFCzD2hJUzTYmGDFVAkvaj0ESUfo16YCFwGiyDjFIvUYv/Ixtu2hbqbhEb23g79nEe9xQvHB654ILGtgU1d2JAVdVZf+ARXymMbwcGxYaS0SgnpDo2O7efqoXV6ctUc3YmQf2mG7sn53ek++V8h82LBhdtPMV783pACOfqwilYk6q6oHSiWRz+cenw9L9zDTh/OJ2MH+wJ4qpoQsACKkV2puqvt/gXUr2QG6osJzD1wHX0H6aft394pxDSGllLWf5QqB2XAM23pCCX2bfm0RSGNZ6r6JEyMzFysjTp9PlapkTJu1kZiuh+TPXYe+I5QOn/h7KgvVgVT6ZbUpQA58sLlyybDXQmok/mJovbXfyBA5q/vxjwUhk9ydVJ71uX0DrDetLJlrTnKj1go2rDhveVAH5BfZMYjIkWqlenw+UF1lkKgm63ev0/1byd0MkRrad+85XtKQUNIWKXcoArHt80hG0c/bBx4DiJKkFIwK/Gb2qQIicDpTtzK8gjnIRIju4KG9IMJPZiIrCwQ54bDwui3Wtb63gnI3arHWC3pq3S7ZucplzpUHlWCQuRomUtIWoGodOiH6UJWT7BlJ8wAYk41gQ0/kZe2xnd04QVqu9qrXnhWBklgVPX/BvtoXliZatcBxgLOV738N16gkUT1jCD349KtlFDkVe1y8EBOvuL66L5ElYRYkDwUsHZMMZ22Zr2NLSycMPmRKBqd4jC6f3nb06kJ01EaIOxfdrOi+tZUV4x0X2Z3PJaaWYjkBlkOc0Em0+ExBii46TmxCt2SRqnjvCnlEMlCcIe3LyVi97R2ttpmUGnrKGVIxnsxM8oqHgOxfa9qYSb09LFwyMa+1npVciGHFOseSGnMaPe9BToQ+I4OAR9XhdcBgGyRkUsRoGENRcvo41PW7/7O/+w+OkBrSX9UNE9lKVQ3Wkn9WJAAAIABJREFUYPFv1gMjCOIYEtgjfcQiarj3kak4sbKsIC54z+PznBGeOmEVVMQBLVtG5Dv+0OZ4Kxj5Gt2pqF6EJ57A4KZC9pQJKg5l1SE0mR2fPyMF8vtURkJ1ZZJlXGRMGPL5ZZai3Yjs9lPXiRY6fdzSGVY102Xtek38qZ3AaBGQNHAvS26U10wwKUhcEHOItlnwOtfjOBM0AD1pESQCbZCgUv31Ad2Zns1Vqj+pv4OzGkkKWWqIK4LVJ1rgdWCnT2YpTQTtXRapje68k6AcnZsrS0+aqcOlqgZkE6Xl05pSBRGdIYfDfg9hTchCwXSddSUEDEu8NIy9e50icXScgtjDhQhoHxUnRVWdFqzI+2vLZPKSBx2MGF4gUxPg/JIfZExbDSggCEKAkaOO9YbatPRkMYhwFQ4JKoH0mAHiwT/d6D0ZfmQv/DJu7dJdXqNQApuZmLHNoJLArhXMK/grQXLFZq0/HIFq6VCV+7AZCTbNuiLAdj0gJ7mFYHQQJ8RGHwy6Nb6HruwKinb1EQ1n2NOnz8uVUU20sorAjGYTfUrGVPupvh949aTHpmege7EXpC1ZThKqQl+quhS6xT4QkhY4VAQyki42t5LsoA6C4nUQZQKRyVZ6jrqThhHL9EPyHwf7Yt5qn+VwzTAWlK84MNlW1dWbjWa4TxQphp31nv6s8vUu7bdNJ6o37WTNlb4OJbWpGPIR4qjRgdhcIj0T0qeRgafyGES/XXFEckeMcpWuwMhhnrjlUaeW/NUBDQFMrRYhLzE7cZMy5wSImvvNLJSQo4xWRSsLSiq9et5L92wbpCr9VPea5aPgJMfENgdk27n2fV31Y6eTeSD4foKcvlcFjxGJkA/x01aRZBZ6seurxUR/OC6GRkoOJEeluigjmi7mi5EuD+kobPDLL9UGIzaNvOBa9x/+yt87XlxceAZrgmhVoM7W3fymZM+DI/ulae24ARiTg1eVmcfoud9SSsMi1VTgk2k3vcKQfrqyHCZwhkxnGg69v4juPXklUDNM5VRzOjh2dj2iRZj5kB6x6CxG/0naUtdK9pRgf9rnYeYmhCDDk2j10kYCKovGjEBS8B5VUHpTodY7CJg4YJaiM2r9J5iPTZuDuDRrhS6w2GAPlslH4E4dOGFkenpMzw7n4M51dqYnXQ8qMLkbKa4syKL9BCEmiLiEO5M1XtW3FWmoI4swMNwbFrhKlnLEGsGe6rlbEuRkw72mjsEaZnlRB7jnIcKBYOdZ2uSl9L3+fLUxqQRSAdBfPpHn1PdhTxm3I7+HxzV6Dbu3BJwpM4WQKeyG5HXtiVQmZrjar6lMqi5d6eZlbbcZKVQlWNSsxuptXMggA/eOBe97MIWCmHuzrI6OkGeGr26q4W1xEfzvDojyD59kwo56S+6TVdXvxLWcyPr7U/urkkrutcxK2NthnXdTqFzh+tIDa3azqON6pCEmcr0LQU/3QVwGHSoaFKIfV6W50pzfPPDn9lhVU9qfgl5F+oPgZX199RQLgjU3IRrOxIKqcGtflfSjzDcCdnRIhgOkIWRD0u7XMQI05CkHch9qyLwCAbNLIEQ6jTEEbIMgVaPV36/YQJxgrrJheao5ZDFmOJNc4Xfv/n5J+Gin0Vs2DwD2LDJCvZZRQqNA1k9bMmeLW6N4lp7BAA76QFLB3gofBsc4/x5ffw4+H8qyz3Xm5Xtl1zOvUdZ3piR5LrPROv1rMfmNIsTh7qR4Kzhdr0oPVSRXubMxe92TvbROlHCT/MlZKsmA10264GlB+e9qBGomTdXJmXNLKKaImudn5yae5YC3GsNIDlEsJLdKc71X4r8vaF/PgDAS8w/cuMxd8CjSJKGBpUm2s8dr/dCiVFyMkU63Zv+jX/mfj5PJefaIqeh1YDBAPods0aaxIoN00Wu3TBXxwiCriFNOMeuZjAJhw8SIOvjqV282ZwV6DTIbNqODuqdZ5FCmAgu7US+QwEolR6aUqU5Q6V0JasNst6uutyM9rA4fNcx1g5g1qWAepxQyQAXe9NBq0o9s4oDDRH9XX/nEVcVQjuH3Mhwv+UQFTycG6lGn2X/YMz1IbNNuEo7IVdHJEsA1vmptnSDVLpIuHRb2mNaToHcWWQTXTg/LAcvsX0+hUgAQRKbF0CUSeHN7SpMJGb7PbAKgKcP8BT8VbFUkEsJRIF9s2TIY3LB/yGKxiNTPajHLeUrJhRZkP3xAUHaIWrVwqDh2kLc4lLTZVaTlcK6ME+E9tlZ0gbpnaonMvs3Pz6lOK4j07kxhnFIxFzKie+1WCB7Qmk5FkDIbv97T12CZjQOxWyL6sz6f5pwSiNDGI7a25YIgO90vshI8ughyqsyK+GfjjzD7dSCIka0AKSMIdTj0IqmmcTJSVYx8zMkpenqCQvgX8mVXZYLxiKBJQcrueBWxEMJfWM4KfgQljDIiDymykwJy4EglEkJygGsJfpYuVYVDNcsz8aQ07P5U1ag6CFxe+lECdNQPep2duCVBVCDIaXoTXQNXpT6YbfFIIEyirRdhXGAIL/o5pIckvv1cVr2f9oGqX5CgzonMD6le3w5Y3jtulYhg6IjHHsl8alvmhg1OAPUBgWxFvfHA2XgTuF/HekZJkARY8iWkY6gUdpYskrSZY0HCr6q99MhxeGMWeEwvhFoBwcLDMfLBzwmtrOdUzm1Uyl4nugdaG0p+8VbXelJcyahToWTiFGBTHFWAk/KoADLYQykd/gHuybDnKgZx/6PFFmtaEiRiHYHMyQzx1abineOWYp0tX8PjYISZDIBUjBgFqARW97v899mX43G7u7tr5+dn/AztVhJtJ59Uoml1aI1wz+WHIaOpIL2gILkXPLO91qNbLUZhvN/YS0kWDkruGTtqx7RaY5WEutA6tsF//nd/9fjo8dN2cflCiAGGGBLvO0s2ubIAS9cYwVNiQDK7ynLYXBm1ZrjJh5Ub5VUdVZC33aBM/wte0maQTlU2i8B6MNNiVp5q3BWRq9Qi09BvQ7vqaUL0PwM169rlr1zD1vl7Jg5ZFK7Nr+8x2c+QtLSO1ediW5ZtWQ7SHjqPJlOLjwVZejRvZgXW06qZNCTMRpkumGCmXl3g6fTR6RfFdQtNX6Qavpb0104E43Uv3KdyQqOkxKSRksNog7uCqv47lTBTWFwx6ZnVs6ys0EQSs3uVAKkfK9OUWlD1GtVawKw/qAjvk6qjvt/ZQybThHWFzzWwUCpCBqdnLmiM+Tnww4itLLggUew5BANaWukeTXo49Zl0/WSj0runL6R/09rR5i0EQgGN5C2b2Bm/SYmFYnT3KkYWbq2kP20hOwetAo8sNKeaVBOSWFV2rpojX0LfKvZ7P7mpZBCV3FPlI/NyRVCVCwlRBAeeVOWqmGQK5MWEHxNRUtlqtGA33MFBDzezDExx79RrA+hUnIyJ2cy6ZqrJmFZwfbXXhlP2rX7e+83rWsYSrkpNgqwZtkWss3TP+6xQEtYk6znIk9YIqCm9nQTR0rCb6Qt3g96v5X4VV6jO52fEjTogC0Ghcqv7FV6FrtXIVHgiSfDq2YFI4OEuIl16nRxoPnRqzfHMQVvc33RgN7fAKIiTCVfTZvkiaUorh/u/j6EIELonjAkGLaQAYlygWaMcgrr1vGJvimeA77vPt+LyhC8QpKOIbkbTnHgoXhh6lqd6xnEyE97nAQVMx0Z20q175oTSrTAlr3xfTdZz9cV7sOeikS8Ui4VCASWejPbOOeYjoFL0pz30h++PDrvrq3Ya66rjw8/pg5mfjSBievAm3lEAhqAm1QpFQn5Gn08Wv4K2mSg3lrTMsroqrEAKQHYsp2JNhXjMeQMq4tniHDN675/5t//G8Wd/4d9vi7XYZZmGUsQkje2Tu00a8rIF1OHMJq1AEkKFW4Wubun5AHFYtsEBqRmilcWdQIqutMyENntVi16L+AReCBxS1m8sOkZPeRhDLfTC9W16rYPY16DMFUZw/GIr2yZrCoTsDEV2dHqwIWWlUi4IxgQzE0G8XgxTksFWZkuW6nvRwS41oi+2ZSwUwUYdtd/Vg6ja3lxikJuf74DrTN+6zZjFw1J2T4cDfXBo+5WJSEMZ7MfJvHyvBVVyyIpWH0q8ymqeWWmGUXuhMQGF0MzLjmWIfaiGdNhkpEgmHWQUM/iQzVkfkgGoP+/+lCpEQ3jdIRL3HAdlvbcHJVRAptrU81FyVt63mr4VKJ9ZqXqmqjxV2e2s6ZV7V03OqkOS4JqMlsHkGZFpyNnDGoDTYBqLqFKEPpQ5DpacCoacDLsr87b6C59iDkVP1WHzNfnBGj0QeVDogv3VXREZVUoQiaxLzF9XI3aC88EZQwO9H7CBDvaq9l1BadykySRpsfB6Nozp4W+VzyZpVf+Uw8REWj4LCEgs8zRSVAHY9pEm84AkqIrPwW1GdyBCRviVbtT3iypWz0gJoN6UGccOjFp3+hxcTU2TStIsNrYrDPWeDUt38CuB04c5o0OP5oRUb58YhH7Re59qB01o2Sw6eaCXF8McDuIQlxyTjIroEI8AJzhfzx/Q+zCGUX3X6K6dnBkaJtFLfGFwQNpP6nVK3lXVf12LD86BW1PFFUnroes9Mxqv1+lru4IcRUtfLQGfG0YeKkG1n4K4MPFWzlFZBYOuV0iM+A46KIDGNbkLdUUVtI4PWkOKlfpexSqUF+sNY03tc+AWhuFkJ+9l51psY99nH7J8diVNFrjCm1Hcs4+4kB1D8SjmLJW3nDAFXfVr00k9QVp9uBrSzxze0n53xGLP8lZrQO+PtS4jRCdN0ZUxiGnroOJBnTNssmg+P7/IwCB/BkvHtMC991gfiQdYWaI9U/spSohf/jv/8XF++eF2/6WXGadUi6+CADcmdz+0h74XrLcAjuhLcDiPJHdu1GsxqYrThc8nXpSVLek9DDmYdOWKyQ8C2Jdy1g9RXxys+v2+wajToUOGlUOETCSVi4KcenpMvKFCCayk/m5uCPN7o+nkEOgGnFs6o4NAulCyaeKGyQSuLm1SoQ9b5vIWirv/3UGVJ/NxFaY8ZMAByMEjUG1t+khSfC+KvNNDMjyXsk0jG+insBRMj14yIxWREoRJa/g/048SqPVnGx2kvxHrT/qoW21ELyCrzHrGte6JNoCuZb1Wthj2597Ps7JjPRNPSvIXcGmcdvqeb+Q4sY3TZ5cPOa+ZCobsVHajQjnUH9XYRB0mkU7JvJ8+Uv7Megk7su8/OSGjslD/i0lRjQ1HNV0VTnTh+jlByZokZP/eDCzokBAngVaWOthpfStLRg6xL7Maay1FECoYrqRbVKQ6nNIb6hCCaLZNXtVIPsNYXvMmUylAKFP3xhcngzLUe1gHR0gmoD9oHNXe0OHZ2/9ByDqx1qNdoqR7Y0RAv5cDGwQbYNoZe0+wHkSpMOJ14LkqjrGKnO8yPhI/d/rMrpronyI3iswm5itOpP1569nVPjolh4mNrGqItgn3JPI71lqRwpzUVkXlNR4UgKEbbuVUXOgOXUHZeCMX0uE2CYNTQtSq2KiAqklmy9UCaYwRKxNNqVAj5erjig9m3W9GWyIXLBmn+SFFNCTpL+e2zvaxxpoqMXPv3hWmXkNzyU2gEvpU/IVTyLPuJX1IoRkppIojA4FKDlpdT7tnkjv5sduWkiI/R04HnrlgZ7XCdN/8Z68F1szU3gp8Po2ojQOXq9m0HrGeVbLkZ0SLRclCoH6P0izzpvTf6cFmfnGIl9U7d9vwiO0uY3YpnOLAmIOeq0/lT+ETEirppPZQkkCvyyBBTIy0GJ7kEJb+nj0xnc2SlKgdZAkuaHJnquMq27E988V/5GMfPH7k5/6D9iM/+tH27nvvte9/3/vacrU2ASlf6Fvjz2lo2s5JNW7MzekQAZoOrRUOPMvFyq4o4PzB8LlRgpPkGmK4JnGDzE6QiTReCnxmnAX9N1uEhY1Ym+Bs9l1l2EBFDCfwwGbdOEGYCnC0DUK6KqvB2tQcXCcQuG3p0tWuA75z4dKNl8bWlZCCnKqGYoubZGEnq7o/1lrOgIQcqi1Ep6Nr/ML9zQ7Wd+AARncaGaLKnoH2ur/T2ZkhnRxMhT6YKOLXqgEAkOYYMWfN6Sm8XBpFZ9FCDtJfS/CWbKBHAAJX+U52vSAkCiFwuY+u6sT3HDkNPqoOCgrsQGphovuZMH/S1WWeG/KXaL9NiHBvkX5wDuBTLaQQCLS8WZuSApBcgYLU+LgidNm1hyW9NQoC+zkm/CbGVV9MfZw1993UFMPMVMrFkNfnw87SPATutQ6ZrDc7Cvme1f8TzlIdEEg9gxODfKRgOuSZSCXIfOXRa9hKZpwhyWIkguJIxCrS87a9B4Q56cA28cjTkHwIOXCajGL9du0NPhe2mxlogXmCcRdV/CJeOej7bugXBqanNVFrpTyc+T4SmxB1aoJPKl9ctDJ2tLSaBVnXlB0nP/8vV2/2LHl2XeedvGPmHWvueUQ30I2pCYIgBNJSyLRMU5ZkhRwhh2Qr/KAIW3L41fqD/OQH+8WWLGuyLEsWJRkSAVAkBoJoNoBu9Nw13invkI7vW3tnXrgYiCp23cr8Defss/faa62dPry+7rYVcqh75xn0G0OFGpXKz6qXZx8WLyMI2jXfgYJXnTdLsMbwhsS19fJL1UKeV7t2cU8ztdM4q83tLzr7nKqsyJO9l40jNa2n9x1JPTUNVWZQmZ48FrJjozZLqZUwa0ZwNkzu3PJqJa1aJ+WJrrFEzFPkQVQBk8MySElc21pnDHoERJ7v7r4lP6v96FL6EX+AuK6l79oFQR+2/TvIQSruVZXK3tA3ojTQoHKYO7E6HIlYsVslTTFI9E6wyLhOnks/n/Mh7Ym4jaUPnz0WkxpUDCt43KVXM7Fju5oEoTkfIHYnZWXrWil9eysIVus91S07g3nLm/ACZLqD9k3G3sF+jRzMpZgIZ7ctE5FOSCZf/rW3Fn/+r/0P48wL2xg/+sH3x5e/8rVsSA+8+CUve1YFgxJQmfcLPGhlyOFSvTthG9mFsRzjafAgprOp8xLj0oN3bYICcAMbVs/aIlbw74A4erING82B2ZrIksXjSrUKrB5t9aJaFK+VZB04gWboQ5wJmOjdWwz8SEPqms1Y6sEVRM1L66o9/ewcYuZYlSB4n6W1a2NxyCpAuYJsbURS7EsOhlQPsaaM1KlYsi2QaomRvspUUAwPKEsbR7BtjLkGHStqPz8TLWYqozBp4w0s1FRQcm+qVAap7pIhZsB8Eh1kPtEJJtNraCpJVG/geEjHPD+QbrK7aLfq0NaCLecH7+H0+Cjqh6r0uwcrk52+f0GDS0iJIEyLouwBJkprOEDS++pJOMlqM0krAaJc2Tw0069pcpwwoz1jAmCzkcOypnecyp6gnNBlT6ySOTd62yHWe2PDhoSyCqTZx4FATzG4qMPY7/bPtUc092BN17OtecznjBgEHltPT7HJObov5Wbzznjmrvf1sTlNvy1GBIHAOSxS+eYA6ky8oTv2UoxY0kCPo10zP8PpIKDBLp/NdiPBqb7Z5cXZsi3RfTiJV9o99uGSQ87pWJfxJxZyBJ60KuLZMZ0ne8/pYMVEF/EpgmeqNBiya5EmLjJekurLxM6kJlaDzXTupM6iyFZG2M3GBCtbkgAQHSr8JFrGr4pdMeYIgdQDULlVkh8PLWNf9/0SE2yllK93k3OyT9gSej+m0ivZgr1Oxk0qBcve25nOTL6iWUc+RtwBRSiCJFVnjR5lDZydnYzt7VkSwx7DWP7U/S5N5gutwpQiXvnVemjXN58RyUTWiYeqBQoPkFYEB3xZMRZhNG25tMfadEk/hTJSSvsihCSSFAltHNDwY7a2JTtyPmRd5cBtON1ihLhWPVa5Hb63JCQWH7+UgK3mQYf5XfGzkAn5HaBetQZN/C4ywIekxfYnaA6Jgn4W2etch8migb8GLJcUMLK4mLzglsihi4nRdLaTahqSJuipEt+gWfaY/6u/9XcWnz0+GRtrl2Pv3svjmedeirawKNM8eL6PDIM39fDhQ19Ia4TZVixCxmORvQv5sOnW4++r4LkciqzOmM27idtOsUtrEDyVlpT0rnqshpORhURSDFsHd6SnBrTZphy9YRzl5gD5LGgrAnxr7XuGhUy8mjPVwyAYPP56VRiIoJxrzLRWfqJmNJoQpIrLQ89hLomrSExN9tHYHeLP2WnJSCpwbW6O07MTYf/ugZDA0JtMNYuYPz7bkl4lQRRjsOCWJrRZbReUYmCvxEB9dkNCyj2KiGUjNtcd0/uWucRzG2evVN9hrvdC5+9W2XqCgsEs56ixpKVJ/ElIysUYEh4QLCQmnpWBZgLjfe6GZUCDfVslODmE1GnWiD/WJKQ4bZpdgKmEooVtmVkSJa6zoceE80BNnR0LEcoaWllx9oElEUnLxO6rhTQEAYP74DovzuOWFrlF4D/XH9zdixz+oDhN7MkUnIaicjDkkCgZHQlqvdue58pasGVazFCNT0wYEjRbHxuXaiD17BFgWXXCXQWUfrtMebJO29mr3JsiZavDl+SrOCAcosoHiQc0gGosHetCyLXcjfrnGzUgdskdKajeXqeeujnI0l669l7s0W2Zq0EgSx811as/Jj/C2m0Jda56fekFXj+Aew/6DcuBDO1utTKhie1s9kAH13xfhi0sK9HS3puEi/Jn7/Th5D4snwQLFVHC6osvIflyRqv9SRDGIjVzuGs+dSUQ/F3iJgYx+TviL2uqda/tSCYJ7v83ytFDD6dA2jWLydieZSZuIPT1is8hsElSa4OKMgWxGJDn0Frk1bPrQiSzhX/5u5frvf0Mqu3XFrH6iev2lSpbVLWJWPTj9YhvK9zmW0Q+5ejCanOo4K425UrznsTHOF7JkUm18SLERYi9mrUU2xuoI39e006Yv9RYyPAYQm2eURJJx2hes0ZuZC1Hb7Vemg4hfyCxRLRUJGFD4twEwm2hZ5Pf/J3fXrz+2hfH3/97f2+89vU/N772a7/hpucGHz05dgMCd1rJoV+LdY+ZwPkZ1eTKck+okZO+pvokaKT47gVKAzs620z+kX+BPGZrOk5PTv33VsJtNF/QqXILstMWuhKIeiKM1V2MA9Te0VsuOzqgyZYR2bM0g41TjQeQDzlGA26kCcFle5ydHXufTsipAdxdNfpSbMZvjfP5yfIA0IqtFjPXEFJYzfksslaCSg7JsBwTibgOIJmYfKdyb0axNopKSahqipm4BrsRrTCQYK7bCUflZgWiwHcLzZR2N0MAVk5Tavoq+KjZJvPrRVyBpBd1ZtQWTFyawtxCGZkv9bgFX1KrLpAPpF1BNRmXpsz4XRqnl5SCZEqjlZq0FLJTBdBr2uMl4cfqjHdb2t0yHvEztORr5mqMC/oQ5h1ivXh2cipciSxGZUcPaKjePHpxroVqS1e0cuKSSWpylkAL1JeJWR2UU2V7gIg4kCtkFKQJn3B8EhzZ6jgmDXqRZdTP9zYZE6KYhKOsF9a3TFmCc+shK4BIxBJOoxKaDya4ZIJYepKiWWUYkn5+yE/LiZb1h7Z+VLPc6FU8ZzMaFEmUrLNU7HQ1tLxcXDlyjmdC9ce+Wcqg6E1S9eBehIEBB5xrPqgUa72107J3SRbLglK7SpOQJBjuiWoFeA89Hm5pddtwZEhA8Y8OWcjRdyIgQQycGASUXWhfDy2ISqjhwpTkCf75jFVllgTUPV8eCkqxjHEwn1Nw2F9s8wv25DZM7FiWRo6Ud2NcoRKbz8f+wW4ISLVmIs2hcIgDFpkoTNwy9ytkJohOXO+SaIQQ26x6Et7zsbuzs1xPJJpB1hKHIq8MfM/3Cakvdb2Z9tTIHbB11AJVGJRevv3prSRNvrOHBCktBKLH53O2YRMXUWzJfzBh7lFg4WvI0xCpk+hTgxnKI5npTxuZwx6/+BD8QtC8Ghvo5h0wERcxbkwCpAlizeDGhtgRnShHavjFVaRzIXQmWQ5pN2x6qvdux143VYp3RslxS0XBnuV5OYSGtbe+rv//5IUvvrw4PLg1PnxwMf7SX/1vx9nR6djZm6UCvJyPy8ne2GDMGQ9RBl1NoqDfVoxn9tMFo9/YiFVNtQev/UF/Luxiep9uvvMQSgIhJKtsyU/bQy4za2fZBioVCmuYv3qJIp32/3h452L3vNx4QF+XIpRt4eLShMLg2eQWgsY1i8beMDzImHtcG5dVWVDDyFiiYazB4kIfFhZu+06vBkA3SeWXK4eC+opQley/yRXpo2reULB3JkKlvygBzrFzBNIszKJnR/ZQGjf+WzNkDV5CAemlX28TtPtXw3O+z6UmuBKF+NC5PoT3i6WKrtSNzKLlUNzcMKN9cnwcyKUY6ZHTRC/O9alXRgcrIS1Qj+QrJEjlRcxzI7GiP5ehFum52A5wUlX1s/SChb3YjNfVlJkkRisHIA7XRN6C0zRkoXIk+Kefy2HmuvMkS6+6tc2S2WDZsmmpKD3EWcuQl2gNJBAKj59fWr1jo6e8wbbDuqMT+TMJg8kXrGMrgqwJrkeikf7npSYwqMXc5GLw3aluhLTsWeVw4XN2d9nHYbTT36TlQ3APUTKHRHojE714Ca7KWaiq6juRm8nMliATv3SZ8RqnxD6ujTw4eJbzsOnJ17prwwb3vYlECDwGxGs60dB7ck0Jxjnc6JVKViqErQ0lQtgHFtwSqhU5svrbcg21QUJGbWYGeMw+ejpOaZar8snn5vNAEVp2GZwr5BuSYGwI2RcQsI6Pj1d2tlxOSRuDznRbo5LeSlpMBpsR4GB59k58BzQb8ZlWPFuExCSSVId1HMJa11uYvdKuIFsgBdyrTHW0zltpPSSRSP+3+8Gika6JlZ5f8heHlPOd87NJTtrQgwIqSpVUxPEeCAEyB3cXHr5z5U8r28nogoudjYVnjePkXa++o7kq2gbl8GWdngWRve6kaNFpYRJmQ+xX0x+WgMU7MY4GSYlJU/unr6xgGyENs2BY0HhPHtib0ZOBjOcpAAAgAElEQVSXbWX2fVCpJcegkJtO9kcRtxhaZI9dYiStHmRlea6Tp15/fvH80y+PV9741fHRZ4/HvVs749HD43Hj9u74ydsfji9/8z92Sgd3Zx+QPkkFdru7vNj1kRF3nPBlYJDqKMQFp+AsA6/OoGNjnR4dOHqTecL0dSQiji5ke6dnY2eGgDr4vH1MNHZAFeXC0uxp+3bCK9d6P1djnJ6cGZR4aRxU3Yfk+uZdvbJAis5u31BTg2SOsm5zai17mixKF6SG32WZJuOxXLiWJgjp1XiwEzAV3V8bz1hQaDLoGnuoAUKCFBWr7j4TsuIa5u5BdTG29EUe4+ToeMx2d5YL2s1ZelQDXS2gNpg3CVLqFeMQ/kfSQH/yOvQXPSgHDP259NoNhvZmo3VuGG5jk9m7EPcKalSHXWhDEel6XNzc9xHrPz6LEAU0Nb8ETeHdxjxA9nVlqJg9BHbOBqttVoYlBdmv5RkLN1W/haSEAzocrlj+MbA+WTytkoKgyhpVadIC56YYwlOYxoMZuVsqoI0N/GdTpYTnMBnT2bbrkwPC+c1m0DkAukqwhVKDStrvOr31DHvHM7Yz7Ui/SC62lqQ0FbxKaXh+mzq6LXkZwrNx5NJBqxyC3ENnc3trTG85Oj0eW1acHLCB5XysZanKe1nrCWAaTwB3rw4RKncDrIxVtJDlm9ytnbIsbKKPz8vRiDzHklbpF80VBoLn/VB1BSLnfSF9ii1s1nH130x4UgXbpShpknCrScyGB/WToydpV5VWmrUNrB2EjNYCyQaVS5JcEoaY3GRQiqTNmqHbbQOu07m/lTQksYhLGUFYOw4jfA4Cng9JIgiVvdtrhMy0iMo2scxOHEHK8yjY2WvRySLEI41j1BFzENNDTN9T2RTX28RKE5ccntw/cQJWs2gSSKCDCELQ3N4i+Y2vMoc1iYMa19O5jmawelu2xxrx84pQ1agY+9apQBL9iKdz/53Wtj0AptBC9dkXqArCzUixhW8DqURJdq65XGXOciYTCXVLsCOhiAfB0pa2YrXs7ybKavOZPnHIcOG1sN6bBiuJj1hT6Fh5wkVOdj4fU2aLH5/o65yhJUGw2KvsdYsPvrNmEjThthMZz8F2BQNBc35BjE4yMzs2xpPbn3tx8Rf+/F8e/+Zf/z/jxsGBJfirr31u/MEPfjJeeu2rY/fW56MBNO5l5u8WwxoqI6Lsh4W4v7u/HI6QgzQEkTb+T+Ub5rBZTvV3yLS9OZv72XDXm+9sSh11gHokdRSxqGAfqPdmVOd452TxX/8lOWeyNk5P5y7YkBUym/Piam5vj++0IjZDCXR8cno6ZrOdccbQeQePJ1kQ1ilNX1eHVkPqP3MILIkB13TPHsB179czynZJ8VCvCjxerYG4hVklCiG7ieid7JNfwHlx8SobueqjhgRnCpTpPmWEkAOPEXMxSTBhKIJHCEkR+698bfMkDXwu3tDrtYosM/joQldQWRZmqkWro5qh2s+Ev+d9QpCz9bCxYS88LHsCchY2wf6imOZUvlxzu7E1sYN0pjfGdfvK1hl2ht5zgVPJZGhHDr/ApR62pf3mumfb28u1SPXnPZWva2zret5s9MP8khDHz0jgghWedRIiWE0uqmarQ0Y24pkcpKYTrVQOzo/FwtGDAFg3mnDeI1X5igm76tF1/41KMNNe0qowMBDYhcQZgJ5MnN2YAeysgcDJbabSFbUIyAWfc6EvODpP9dbz87E921IqxmkIlG+FwvqpoQWR4iQhA/akJ6ntIX3ccnHz+jYLroNkqHNUKvpU6Km4gWVbd2wCqJ9u8uHwSU40udAecLNG5wnXnmlsYlpfNpJcT9t3sg55bif8+w2GpVA5BnngVAax4O9xUpOxWzN022SjzSqotsPuJ4aFtW4yo6Tvl21GY2gRyFZHKQ/1kMYabuZQ5DDk+y5quIjfoZa6EEST97Q7eLZnJ8euu5aU9Wf1GMo+NJdmHU7/qjXoeMe04Xj2fHe/u5aFGZd9p9WHd+RnjB56nXv41Dz4je3t5TxmntcpUq21rXEyPxnT7Wnaj8Lkq5GSRyfHcmLyzNKe85wor3ji8BLKLzWCkLMtTTTIENCqnZijRxMnS75CiISyr7jvKtRqH5osI4m65ozG98bcaaF7m5ZPVtFpDRlndfkLS7/5RfyZQmJezoMtFXW9F6lt+X7+4t/4G4ur4/s+9D/6ox+Njz7+eNy+dWusb+6PL3/jz4wxmY3dmy+XYqd6UVRNZc3FBt7YBqroCTkhjwQ6ivG31nAy6ZI5tCsUfaksjCxGoTw0i2wA9WO8xNDYCVhWbPZrYtJOkMtBkB7ctKaV8JlmRM53pU8BCeq8RgGmclBeU9ZmWpfZO8jixrVIQ303OjAgSUeRGhw4kYOKeyRT447JiKe7uwapnFpxTbIXVnT2PMSCZ2p8YqpJvjeBUuZmG6GUM1Gs1cI09rBQ29vwXyDysCeLhFDkoIb22bxmjj7DmkxT1xFoL+8V/SC9smTyaQsRLGPLmANrfSOsYmQXLYaHCS/rtMhqms1bOGVmdJi/YW3LJIYlWnpwe9dWy6liJCdIrgt7Pn3LMIVFXiqz5PlH/hZ5SpKaVNU9bi5JVYJgNkixYJtIR18dT+5temnpx5FlQzjykN/YsuphPeprfHpsYGXt97oMYa5+la8zB1TbRko8KQKWEo5KklpCRcVwRnIoYQ4CUhys+LnwAZJ0acJ/bXJLt0QCc3Ioh2ioegCrRxKWlrTUsHKDXaEufmYlk7wnK7ZKGNuoBVmG7YJKwnLIh3hGUhvDklqXZe0XeDruQlowOq4zlTL3RHInEa/6gd3368Hwvqky12k3tyVhp9on6msvSnNbyZr7lsoc6HgptSloUvepjNkzSJunXzeKoI2RBN2+IIiOHtuYSgRVwWCCah2t59VFPNPz/KKVTd+fvcgQkSKo1UAP9ifv1LUmnByFiPfuDPI4/lHhktRkDaelYK+9oG+lOumFWCDYy63hGZpIUGWW9aSH3vxMtLDjQw9KiEUt6yye3/JVygDI/VZDdXqYzXYxl8P3yBqi59oDLMIrSVvJEXzGiXBZQrS6HKdn5x6GPcgnEHD2pojCoEiK/FRRx2WS42huV8M8jI/wg0oy6IGp9K/2DZannh20TcPDUMkDYlVJpwchbbEqmpT4CZWncAja1G3AODA2+sf9aADS6gPXXKsKHGKc4R1jiCo6NanWKHFTM56ztLr8jK//2T+zePcnP5S0QSDkxQITHOxtjfXtvXHz5tPjpTf+9Jge3h7nF1sGou2NBE0PUBbcznQcPTnOwy74hAVgxVILTQmRGSKBsjSSBnl0w9gshnki5GSZHgs4D6/KYA3plyGYmG2ZieCPm3F2VlnN6NUiL8JxAh+aZLJb3J3680IMOY8dXAVjcfqSNznur4y6yawuLuf28zbX8Zc98+DiIKIXxOLrvuhy3mgdiEouKjNsCCgTW9jEodhzr3gI7+zu5BDEtafISql40qNmQ0kbu4ona2sA0+NNEDYwmKmyMJtsU8PUJxtjfh5jiRirr4zDrfTqQGEhUkFoeLGNT3RR++1XXaSnUn2l9HRLblTsvq4KnULV1+msUCBh1g7pT/paIgz176187CmFVMZGz3g4t4jvk8pNuYIHZTYwkCyfyL9P4EQKkh539nkRUwqWN+gx6Qg2r85hITZ5L5hdFOym0QoBqsz3Dd6gKiUbSeoE03QqSoFpB9e7s709TrW33Bzzk5N0MHqIBoeklU8Osxw6Ceb2Kq0Ak3DmfaQHxzsOklDj0fQITqDWzxtpRrm1RV6VACfkW+/IYC7ECPITDS8BVFSIoFzyM/r27EuuIx7BUR+E+JbqC/SJhIjr6cOVa9AcRFvTwIgmoUo/WhbYpgZV+dW6zcGz0lh32yPpE+hISU4I2sQQ1gaJhogKCcdmIMtJbEbtfVeSH61x+vX00IUw7ReGo2If1pnE9H9JVmFlczCthiVYRddQ+a3t3UCpxq0kjRoZ6eyUIfaciD0a0nVU5KBMbMv+5uC5joyZTmlwshptyaFtQYD0ED290rWrQkpWxkYZ9FEtmtrfxCgJYWV6kt5sNLDGkppQ5+SkWiMmejVUx6Ssk9y19YFfNT7HtgLst0fpUHzasjqNN7XHWqke2PdC8desjPtdm2CVyQ3v6Uy1RbgwerGzypuUWqiI0ab8yYmv56dzkRi5HX5vYGcItcTT6wmnsHRNv+P9ch22I/SaT5XN92ZwXPrqnhnKQYO6nCLP7D5+J6nFCTOJ0ZY15D1Jc7ZXSNxy1tliAFH+/K98YXH06GScnDwZh7duj8/ufzYOdhkDdzFu3701Htw/Gl/++m+MZ+/dG/O122N9dmdsTNE2wVzeMoiJzVsJFvuzdJAtpBe+KEu8hivQfgk9rm14iNnXEJKI5q8PYysvZuqezw1mBO91SAVVzbTfcVndZ0EBkZl5nMcU3Gw9GaiZMBkR1YKaXLLfs6X7DS8wGXcqC+AkHh4ZIxBQm4/3S2uiRSqxqnCa7Vqkmj7YkvFFSwfJw0NAZlwCJYuew5EgQMXeU29kIVplJ+FoeYJ9sArSXAcwzDKjRAs8rz6rh1pZcpbVYkaYJfFohx+qPVoKW9vgSivoNMztJEtmy0WIC1SZBdmCf/4uoviSkFzzQ5UxqvF5+mZdsaqTJAj3MIxKTJRLbgQahzXMO0jiVQJ7p/mElJQEoGAgpUs1FtGDtwe+M30qdntt5DCbboRswf05S7ms9Xo2rOYAQTnYoNwfCRf7o3WmrFUOq61pXIQaLmUzy54uHaubuOab6lxkcpHqWbOPgnx519PtrTE/Z2hGzBW6WogiI70oD4BrIy75M4QbqzmlVDkAkMCxZni3+wd7AjEaR5iZ55nGEav6h6WhJamQLS5ZMWuIX6d8HgG7IhDP3mdSTkMGWo0zer1Ga0u/FJhYWR4VZjkx8btJuMYiTSSMl/NSY16oUAdS1wBJ/SI+8bRnLtQIYcuZsalLo5bq6cZ/IBV9FArhqCRJz3AW5ebVX8+0m9xzIw68i9gNLtSvbmzBaA7TWnUHjn/bwOHEnrw7R1NixVukLDkxErLSR+72wYqFXSShJfGuSGkZH+174n2e0N/fzvhLP8NDi154kjSqYdHAQlNshVQS0AME+N2BFDWrOGLwEDSNgFXpyVhXUpkWkmhLH9RV6Biz2x2teuxBklazpsNSXkjC3d6BJMj7iuOfpD6zLZ5lE3RLX+xllS+EUHyGMQT5a6Z7ye9cR41MlEWr/JuM75SbQB/54mykhZ6WUpA8eDPpk/P3DjipBDa67bQ0q16ILKmsUVUiOIuYfRVlgAlQ+ZPT0ogvfk3GohXxzEsvLta3JuPs9GzcunN7XMyP3LRAKfPzq3Hr1o1xeb4+vvDVXx/3XnxrfPThu2Pv9otjb2fmiwcGsS9ZJgUGBvpma2v20iIDiOyCw2Y17SIElHaM6SHYvpDOuLhYCQ9b41INazS78mNkv3KgGj4yqcY+xpVQYabEBH5pmIWHJ7mqpQH1IO1JCQf1AZuX0r2wrAo0ikixPAIM4Ok9A1l1P6+8kjeo/kks0EYH7gZOPz09cZOnF53NhNEFBy9QuhKAsv0UBipoK9loZWllTs9BgQwBuZXj36qXq21ea9IqSbm4QMoRhrAHBZ9nJM99JSsNrH9ycpI+LH0PZQjxcO1NHMOOkM08NJ0WtGZlaw9OAlQCIKQm1gb9XO4LGIqMmYVOT4X1QDYovZ9/g70ohwfuT5g7rFOdQqQ78aVTCVgLC0unMnFTJFXNmLM1JAeYVETjLXv4KtIQezEe4AwXT+WmoUvBl61jlulYXAKZ9E45SZBOJZrerXBiKQPKC8DqnO9fHR6s38wH5VlJMOKaNWkn6G8KcbHfHHtW2kxNZqoS8vBV0xj9eWtbbeeotU4bJgMvstYi8YnzPuvQWafcE89oMy518B9SfVXcKzJaWgGB3pFkKDsk+MEBWMrmOIgqyZEoyKFeWn5QLQeRxwZVq05+vzZ4IpVVCHjec0lZLn0ZLdvxp9LzpWK7hhAoDSbBsLLDHIH3tJL8uB+Wns5lCFOmKE3gsUJjCALTzUDcrnpAQWJKI2odba0ey3s9sqCwtllrW9s7Y01iKTEmULCM602QLQwyQpq0wLiMFaUE1mot8FzbLdB71vErNrAiiY5/jC91ANPSy7J29HnPlK029o5UKcQn97jPngo6lWgKHloJK2lX73MSwU5QJPquVVyS/BW0g7bC+Vmxi2U4hydTOFiNYIylMAlBz8Ru6Jk4wZnQlpwi67ZAMguAQ15JkLUYh1j6r+27EMJjTE1k78vRiFUtySBP6EwJVaRYIaCRpCR5Z1YwB6xRr+SsSvxs9/Q0tIKmq2XSTHhjSK1903sH4wSdio8FhhtxEWN/AqV375q4Ew5PWSN/6dfeWrz11q+Of/iPf3fs71yOs5OHZUR/MbZnu26a27dvj9v3Xh37dz83zsfGuHnvBctpFhisUshKiqvPTsd0Z98qgy8UDjALpv8aPaZMMnqqGv0XJOUYs0gYTk5OXWQE/p/88LvjhZdeHbt7N1yo3//O746vfv0/cNN8+tl9TenNTMmgL1L1NpToNCWyGNyMPLAjR1KDJiwwsY/j0Hs0jNPpOEEyo0E+usfIABwmUP1p/pwKMD1Oqy6GDpDxVtWfBZYsmZ81Uwwo4v+UJ0zWx+n5sX03xyCSpFBZMKavbNqsbKu30ZR6e+hVLWz3oZvyaGmo0ZuNxUsvO05ioe03yzmQ7FVJp8pfu8wElDGU9Sg9me7HgRYYINTPRbKjH3cazaloSoO97E8uhgc6hyiQLP+cZ+ghRT8QVqfNHHr4NZuXA8+RYhBoyjw/3cnlUAGhQPtUxa4HGmITzvPOG3Z0BJxQPGxQMmUg+xyeapHLRzfXGzjOtKjg0gTMrsRWtn3AnyR2Og9tbomecL2addDrrENNVZjtolwTa6aDv9dIQGDL2nckgYkWOkSvHIodsGSEFqTb2XdXPa7tmkTEZ5HkeDjUVCyNQXgPZvbD6rqhbtGdQixSraTPHq/qmqWs7CXJchvg2xYpMqCqBifJ5P0is3AsRI2jy7uKo15lIMVSDVEtaFP0vq0bZ+F1W8PVaqukpmd1ZagDWlouJJYkxE0QXbZfqIiptrbTNuL5bEqyW43dTGWaVo3DB5TYVZWckyGMfYYPCI9mN0eXTPWUg3u2e+hUM+fQus85gDGXiSkQB68JspV//iwCUf3y1dqtqpnCZX45NrdqbGRxXfQO0K00hyuwOsldpHWr0a6NkPQaWlXCaWH0r352/XMgHtxTi4VjW1lIl6TCVMPEgUx/i3NWD0nJwhWLH0Q/OSDXWNT29muEamJoEgTaN+zPbisZR5feCitbTNBW0SgZ8Em+Vu0LWlxxAeyZ9PyZBIizxSSlvCfiexCliCu83Pr0XGgUqbzl5TNUi5QExQIN4uzFhaQyEFhRPw57ig5ajOecSdO8m42W1iUeoBHX4e6Nt95Y3Lz3qg3jZ+7eGN/5zrfH7du3xv0Hn4yzk7Oxu7M3nnvhhfHppw/Gb/7O3xyTzWlcSSZr4/7Dh9K1YXwJbzgAAcYY5gSBSYqqIYvSoKNFYqAae5hlTh2tYPV0peRfjp/8+N+PF1961cBK9D07fTLWN3Yizyi7Mn+viq+dnzrbSI81U54aLhTiVe/YvbaCHtpdis2MQ9UWTL3kc/xb4ZaSt4RptxLXC7G3ZIaKdDoNG1rI7czDmd4xgYaqhqD96PFRkWwSMLN3sgiAN7lmDmShb7WoqRh1wClow9zbSj2uMiQx6U22GTxs2gQMriNZbfR4IR2wCAKbNNHFuc3Kr5JRCmvRl8GhKE2NPIty+HLKSR1mPuO6Jq6FzJd7oRIVcjMsZ9KTQU7WM+SJNvWfjPlpxgnKDOXdSfg60cptuhnWtzNhi61KMuNhYOWRHeQBXQlF3k2IFXyP964ZfzF0qdqrR5xsFfbxKthkCaS/3//dxFN4GGJY/Hyl6ogCZXiJufNaBpyz+dLTbSkTz4XEB8LOtq2CPmy7b9t+2h58xQLl8AL1aCKLz3ZxOW7ePBRePjk6sW0R+UxDcJnOJAzouxnuOYddrPPsw5EQACqImX2LvrU/o4Og66jaGm23Gtg4yUFzAmyHlFlIS3DgLLCGcRFbfhm2mTVX1b3PZ1dywP/Pe2z4NteYSjvreW6/m0Acu9WgGULcoh1l9Vh9uraKJQkJEzij+UyMirQlqai04lJR6mBNIlaWjTXRTG4ICsw1+oHElK1aXyCAY0x3d4xzIcIRP64Ng2E/18D2dtOi4GCVmpAs1sdkI4WBBD4tGxmIEQa4XtIbGRHof6/JS+GhJBlyzRj4QS5qGlA5eJHES+gSVWsXvLjmAeXT6BTpcI+lJ98ksm4/ZT8jF60BA5ovBY0SyaukMJKyqF8YLxvnsRREGaSRXm5zFDzcqr+tMgQHr1KWcGmu280tK3CKrrjCJe6pnWY/apmb4Rim7u2qpkd2XMZC5JsLdKUlEqvLGAxH5ub5kexPglwjp/R3QQ7kE1zAlUl71AlcQOOQNpXaYb6R8aJ8su56ZxzYyAgZ5DPGZPfmwWL3YG8sJpvjhWdfGMenJ+MnP/nR2J2BV0/GzRsH43R+Ps7Hwfitv/w3axOk4kowBFqK5o0qkl2xub0hmYuN7oDkyvTcmFdMRWLCTGzYOnDxd2x63HQePX5slfTeT/9gvPjiK+P4eD7OOWj4zOnu2Jrui8vzWXoVE8CZ2AL708osB09vHC0unTQC27T7cBCC1sf+7sH47LPPJFF0Jsk6imYtBz09tcCQ7XhUtokVtRIorsbZPCb+kdQE7mkmMRWOv4CckHY4bAH4mPmSmW4StC3KyyzQDBfPiLDIRYQB7Wm3FnJh/x4UAqs6J7wsMk8ZiNQE4iz3en6WnqLoQxkGbK1RjWeakcMOeI+FJFjxti0nQKLuYXH3MXMlw63qwuShzM3tpU0msjBnW9NxbM8wcF/L11jcO9tc80mkJsVK5cD1QRTZiOQurg+l4ePgrs8XAPQ6AqM7DKFOEeCqJknw37an0fOxPpSPaTRRwvySRDX0FhZyHIFYZ7QQogFeySCWUiA1uTG3yFpOwpfErbPiHIhJlnrqV/UNSzbRa7UD3+Z0ywR4b2/PyUNhhAfeIhiYdFKJk2VvMRe2YM+y6JMUtV0zaYN7BwGpRI9nQjBj3RqsmpUpez/SnZ7pay++ghjQoRaqxQomyAc5SLDWi1oL2SRpncRmTnLK+uU7KvSoGeWROrbZQ4hDwsxxIK6eahJI+Bz9Pvr7807Sr8/BkqpauFcJi2mZ8LhEviYSeVi0E15mH3uQ+W9zAPV1a/3oOuf6aLnkc7knkAQOx1xX7DrnF5FWQSYkgUjiFSWB63dpWpHv3NrGcKagWyRa3CvImJaVhVaVfIir4vusiHGHkiC0bRxdxj6SEz0L8jxsf1WilYoXGdmWLOEkZ4kHPENZ+OWMx7/vyT7dnspAnZpiVIcsrQrakU24sz/txfC9qCLSPsw7a/Z41kSzwfk7zgj2qGuqxpaq1ADBmRJTih9RRKzmGOSdpQ2As5VxzbZZetp8q8oDCHqah4CxF0xv3AkpWFtXD9T8I+V3Sg7rwLdVkoKG6xaN2ugRptUnL1mq4wf1WocoSX87RYHJ5J1nn15wOLz62hfG+++9Px48fDC+8tWvju//wXfGplF+Oj731V8dTx5ejM9/7U9bfaZSLbcevUTJMpqtGcZjDzsn4zCg1+QQFqUbznvt+aLZVFtrZ+PRMf2FrbF2+Whcnj8aH/7iZ+Pey98ax0cPx3S6M86OPhjvf3o0XnzlS8vmvSb2xUSDER1HoLX0Mq24k6XzoNJrvRynp+fjfB5yigeKmtP0fZKN5X44fLe3ZjKga90uFyWLjBfM52GOYG9U1C7BL0EzbknCVEKhoahncSSjJSPTE5rs9ux0XJ6f6WIEbAjRw41Tcp3rAczqX1laTz9aMWa7L+Laj0bC76USJ1szaShJg9aE67HOo2dlBtgZND2Tq/k4rz4yX4hkjWuLPjXaaZICCECNNNiPZ2qKAzXGOD5Ba5nkQPOCklNFFx7XHQKNZgcc1PTgJHBRZpSxQsle7IVRcbG5yOrbgL8Dy7Wel2MB6//3egsWbZh5ycovX+MMD6dCxARmGrlVJVp8UstI3EBFjtrwHYFaZEwe38EBJdHJgwmYNFI2rTNhCsO+dyhIDvbWg1rxlc9yV4Xpd9KfIoEMqzItBUh8WHFG85jkclWxNCSIC1cSpNWMW4NvuQV1lSL0XHIt11zZL+b7ysqyLDuDwub6M0IuSFFXS4GfV+0A1v9ytGdPvlmOdYx+3jZ3PdM+HNpStA++tKBjCtFa7tgmtlFE9dh0QYo0pRNkUSJlNmMs6JuWLwARNglX0J8k2jHN6bXj5Kqk0MthAUh/+F73CtdTGvDsuSLPGYvWlS+ZWsuCyvOUVIlsqkg+uzv07i+UMhLT0sOvuc4Vn0SxlGOm3+hnrebZJ1HXuSka1aAYkdfoKVUzo/1341KypwQxEbSw3O0pd5JdbZweDRr+AZ9HFb+h0YtmFGVCpGSnyHASq/QNCAmvGfQSZ5U05TrReTc6ZbyuawbKbw2u/JxqQ2GFahuQ+MzPT9asODs28v5wLGtLZbXn8kNgWKdlESvKJECgeB74/W5JSrejkVfbXshEPj9we0ZvXEv4i28QMmNiiGZKVcCIhhYCqb8674j1d/OZZxaPHj0aN24eji+8+ZXx9k/+aDz//EvjB3/4h+P1L7wx7r3ylXF4cDh+8fHDce+ZV6xQE1RSlZxfno3tjemYX+GME30olXCmxiDtKDFzObCsSDM1p5ebWJuMrcXjcXF+Oj69/2jsHt4a6+f3x/2P3h4bs3vj8M7L2kB8+snH48ff+0fjN3/7b4/5RazCwpIubhPSETcAACAASURBVLEuMEzVIOOMlk6WMdAFg9B73F15O8OIlDxAg96NH/crSEtMHIEkoCuW3rU5aNoQRBirDBZ6ELxeuIjn0bGWB21XPDwb1sgZPR1lI23HmGHj8c8lOGezSDgpZuKpTj6wFaPt00DAtKw8StUrh9ZuASgnIFXkMoO0YE2ftqGV/jNBhKp1zqJ2cQOT4HOdgBp9L+SRaAatCGohcsEc6hgqKA0qMpFJmbahoe/nOcT/GMKcxgbG8NWMTNdVsYaXFQcHc0Hv3DOSgun2rAxKcNxKBcjnOi2mKq82H2FjzlvO5KEJchNXGit2TTHSN1vCYPRjZV2nAqAKUkaAmUTJyZabvQiDQNI8T5Mhh9pHFtQEjJh9pJfZv5KYZX+wn1g/yvU08YjjWH48FanvZp4kUROHen5h9TPoggRhGrKi6zVznlkba1tJVtK/ZC1Ek04iyJojM89Eq2T9DQHz3nJwVdBUelh69XqG6inlSfB0ElyWAw6K6SyS4li28k6+ZmYSX/kkEgbmkmBF6iJGGYvQYkJDcOmWTch0+TfYwdro8IwLK9iqpfrM8j58JvQJy1OaNSmV9WpMYTRPSrsP+lEJhOcmWOU1E5TEjngDmHRq1F/Ve039IpsEVXGqlv3tmGbszw6NXXEK27Dq4hfJmyYfusOlFx3OAkzhgstrwlXvJ2KTlB5gXT2vY6RBQgg/R0WCphEpEOImCDKwubRQlD/AYddtMBPc+JhLVLxG7mJqkJI/HjIoQMtMqzpsx73wKkKsog2TvcEa4Fku0mpQopgERMOmSpZspVHY2VZKonkOQgnMX71f17jj2Nfgzmk3KdHPVkH1uCWGVbzqAYcoAIghEliRQUYJQjss9p9lnlMWwJOKlz0r2ASGZKLJiDUwx8ElpecWMbJNfzW2N6eJ74UyWuSVha+tsje/9quLvRv746dv/8k4PjnT/vG1114b3//h2+PX//RvjbtPPz929m/TSh/rm9tp/EumrDm8wKGlxaRK3Nvfl7WaLGPTxnpnocm+WgJQ3srjasx0cvlkjMnJ2Jtsjvff/f54550fjHvPvj5eeP03xns/+/H4wXf++fjVr39zfPCzH40vfOMvjfOL9bFYWx+7+7seAOaENrojYQKGYTPyULCnY3O5wGH46WrFhBEqQVdEglJlf8H0t8pmDOZ2yD2nx7AZwxxt16YYjeclM0wi497ilmTALR0qleDmZjxUHfcn+zL9oaAJ9I5n4+jJozB4LWmo3IslXJVbLNkSgLs/04diKtpk8D2AgGdOFU8GLuOwsjeTB803IgHhOVHJzRl/5oFeuu0KyGqVa0wZl8IBZo+pNo29QIN7yAqYrGO9meK7tN4l+scMIRbE6KhjluEr6IqSA1ECUTJjnu90k/eHw1BaiJ3Z94Fir5sZqCX2pzfYdpjEcF2cRLfLblBf4IzDbNnUslIyl2j5Qg0d4ICkdzMHCakqoaBJWylWBWTUQT14fUD+e3s7If8UJMo662owzj5JuIzvpZNPOkkgiHEF90GS1ygDQRQ4Upav5GiQmAzl0IwlQ+aiOCjtMCqCNZiZZUxiYuX4udLEbpJcrOQ2nTgmSUqi17A7a4HWiblemaroaKUBx6oqoNXC4aUywpZHBnH0EJZNZupexNIzPW/PSn+ZdGkTmdYGQY3khOsCQpyfno41EqRiq0emVwmpBiAZz9ij9zqwmlT5sIFrt+xJN4dEM4vNHNpKyWjjsH9qkhp7yLnXF+fGnMxx5ruC2lxHV3IXq/tq7gWfCdplLx1oGl8FnmWb0xRSlUMS+DixrcdFBhlIEhVEI9It+S9lOhTHwHA31P+Whp37giPg8/bfhWgnMbBaPWmBYZ6yOU6R5ZSSQnc8KjiQLd9HEIEworH7XOnZm8UuV6VeqAdt2soO3on3QQ2MWP5MDn3aVTHZCumP5KGtkEV+C4u0lSHpkAbFKonudZpWUs0Sb49sPLx3prbrQKyIG6wxTTNsoSYR7wR0g1YLawB0znGess2W7RD4PCZTNbSCJJLPZEZ0iFvNDSlyK+/kPHayMsz//F/5zxf/7rvfG2+99bXxwfvvjbOTk3Fw95mxObs1vv/vvzvu3t4dk9mL41d+9Zsxvq8Dg3vf3mITgnvHaD5G7glwVIG7O7sSFOKNGvg3jMeU8A2RffzBO+POnf3x4+/8s3H36WfG5fGH4/6nn42HZ1fjG9/6z8bpo5+PH37v34yryXTcvnljvPGN39IUhP2NVCpCgEze4KGqN7SBn2a7tmEOZYD4lTmUywxdYf6FnsoZhxWGI0QaLeHUY8YG8eTkbEzLqqzdbfrgOT46CROPDNtZlpAmttxEwKVqbekRXNCbZZhApAaXks9w3zqNJMeqPfCfM1ltItPnCZzWxJuE2NJtQpqQkBGiEJujh6R3xZWAGh1cCBEZeiDBTCJKOxoVSQF43KBZJLeSMwT+qkQHZOF4HuefGnXYUCWexZmaFZc0NyL3Vhu3jf+zQDM5JyzX9P40US9dKgdREp00ZNTJ6nGbX+k90z+jak//xiqsTEMk2rDJZOwz2Ss9fclFjC6sYGagz7lmgCZoUEGzwZpRrHUCJJ9lQyI/H0g3B/A6vtSK79PzxmQ/STkyiZhDyJy0h9QV3soUniRoy7ZH3qf3mPZopBrCtSUnwd6xGcM1scWWBjrEaqkcHyMtC9S3PU0lS3Ic30K03wXLuS/ynSahEFUKek4wC1nMg7IrDQ/n5lXlweVAJYgSwDlwy9ccKHYzTGekWlxDjFq6NUArIux0UDSuIUlRYMx0g9MecTBGBWZ+jspftAcGf8Ht8Rkogo3/Ju9NT+5FyIPOzq7xjYGCVwPsLaSrbxwjoYaEIUsGueEgNo+pZNODFu16aIDLXme5ia6q8dLbttc7yUC4FxnvyrsPAtatscjWeK/REAdWZb2GzZtVksM5J537hKRaBC2/bOmoua0erIccKBKk01SD/p2IRVjrSPvcp1gsQviqREjipjPLY87Ss4mjUSwAH2TK50APtma8i2emwEB+GK1snmkPluGsySmR9sAmCI4JXzz/vUfjJu5vRYiSUJVWRz0OUVmLlZKgdiIkCZP4ACdpfeozyHQpXmYY+1IpXdtr0RzLtahiohJSlRp64Fe7rBA+pLDtgLhsbTq/PEky6CD/bvLym59fPPjswXj22WfG0fHR2N/bGYc37407L7w5vv+93xufPfhs/MrXf2vcfPrlcQU0ZGUSHajBSAbqeRDxBQYC20VKWZlzaz5QG3tJWIDFdv7ErGh9cjk++eDtsbl4ND7+4BdjcnUxHj9+yOsav/5nfnt87/e/Ox5/9J6WfVSJL7325pgdPDcObj43Hjw+HltkLvYDKuMHqmPakr3THBg8hJAx2ORtFJFMRuiAgdO4L5U3MIubjFciDwsDvevmhkGJ/iewmVTyco53yHsdBlQ+VDmbmwkiVEAxP6/qiIPSnt6Fn8nLiil8yRPUDVflwwI+x/xhZ0ksazvGHASh/AuD0Wd2MlIFmnKd4UdYhEKbNcia5+EovHLviQau9L3VzxfZ8ONXvUGqTDYBcB8JmExE3vs0Wa2wc5EeJLJIuMjnti47/IVYj2qtWlWGAz3Ib909cdcBX2Kr4PFrWKv+XNu6kWydnsXs4uw8aAvwdqDwJBuRpqzY2iIdTv8pPS8ViOujnZoyeNuDpLLw7p+5f0gSqjfcm4vE5vj4iaSpRiSo4FuuJuRZU7oIOHov65QVVxzN2dtmz55TkfaWDP+4I0luIsAXshA+xmpSjXKb82TzaH2bZZspQznIUwkxVCJ61Br6suz7BYoPAY+gY4WkrjuDPKwOasBAtxwgXp1gfXjNNjCklUoky5vXAFooTfdbhRhr6EmY2RlIz/pmX3YQrFuIuYnM+UgAXbeEeSrS+qEwnMORDRKVI1FoV2euNK5QWAQeTpJoBdjGMCVB5Fl5nyB45ROSSjGEIu1dUXWQLJjAJflrBjSVcnMjek451ISd6Uw2farMHEBAsxhUzM+SdHqMLh3TMiIyQ+N7vWR2jxIjpkL1FDQInrOpzHieBfGI/4syIZItpVAWB9kj+Bw0oTZD5DPMgLUGPwO1BqhNs5NZ5+2LHaVI0HS5LSVREjlBy3925gFHoiIs3xWz0HfmWHP4rVoeFEG5Xytv4nYNAzIBbJtbLFQxJ6rZ4yZFTvILydHPuzYVTlU6N6RmPOinzxk+kv1h3qUzSfOM2aMbW8YDWoEWXA6NYeIZEteeLhVZLuuof4YERmKdRkUQ4IKAZioSe2k+Jq9++SuLi/nxOD16KEHo5u1bY3/35vjws1MZ0E8e3R+3b98bL735rfHpo6Oxd3jHQLp84OjjJLhWH7J8g2W5KZRPFdeZh/MXL87GxuZinJ08GAcHB+P44Qfjh9/73XF1djI++uhDg9bubGe8+ZW3xsXZ6XhwNB+z7Y3xxz/4g7G5NRvPvvz5Md19atx66tUxcRxbMpYw6+pM0oA7PUV6hjbASQKqH0kF5rg5tcD8zLYHvD0GzdC3LDlgy0F5jz4xk5Hoc9tIX7CY+fu8BIOdtoUhFnVwQn+mBKkqGSjsfK+Hkj0yDp3ASkI/J6f2itqHmIMwAxIyEOLR0cnY2dldmn934EifGB0aGW9sAnnu9Jyprqn+WQDxGPbkLrlPgrLPr6QerUmJfCImCNwfm7ctFi2ggDa7D1VQV6DAMlcoOUmTgKyCY5ho4Olrz+eUAw8DyS/PRE3U8Vp9pD8NlMl1cPjTWpDUhQ79lKBCMjP3oNndmY2T07P0eDzwos/0ewnMOulExsNmun5QUSlSifVs5IbwzwmKuLF5rXlmtCVYwzwnZ0dzqDOFRhvRGkforOOVnWhDiFai1WPqBMjDQFZmgmXGoAUmFTIUcl35MGvXd04gTL+fA8YhCaU5d03VIdpMbQdXVK9eNYO2ejls9dSlakRLqWNTtVFKWiW8V9Ci1XIZHRB4HOpwTU8d2DotlJPjuVAhzlpxAdsY2+ybIrboEFRtDD7fBE0D/CSPTYALHJzERuayLYmagqb2P9Vdph0Vu7V6itxrPN0vhH8ZtCIRhoNUN78Vo7ur6NjB1jCM8n1vWQvPQr9s7GRPz507Sy+R2AFqlkEh6ftfnoccRixZymKWLlPs0bRseAYa1xSCEaJZEehEzcIBKBiiDDtS1QJtnxQrvUlAwqDYc1ZS7F7G4KaG27QtryhK9Sb5GTXFVmyZlyvEKxIFSrdq2TnXSfIayVL8tfWFp5BR6gM3aDP7AmfC8nU3iYitlz/Ld8dGMgY5HReI0b4bYIZirdv2ugA6DpckP5vqN/wSUJyGv1FjBM2JuxfrO2uq30foM9xrSHpqtVnL9ONF6MZYY385HwCUl3eYEZW0sSLlS2HaBLMkJyAqsWt23pX1UrVpLEoWY/Jr/9HvLH70+787Dvb3ffGsWQL1G198S0IW8PLWxnR8ev9q/Id/5b8Zs90DZRH24SAzzZECUR1OlpMsWstoZaZPc5xowkrkMGbYwcn42U++N1566Y1xcXE6thcPxr/6Z//H2N3dEcrY3zsct+48O374w++OtfWt8eLLr473fv6OLOFXPve5cffpL43js8mYzA4TYOZX40jWcKA3Mhd6DW5selNrMIzJ0jA9r3Fo1aMlAJ+cov2NibrmGLIJV1ZyQj1kd+vr4/Ti1IMaP12kIh6d+OnqQgREFK1bNQbLRnOr+nMhh9gDmgYy5WF2JdUVbScSVJpsWj13NeyIWXq/p37hZrQeoEVKKVcr3pHQFhNltgLiGQw31gqyzTQlxwM6/qunohTcpVYvELX6QV3NomtEEkNw2dneUhbQjGyuXUipqq2uhNnkVn1IK5wcxLOG7bLqG9qrM3CFVU2CE/P1mijE5j4PaaQF8d1nkb18jK1oB4RAPqlCAxPany6ZVbNftRAsiKl7Xn1Idi+0e1lSIKzs28Kz+kLluUzVmf5iVbChTFRVnN/bNKDJInzHDC9pJgc5VSdOXU4yws+6rG19rtVm0ajEZKngPdm4Ydzyq/vZhdQtx2L2JB6JejW/1Iq3yxdPxJCsOEhAtkzmaD2pTw8xLYSyyK7CAM9zsD9Y49aSXIQnYM611PZ2/zKQMoc3z5MRpfqg+xzCrvU9kKiUT7TewvboyiKwmb6+uECx1J89WazfoxWi174i2wjF1sHEdVBV8ynNiRDqLUkQt8w9igbwzK3k4y4nQsNBVPKrWGBmHylnQY7pAR+uR/qOWyoPYmBHcI9e1fXheM7wUChgRDNOzkQtTBTL3Ci8PpCzYm0vEhviPFWWr1aQIRbbjpN9X+Nja7ymCVtV//bS20YUTTXEUvXf8xoDm2rf/V3++Xo5iAypVbIij7FM+Q7U9WUdBHFYkRGLNNXvGRQv+HntsfT26dnSuxVJNR/K88dJLu2hMJpJgqMUKNSjquBGxAKtt+QsRQ9JIgkT9+C14XVfiU6sUeNdEFZ1jKX82Sq4PFavSdWCIOW6RT7stVexUQhWHMAWY3L3lRcXFyePPbhYjNsbV+PunafHD3/0/XF4eKApB3rVX/+z/8U4usS7E9nOtKz80ivggiL0j2OOi92JIOmhbKyXHeU5cpYzh5Yzw/bow5+M2d6eKr/tycX4v//x/2LfjH93594zOmudnp+Ng4N9b3Zvd39897vfHS+/9Mp47Y1vjavNvXG1hqYLKjpZMAdI+qVNzmi4hUXUPSUeFm449P+WOsPWOdZsVGAtId2q4I1Pvq+8YOj3BCE2xFmZFvDSJsIMqZQzUzimDMdHj5c9Ht2kLhjSTn8wk2KaJBJC0EXJAyLmbqKMBBQdpagEMTbI57cMSLq/DOzY+UW316SwVKVxeUmfrwkzBmIWrX7RGUJtHxmLzcnaElrkICY4x/YvBv0u/J4NVyzRHIgEypqgpJZ2PmAS8hn20sKmyGYrQ4SWfgm8qSvfsp1BD4oDggDC57jAi9Fr9lo9yD54QC0yDCSJFodr5sdmMIMVUvX5heLpH7P+S6ML3OrBV5OF7C0uZS7lSiQjmwM9umk9uoFFa0pP4O+QYdSGbgX6Ej4tGcaSNcu+aUvO8k2zF33tvqyCSFSqlxzTrkjY9D02QGwYJKywgN5rug4wp++L/1lKpy0jCavYwstDh+BpwIxm2gpwQWURSB4CCc/S6+EA8TpjTNPeyZm6A4s7B2UmzDhW3XUnF8S+Yg5FepQ+iwpacWMt16siHLm3qnXRiXLQrARLr68McWDws0Z9byUtAgIksZvNdt2fKhwgW5UL2Oq9VBVak6SSIlRgFn2IACXmKyBsJLAZ84nqg7VAPOKeOTjlzXDo9fSjalNlyEVcz8KjSazkv0MgTSUMUlCVlwlvmRtxoBeLVz2241YzhjIjH4sxXYcChJ+jk1N5E7wJCV1XF2NeMrAm1Tp1qDTjYfSy1y9MzPml6gSUyutIbzUIE5LP1TjZIBBlfVnSw27xkEixz4w5NfBBiWW1IIzNhUY0yZS2V2rjvMNwLdAsp+hoRGA5Q5hN4ppAVRCTpNl0aiXs53AfNYgiXIZhcjO/OB2TBSYlaQ/xDDj47aPbI649UM6IBEAr/CKo+a6L0Oo92q775UE1jdAQiEBkJzu3DhdM4CGHe+75Z8e77/zx2N4OQ5iXCzmJCvW5l780Dm48pRnA9OYb48bt58Yx2b4l9YUC8xhXQAzgIMp0DRbHZAM4AAeXUwXpTx69P2aHt8fVo5+PP/zu/ztuP/v6uP/+D8bJ45Px+MmjcevW02O2sytRglAxP348mPY7mWyOTz/5ZDzzzL3x+V/5C2N39/Y4nvPdQIOYS6RHleyzNwgHVYgnvEJebktGfMHosYAbCzKABb49S8/HrMjgHCIVUg/1Y07fgdiFji8wmJmOlRSVLb7P6Uey8MI8DASVeaERvWuaUUGWc56qhiRCZ6zqd7oQioCVyhPNcLJgmbDln8phmUN1ovFG/nu0ZjonlRMPphLr2qPFUF/XIJAKWcTpKWtQId0YbXCqTXV6Zc1poKzqSfgSz2V6sGdnVnKZlZnFmmpl4nqid04PXzip3hFZrNniZrTOBLaZvrnIwCBIlYtOm0E4ESraa4IridDWFMZhKi1gYu+BKpjNVRCqn+PGT/+Gg8cZ0WuBaL3OgjuXjFkPkQwCyTlQbkZ4GEvOCwkF85qeLGNQsR+ZXqD6RYg0WvLRayqWemm46asus236Uz3v2qHxgatIclzPNXt3Of7tEiZ9fibVJVVcacyFKWMETzLRdn0mjGe4UWXEp9NzSLyUypROtCpDjVdKB9o6dJ/VFQhW9kVY/0mIPEqqksmAFVCW7rnm0E+iQa+vjBfUgGbG7DnETmDp5mrU4UVynZ5r9mrbmYZYU7Z+PcOhpCTKCR3qrp7IqglkrQlDGYKS4LgzY/0AL+ag9bCR2EUCGGLX9trGeHxc1qwyedvMhveaZMv/hTVhiwpHJN4515Be4WrSk1Vok0WdtpN9YLskJZWQr3u6Ham0b9RdIGRNWwFhiusixlQ2DlaQipqrC87LrGQlVRugcFTDPM+LDKrhQLWFkUlUmUUdvbkwm3stNrQZc5lkiu8BsqWQQJfbya/sk0IOluhDD2apsbIZkFNJvqMOcaPLOFKfEbHDwxb4esvnaEtPS9Q0YLx3H0ae2dnZ6did7bpXjU3ELqRFyEJJJEF2fc4pmrpCBWHT5Yr47F7JM3W+MJ4XQM9VsHB29fqwyAQNLTMO4rWeB3XAd/zb3d211aHjbrXe2POcZ7YlX3vrm4tffPCzcfNgX27aowcfjxuHe2Nnti0MRDm+vcOBQr9nbTz/4vPj/tH6ePbFL46nnvvCmF8Q2DI5ApkNLlROS3HznI3Z9qx6CAmoa5OT8fM//r3x1EtfHb/3u/9oTI4/jiXfdEcPz43NAyGpgxs3x83DvfH9H/zB2N3dVg92cbU+jk9qKPjV3viN3/qr5Vsd9lzE7ovx+NFRufCwoTeTUTm7N0EmFPgYwdsvUCuJiTfexnG4gV1HT2eTIF/ELDS4HhIFrURQ3xuvrCSBsBx7RiYVpirkS2Qw9HWi1U2/vOFunpcEhaokNKmoWZoafegbuqqSefF6lZbONwJ6d+1YJ9kRbp1cg1pj4ebkkDrxJe5UgkDwJtNNH5sAm3FkeV6rANs6SDdduToJ+0p+CsksPZxUPso5nPAErBiItKtPnKlO7Neij6YtMBlbaBWpEtFW2q/Dz5pBH1cZrN29cicU1QhBbPpKg45mdH52OaazEIe6qomsJIEwBg6RedUoVQ8vDgsPgtaWV/Ug3KSmOfZ8Gd2XKVNKpCQjISthatCWCSZwIUMFCCpqr3k25aTDUUyl0r1M1p2J0ibwYgwLhDkV6pfzVplcpBZLTzDnStZma6k7CIaDl7YGiYLGH4xkY38BWdY79eeLSa9O/urCSsEkToQBZITKqy0Jc9A4IrL0zB3I+rpaooQTXnrcmdBjAmEfICeK5nxdFeIQ1GgOCILmFNmnegpIgiwHqWJJp1fXnux1+q5l7cS3OQev+6KIVVb2JTNJdZxDr9dpZbDRoJrTJLG5RLu/Ox3zo0jZIqVKPEFSByrAdB1bc2vsu82abJZJcdOq1CSllcVjXADTR4TgBLwanxiezWKcns39byZGNV/Wg6nQGKruBw8ejJ3dWVpUVvxhp/NBbabBPaUdQjGUyr2ThfTo8wxAIdmLtNX4HIlCExIwgldV1H0YMxiFSr/sG7tadIxgeUabxNS74PqPcDnU9zoM8SbLOY3uAnUJezbVZGJq6dSR//CeeJ0+9/K+tgWTpMbeL3rqGqDhcB1y3Wp9mMA236ShZc3Dglhx0MvBUJ5FwQgSEN6BiWtNYbIG10GPGF8jcJce7rHN9TMpSurZcgay/ltjLI+nxtROd6Zj8ut/8a8vXn3h7viX//Qfjtdef3U8evDpWFyeWmkKgZRPJjf57PPPjg8++HjM9m6Mlz/39XF0sWm1enJ6PKazPUDxguroF8Ro37mIOCKpU7wYk/NPxv1PfzZu3XnFPvC3/8//eVws1sfB3uF49PDBePnVr43Ly/tj/8at8Sc/+eF48vjJmE5h1V2Mnb0DPal52DeefWG88Po3x+Vic0x3DscC3L6kOcJ39HZYlLicTKnK+hrS36LSoBIAXoi0hqouhJcNMjo3Qqp5JEdxK8vhUiz7WrhUwQThNR98LMx4EQk2svGoFMzAAv+YVZc0BqE4veM4sfQ4Rs7fQFsJ8gsXRYYzDBnIe7tAaTFyQGbCfdjFQD9Y02HY8JqDbKzLhtSdjGtdmnGE+OCmL7jdzu06PZ/T+E/XAIBYf8SUwiywDCpy6BYx6JoUSsWGvdgaXl+aVX++XMuIkLszrompVvEZhlylmctsNi7OYgEpkVWSWlJnIaSeRVyWiZEHhRTnJCKNBJIg5TkBMYeY4eAOst61VF9Oy3K/R37WCVrLmUiAHD9XffbMwMkv0Z6y4SNBJZhRDfN+SawwYzfZmsTAvg/GZkRDSrp561ANft9fUA6gWYJASGfXIWL+W5im+bse8RdHt0Ds3LdmBz0HlkNPgXJJpiAAyeSPTSHJ0fETEIpppjlRHWvnSaKy8hi2Iqsea9olSSR71q6hXAkS0HsS1m7DtD51OdFKy8K25ZuM2S49Z/ZHSD/sM1AoLnpnZ2fJvs0kIpp8JApJRNNjTcJogqUcCKemENh4MNF9osm2I+fft4RHjj1IT8/BLS0875SgyWQ39g3OURI1l65qeUZOLuJ9bPIOMMcIDOoM9OqRhOEbs5gMrgeFOfPAVide87L5f3CTYr+KdHGwaXEa7+HA+knIk3Rx3azbJC49iQlUzP/mfj8dmGiIRjETvaw5bY/YqolywGQH1K+sfiUZaWqkXZ778/IS457ojB3PVys3SAj93yS6Puea6kZ/fEOTopW3M+/OqUiM4oQ8VYPuHXk4ifwvzOcw4XO/HIA1g6JAmQAAIABJREFU8GQdvk3Ibh7utIVA7Kq4SuLJHuFwpwWGEctCDkrLUJUw1ayAhu47meT8MEXiuZW7onVsTenb2tjOKFMP20hMgWC3d6dOwIqMKXp++RF+DqY5sch0/O4XvvXbi1defn78+2//k7G3tz+Ojo7HzcOphyEzG8kkgA0JekcyPnfHjcPD8fjJk/HcC593k7/zi0fjC1/+U2OsZVADL+b4yVHgRpv+yUyZM/v+z743bu1tjPffe3vcvXU4fvrOO2M23R2vff6L49v/5tvjW7/x58Ynn/7JePL4vtnz++9/YG+N7wafR/pjcL5aG2/9xu+Mje2bY1zGJ/bo+P7Ynh2Oy0tuvGCrcixRGmNvgEhbh2QtYpxjnjx5lAfG2CvhZqRVpTurYeksdin4woHAafH7lYxF1QIb2B5s2JZu88lkHJ8eJ2Ca+YRc0xtID2QPznCkOehgQyrZ0Ws2JIiGpzpjdxzYtbmr7bsreaUMHTDsyIjDVECOAdykh1yEph5cAKTu2LM8NysUvUsTuBwHRjKj2UFmtLIZzHCdSVxTqRwwzvUH6mEjtESmfz4MRlioekotXaisuoC1GO3G9XamerUYjx8/Hvv7+yIPuvC0EXppNvUs8bAt6FtJSGDAhm49gMv200MkWNlSTtPBjIOOC9fOlMEZ+sZGftDTu9hUbDB6jVZiVQU3FCuMV5rZJqBlZmhV4EKpYS3LyK1g12PmCFIOEnecJWsos33lV9QUKg6mtHuAQ4vZvQ7ku12a9ZMVw7zYphJ9lHYkebAHbLDCCIJklWAM2z6HmgGsJE4hIIZU1eux13BXM+1ulneRtkSIZgI61baozKUgfZIbGKYchMK6dQj0cBPRomoP5B0EIbDH78GQQO/1tul+weBAlmwtAzoMYY1yqi3G3GRQKTZxeauzJiQkFlHJFprm/gRZEnRaQ4E/VQA42zXtItbLqqpOFdr6dqurSpaTJNRErtK62u4CceuRniIf9OzxKEjMIhlvREcSV0HlvgsT918mtsV1Jra4OZTDXekktA/I60TGfr59GIpynV8sJ82BUhIXeR54PNjX9X3Qy89esIUi5yPSSUYCaqJB20d0JxKoHmjThjeahpxlGhyfaZvILZoDNaMKY9gTu+GMVHWPa/CSGMkeIZmwUAB5EXXhukLa8vrglFRrqttkXrs9/sm40hkrChFz1hokA/KjQUyhWXmPOVzz7DJi0vOB3KQJaXJl2kUwU7Jca+zF//S//lsL+rCvPn9nvPvTt8dnn344tranbkq0q/cfPBh3794dx08eeeiRhXGmUT3evnvTXsOtZ98ce4evjmP6VpsQD2ZZ3JWNdpa2MZmPq/n98e4ff3c8/OzdsXc4G6cnF+P46Gz81p/7nfG//92/O24c7pMDj4Mbe1bRaJPRVn788Sfj9ASbuMsx3d0fL778yjgbd8abX/z8eO/dn47p3l17SMCQVyP6W6vbImg4e1ImZKbEKI3Syzn92cBNsIwzXF3TBHxS3VipSAiC6Z/VwPcKLs6WvDofU/RtZR4w81B/Uv3P9DHoEfOiCGocoDwfqhy9NsgwOQA1TMdVKyzXVN1FeqpM2l4J176J21MNs7bfHopIOjJJHjozl9wAXIxbjm5hMeh3+pKM8Qj87autkxUSeC6soNTE1fQpKvtcV0hALX6WAMMAAAIWFYGyBQ51hP6L9Ie3N9Qm8gubPEcq1phK7hGYfGu2bQXfCYfkDE/M3FVXXJBF9NUueQ/XtLu7l7F79sfoWxFcu9fExsgBrw63bDuFhiYb46z6hZlpzOHLtwXDTC8//VTHYVTVx4ZjHnYqB+LLykEnlxwpmpCxysV6j1KIr8ZVtT64ds1B7PW3GfxGrqGhM26/et46U2nIkaRga5beoOu0qvQE80D/LUOi8pLXUb7c3FfeAwltYO/0q8NV0Aimqq2lw5XGHKsJMoGkI7dQvgXZjN4lQX8eKYas/2rb8JwwAzFwaYRBP758qYtPQUSFDd76X5J/9gzweJKdkHLUrmJgU6Pxksh2BRwzEDgBJNjEoz4g8l6yBzMWLnug+QAS6qpXzoGsmc5IO+XyIlOurLBz9C2VB812tWcqSS1JU+RZIYHyLjop6wOaw6pbU6y9JBjpMdNr355ux7yB5ICkvMg9eh3UwdRtBfYb4Ntsb3dgMRz5IsTFtC76EO+EsvXk3ZpxDi+GNjVoB44HVajStTLvmJ9yCG0miVRZEDa8k7vkTXA+hLWcXI+/T8zYme2Nk+Mj11dPGAI5nO5sjyePjm0DLjX75Wmt3E8WNkkI5iw2/0yyQUZ4lxQ5W9ONMUCfeT9ra2O6nb0J4RekCWQgjl41BQnYutAUU6Yer0k8xnwJHwjlSYl/HYN4N7oqYhdLHGFuOugdxOPqgfM8gelJ1k6OnvjsefcgHqAkOjFub4zJX//v/87iJ3/4z8fP3vmpZTx9XOCwHn5NlXV4uD8eP350TYJyJQQ625sJRdx57vPjwcPjcfPWS2Oyc3MgQyVb4jGdnBxlQPJkfXz47h+Ohx/+YIyr83F+fjRu3zkYH370mYfb0/eeGZ98+pGVBfrjB48YvjD1IHj44GGo4JewAoGJF+Nzn3t93Llz14f67kePxuGtu24kkoS9my8EqoBAgzymKl2zRqo/rep6lrDUkAqsWMyd1ii5BHwPRAMeDOEE9bj1BHLQ0Hx+MbZmWx7YSb6TmS2z6WZ3FjGJz+3NqBcvzf2SQ2SGZb5bnbBuVVREPUEkZ58+w5dnboQ45Gz6/Rm7l1mdAvGO2KpDWTiwrAubTHY2lzQGdEMC0dpYAwd2mQTScr4BlkKMHs1sjPhbWuJiqyyPTQzDvD1cu3dKcCCIHluJ1A2WfAHUQVKaM8qrmih2ZJt85JmEAJYpUcwAZjpSIGqZ7fZUk7hwUIZRSX8zEDP3wmEyI3jD3idBoC1T0qLuVSKBSp8uwVldrxOssrEaEo7yAhMW+kaRg5jYFGpBf4mHriRH+0HeV5zZymOslAOBx62iSGZkeaaNI+mMajcr0nvrvhtZuXaPBM3TuGyZeE3gCZQEqIzvgQfbZJ+jw56gsoiVXKgrgjihkoxBiIt0hntgD2VecRKZs1PMV8o9qXScVJXcIwNFogE+W5pByMb2ZM30LY0LgO+wdrRSzVxhp+jAwD8+SiCrHjIBvpmkukE5iD2SyCRomaDUiAaH5uMnTFmjFx5iYQZFpANLoJxNZxpFUNn0AcXfw9h1T9UgACvRIggJlUN22s4z0Tfdz8+z8WCrg1Lkq9GWqrAJ1jKNASHKRc7knL6qw0hWCbQoAPyMta3ygZP+HTkiOnaT5/T9nWVeyV/2S3q+tMBIbkkGlHmZcAQZ8MCXVBZdt0hOkSThZXB2+s6LM0D7hupTgmzxaUh0iPEeNMSz4n6wN4KcXFgQGUPLkY/Pa68CYzRruf3kIb6BPhEfcabqtl2hN5n3nlaCCXCs70VJxyQtKh3WvMxihrNVQP0oEapfHpY09pR7S9vNIEJpL2FOApGK9dl2p8Q33QwcgYmpSPz5be8psw0C4tzj2ltBhULw4uDl++EOTP7CX/svFz/6/X9Z8Ay9lJgZPHryZNy6cbPYvBMrPA7ojDBbjMPDQydGkIE8OZ6P1994c6xvPzPe+dk747UvfHOcsnAnG2o5Ax1ejDH/dPzw9/7eeOONL4233357nF8cjckVsy8n4/aNm+PnP//5+PKX3xw//8XPlr0hqiT6l6yNjY2ZAfrll74w3nvvJ2P/4GCcnxyP2e3Xxvr61bh99+UxX9BTnBmMjx+fjMMbh7EiswJOf9D2UclaenFzz/Y7q/oLI7YYtWV/wwaRIdjwq6SmsGoJlCyynf1dK4w2avDva+YpwR4CTv9qeQuLWAlXZe9aZvpyw9bzhU5ShetZOtu2nxEztcCoXAMHigLyOgDMaoWF4iIFDAtU070ye3JFue/ep0xdYLvymw7sGkMVK29NLJq8k3uPhCAG+WV1EU9HYUWyxOhXJdXowLQYJ4yTE/4LkSnQVWl8r81a1jmmp7VIDrrU4YmqgHXI4STMqXYbn91sPK5F2K18nTsYOZ0FSz3u215yDkuCJ2uUCnhvd2fpI+2z6nFjJZWxevCaMxM16ysWolvwFSp7stJqIb/VGL3VnioUFEWyRvmJB4oMRFfn7JKt6cAD+mr+RaAyDGAI8iTNy0lDdRh0Bi6hyzWXvqOVhEMUqmdVRg+yPmsiTO8PpV/2eVcQZ4hTELlCMBN+rsP4/DT7vGFNJXtlTdvj3TJgIZBqBgDECpFgZ7KEr8C1fei/LzKfyVNPS1JGhSwPx7iGbzPUggqca4AU5yg/BxAMK3KCn/u8D+MyQ4H1DBzKHo0NYhLEfodKbQjesIfL8SkSrKAaeTchx4XUReWZdlTecRIErsW+7+aWozgP9w9EB2hZJGDjZ44jXLmeGa8m4+jkaOzv5Gd7ihkkxd5TS/hbtCyOS1TI2WLcl9++NAFpyJV919B/IzZ18/7mMBOer+2EzO+FCR3NczgI9nqrwqVCp1K1d11JWxcULX9r8wwVAUoD151D7Lzcaov0ZyfvCmIXG9a0IeCsBEEgoQv6RIwEEaR9p1GGxich4OqRb4shznymbbapqr1XclF7w8QDzTfKF2JjQ2Mo0Fju09bHAlkSpN0gAKKZMqpJPnEGDIrAL561LbaLy7G3P/MMTbtnY0xeev25RWud4gc8GY+xpNzfH599dl+sH+iObe/ED6r883k8dc+R7GCMfjFu3Xt6PD46God7e+Pei98Yk6udMb15MBZXeCgf27fdHI/Hd/7F/6R/8w4zaat/QFbAIjg7PR4HBzMn/tBruDqHvTsf2zt749XXvzD+5Me/P175yp8d08na+PH3/5WHLBuMTXfzzq0x2zoYB7efH1fTw7G+fiPj4WDTAiM7wDtZXEgzkebI1lwbVkRHEGHSivXAwiqu2aqBiZlukY1llqn9IaSMVB1k0vRv81IiaDejI3DQH3VMViRCqU7RAiKLOotxQM1L7R4aC45EZm9nV3KYE3Wq38X9GKitcLNAhYCqF8pEJ3128dWVaLaIhKDsBbl+Apfza4sJqQkHWmMyVZnIZVoCvFRGBDwD7se+SA1oB3qTbCCZK6MhyaYZY7h/ALs9rMYE9mTzYZCTFEUuRiUR4k3gKjV9ZNIeEGUY32YBxZ610oeIwyQgAmRNKmJT2QOWSIQFJBDzXIlLSFwkJvxdiDr86oNvNUwgBxwbFZctCS2VfLWFYo7BMGtty9DHs2+UvngOK9ywCFJk+3Hp6n6dXtH0lCDQ0Vsl+Gu0kjPWZH+Sg93/Rg8Ni8HdQKfopJW/ibZEhsSSs2dZtoZyFoTB636bAV0s5jhiIQ0qK8VzYOSwZoVi7dXHzWcJGZc0jBtJtReHMpPFIqhZ5RZ8TvthZ4ZXfKRYQJzs6yayQfiLvWIOC8++Qjs8zEwCgMhDavEwlSE9k9fAnoNzQYBzgo5Qa7gVtock+/D+HKNhXKAFQUQOiz3oRqYWQX4iNsXWVqcweBTlEsW/M3kYl1a9HIJB5UBTcNeL4mDZA9eCMBWYSb/Jeubasr4zFIWhJKXVrqlxkS3Rb84hDvfBaVMOgKhRsKgtqgjoIM+zNikTBUpyo4Vm9bBtNwGVMnpUbkh6mHt7u+Phw0elDEl13GRT2mnAzsoZTcAjE4qncRjhErwwqpD8mr1OXM1YUkXrruO+XpE+DsX6EvuhRQiV1Cqfhmusde0hTGXQrO3069PNucZB0aK0LGVLfR6eKIgetr6QJjPFCRJV5hOkPaU1rqjMavgF0DKuevJtzK5AT/kzaDH7FtVFCIJBP8p3wcFAIIgkiKeVoCyqXbPSLk+eeeUZnUsRqOO/jB2jE4Nq2so3/9Svj3/37X9rgOxFDR5+8+7hODrGJGNvPHjwWAcren0MWV+b3R1PPf+VcXF5OramB+BjY32xDst9nNz/0fjwne/KTtyZ7Y7jkyM31uMjiDY7ymio1Agm85MLqf37BzfCVN5YG7df+c3x/o/+9XjumefG/v7G+MW7P7Na57v3dg/G7v7tce/Vb4zJ2DWoKhp3pGyCITCgDFRkBEhcappK/FtD0GCj8M406F7fskKPJ/taiEyaZwTWcTO5KGp0HFlWTersXmzML+Iko2e0fbUIyVlsmqUXwy9ZXf4lMh0WR4ZLXI1LZ1yKo5gcsDEdwKAVaNynrNA5tKpHJhPVcztJB4esJK3YzEp2gimNbWOTxnR8IciV/rD13GFxrvv8+EVPEcjL6UjNptYN6VLWKNc24QDhZx29x3MjLkaXygFnle4sZJ5nmfjrNhWotR5FIDGn2+TZOAsXI/yyKdTjV6g4lplk2RC9nhwduVF437uzOIKZUOoclYPRQ6xnbxvMMWlJVR7PkCJzFQQd9DzHh4cf77FsDJXA0NPVXCJVgwzcLRLVsxoyHwIfm7NNQ3pmr2YqF3l+J3OmiplWZU2WccOUvQjBw/ee5K97eXapTbqm48mT4/RrDfT5WV5yE+Nk6RdyQwCm/ZDRcbFfFAIvdMIMHki7pFFqw4twoj2hzyNELnaAz64SwqwVWgUkexvj6PREow7lH5ubgwAfmBpEJnC9z42D3gqytP0VBIGn9Zy/wNP7dEzV8SZA8v09OjFjHbfHgp5fva/AvUHBKtPOs20bTNEM3NJycIcrVgQfSX2RveQZBkkQ+SkHq9bsBsrPdzTvJIlaJclyPaiagqh5gHJwwY6lyjWRglyWpETkbJmwVupXmnGTaWRa9O7LJjE93sy1DWmL/VLkNRjDolwbOvnJEYDYVAm+7TmYxbNZqjqSu0ogiM1Wth7qVLmlH6ddADpXUtCg/GlhJZlLa6jh+vSTS2pXjnlxcUviavuIdTDSmrIFWwewrOLSQrsuyxoVZvHZ2UkMSXzHgehTYa9Z2Pms1TSFnd8ck1aghBMS8mH64lmPeUeRL/Yo2FTm2UO06yBA8v1U3U20tRUm4pPvzNQMioOYiEzuvfri4pXn742f/+ynVqbz+el45pmnXSjv/+LD8dzzT48P3vtALTDB5dNPPxuvvf6yTfbtnRvjlde/Nr77r//hODi4MU7Oz8fT954fF+PWmO3cG+9/8vZ46qnnxsXVjkGNgL6zcTxu394b//Qf/I+SrCYXEAnG+PxX3hrf/96/Hc++8IwU9A8//FBbQcTfzFSk6t6aro8XXvvmePzR++Pjhz8fR08ej1defn38/Kc/d4Ntba2Ngxv3xvNf/E8MPmZbFzi+nI8dGuocxBw6eCJjFm7/K84sHOB5+dnwM4YusPisDuJPSkVlhgNT+iIDCAi0VAp6jZb7jvAfZLViBc6ByXd2YgKwQPCPsXicgLraRW+H5hiaPL9IhGR2Wr3HlQu5EWJzPoOT38XseLO0DRggn4wxC+/x4yeSGnTLIhtUv9YHYRIIIGIyag+istBj4QI9sdSOj56M/b09+6jpqSZL5BcLa3ObjA/zj+oNr58bqOnfIMOhBWHWjhkE5gtC3vSdNz3kuUd11tWfpcc3p+L0UFaJV4bwgTqp4u0xet/8Wyoz+okgFLkGSerYguIStLY+To5P/HPE+5lLm75cgrVEoAqiZMdUMrDZNR45m1vpQBJpO8zodYNy8FlxOareu8SRnsBDzy7SBBiYoBjsA7WdStMgi3BcMTIT1IlJTWmDkBRhbuNkKFn7mAukotk/3FMypPesmz0VqEYvJGz8W5jbFghJ9mwlmDcF8oZ8xSGYfhRM5BD7kmTjSZ7kJK/6SqgXbep1gl+y/WKnmrCGX9H9b4OWJ10qP31JfByZxxwLwcyhnUCEuzgf+45xC6zXozgb1tVFqXqTsmFN0GoimKxZEud1jVH0BOAz0qqM7KMqJatpDo8zSHQzkbHo6FnxIe7Zhy9SnQgNe4y2icYngRMZOUeSHEJfDg7ZyyYm6b+fnM/VAcdqMtpW+5BIm2AJQ/jUBhMTmbkVHlrtdBzzwJy0I3KRP4e30CY8WRuxSA0vwtrXYR81PEAyWIa0tPUmqBHJVHr6aS+B+pEkYpG7QL4W3DoSPHq6Vsvrrltd366uIhmsqVn2uVE2gABdTsbFiNyPZ5WEyq6v8Yn3QQInR6UQLd5XhtY3BEQClqaWrTOTLIxkIGvteQa15jvFSCSnrnk9prn//o5M3RIdOwOCXow90FveOd4PPAN8GkSPKsEWNYj97vH8bOxsz4y9VM6PHz2MxLDGryo3MwGItFXJ5hmoAe1BYn32H+gKGwsuDWt98tf/9n+3+L/+yf86nrp9azx8+GCcHB0NTBKsXgozPzp67GZNBj0ZN27RV63JFWuLcXjj9jh5dGp/CWbbbPfmOH7ycNy8++qYrO+Pm/ee07Hq4w/eHUdPPhk3bt8Zx48+GucP3/ZwIyht7OyOk4f3DbLT6c54+PB+FjAjAKcQFrbsOwN9P3j8wIfPz735xlfHBx98ON55551x+/btcfPpF8bWwStjPo8mjOsNSeFqPHjw0zFb31FvuFjbG5dXgU0TBJLNpr/LooorS1dJTgSy6orncaW99h415yiRvSJ9GWOBnmVGmiFVv7SgJmBHskehaQ6WCZGpK6uaxFFUeCtmMnMPkKoKqKCdYBLHoZCBiqyh400GQgjLCU9iKUc/BE1hMtFMIgqsjT2lxBoOlJJZ2quCeQpBxv+G1rkyXqDJq4UyAwP4Ou5QG2OzDAb4WQ5Ws0gCeZlrNUzMe+zsX9KaWj0O+byL7rM3qSpDuyMNyBD7DKBPJpnJMbzvJt/we6QQ2xmLV+9IspWjDKun2gdIEeVi2I7GMVUjIcXgUVOAJM7UeLOAIiGBKJ+gWlRmFlibZMjJOzXqUQKGUCluRVQjqfQ4NDLeMtOsTG7KlajZqawpEAMPt2WChhNWqmyTiILS+xnYR4NVuxzAkXGQWReB3FZtgR5UkEpFmJ3/1bxYD4BgD0nYqhu9CYznFKdYunWS4j3Aii6I3+dT/T2THJNGzHvKlISnULN2w6rOz1hJklDWlBlJeLK3mdCU6sqrrDaIPeaLhdrZTJ3JlCGS7/bYJvlueDVsG8ib9G2FC8bCJC/72AO+Ri6mmuF6Yjm55FhIWEu2Euws3sv8uxAAmfUdLwKRl0k8zqlOISRyP3xfm2Is16oQLZ8VNMiDaqQ9IHO8jf3NlCAhRvfL+2/rUGciW4Wu5jnXjKXijxTCUNOkAmXTrlrEqx5yWumUiQMcQLyfJFZZ/05IovVm24k2HRr23Guzoq0Wa7pQ76E+eP05JXbtoRz2eHOokoBiL8wwh1SdmP/gmJft0s8nfBvaCkiVQAOwvjWOhwwSaWUhWF38+E56BK3abfZhZmWzBky4yxjJUKDeOsknZk24CKZ1mZjoHqW6qS9b9taBwIvUi8c2AyUmr//alxaf/OLdsTudyX7m4Tz11KEMxg8++Gg8eXLimLWnnroX8tXB4Xj4+KE3jTsNQeXmzZvKhCjnIWV981vfHH/y9k/H3sHN8eEvfj5e+uJve9gxgPsX7/3JOD0/Hjd2J+O9P/62BKs7d2/6efc/eyiJ5eTJ8djbPzBwHj05GQc39ms4OwSXzIrVeYhD7OxKK7mH9x/63Zv7T42nX35rXM2Pxhqe1ZpJACdejk/f+87YP3x+bGxOx8b0TkzV7VkkcHKQyHKdbi8JZxxGVETmHspY+NmV4b0kkcEAehKUcnqi9wixQnISPbXK3IGWKoAAi5JRczjbjLdngItKIPJAWRUsedEy72L5p/9v9fSEmirYExzItqmK7TU58SO65fQIsXxMtSjMDbSlXCT+0RIInPiR2cDtNNM2ddnwkM3S7+LPXPfKKxapVXo2wLw8G7J2A6lG+Yv8rHjpqs/ZcKMluWb5gfo6SGoWUAdi988zaaaE7tWTUUu6AQx0Jvzc/RjgOQNwkaLCZAXSz4g5s3CZ60CnuC4FLs3g9jK3MFCv5pw2OatJQvxdS0w4dNWF1sGos5LrJtCz7wX0RXu/jJabw6cgc9bYI/pyHYOcsnKpJ+3hwV4QGVkn4WLYBnMtRNZE709GrzrZBHplNEvZGZB5tSPaGL9cxTKib9jvo9IDouR60htLZQsngdaJM4d7lKKOQgVhOgENvTm+uDl44BqwrmLcgS9yDlSd3C5CruEXFQXXS/VdUTKTdapv1x7kMTNJNeZg+JIFdQtF9mvB3VZy7CddsEi6KBLSisCXAHTDtVktERYKlajwbZHhJKiV32/7FPNsw9Jm3F8QCxnH+m/ks+1HV6Duz+N3iXGTeGVz8HeF7WiIaoHlAKVV00THTOLhHiVnSo5MzBDhqglFS89un3c04dpazjG7yWNtH5MQx/o60zY53Nsfx1jGQkAiIfdfUMzUOE3Z2Dl0WbMeXlVFm3Sy7kp5IXJXBNSwnGN72d2AwMEOHq21eu4B1uxhXbd1/8ph7pUsR4lGv+14zLL+tLJWWhZJmWQv0pTyCdfr3vGkW34u8YKfcf9c0gZEG77aL8a91nxLNCzW9Xkq6E6cODNAWJkSF8S0CGM6m8UyU8tflRlM5Yu5CwTjyfOvPr3gpoCkJuubY/9gOu7euzEW88U4Oj0aH7z/4Ti8caN8fndiw0gQPr8at2/fHR9/+lFtPmwWJ+Pw5g0racp0fj3/wqtj/+k3xqMjJgVBUuJA2hk/+8E/GJdHn5nxo4ti0T64/2Dcvn1HNiZ9UZjXF6f0CMns0t/b2mlXq1R9OHB98sGnBujb9552cz/z2tfGh2//wTi4+8o4vPH0eHLyeJwdvz8mpx/bU77zwjfG2tYtszWwew3qq6g9pXdYDi8ebpBrThiQHh3wpU5Lm0VWCBEqB3xlWEVWaZE2VSAZ7LJKLdILcA7EL6oA/w5YKbvX3ktrONNHm1hpRiIBVJ0qKgcVFd2mjEoF7tVjaK1uSEXIsar/US5W3SNqwkI8jIuxybJlprIewmE9gwifYqinAAAgAElEQVQIQSn/pVdOnyxVkdIb+1cMQJiM85Mz3x2Bnyz6+OhISDCVJLSmkCeSiUYT7Og52LUEdYlqdjPTZ5b4sZbEQn/rYod72Of6clBy2CfZofLF/q4haYoA2ekbgRDN3D2VIzcI7JXKyftllurxqYlXtOI5gAh0EoMqsPB7E4b671ewWkYQBpINt8F+of8eez680YH+ApGKohggA7FT0aPFB53gvadtGbQlgYkWSligGmYUY1a/X3Sn6qsYbg8KQHIS1zSrUTy0tV7tmc0RRQUNqUEjtFFqdq/f65qj0kcHWlOgNPbIc+Fd9MEx3ZoKBTc5KI5Yk3Fyej5m21N1x1mD0YhTUQLNA/ULtXtIwWblfs+rNx12q7aeVFgDuH09sCnVkBUUyeaGfJNzYPaNLZED9PZtmGFg5rNJhvQ5ptVTZhpO06n9AumUtlXJB/tedOBynFyIPEpS6K+V/CdAKyMAixAEOaugeFAfDjYOR7T+3AtrU6JXTfqibdODF8JiD5rUMh55CfQcffe5Fg6R9MGvj35dN75wkM+2phmqQrwiydcDPi249Nhzn/wZ0mHDz/IJfLYXITD5HpNskhDpX1DDKqhQuS5aEen3Rn7E2k0/P8n42WlNSfol8xQIXGnp9CQrWxFAuOwb2wTpnXaRIP8BCoyGXEHHeF6Mn03V61wmf14ky4JmJUVzChIWylXR4z52TnzXTGpiYce60dqy4nA4FiGHiFgVI3x+gp6eNmsSa1naEhOTNPAc2x2NoOPkQZCZ17706oKX9ujhQ+Gy3f2t8eTxg3Hr5m3drIzn9piuxt5B3Ig4ze9/9mDs7x+6eXhQDDBI725rbM+Qu6T5v3d4dzy8f388/+obY/vgmbE5vSO8Pdt5Mr7/L/6+AW9vf+rB+94v3lcOdePGDSnfZK94nVItUGU/fPhw3H/0cNy4ceBCIUvfne2NB589LAbjxnj+5VfGH//Rj8fzL7xggDm8+bq9gI/e/f1xdX5qlTe98frYPnwlvbk1DpctMzVE/RnzF0ZnpqdsGxDRJy/JG0KkybxCP4/mlV/dv2JjLOUPLAbdTzI9hhegTSEVj76Zrn4PkJ5HnMZ/KPMuYo3kkcnUIuZgV4oSBxp8WLFoi2SJPlFYxnEEY/Hx3mBwQ81PQFLGr0t4EoCtSQ2z7p5hBU1aC2TE9oKwN6SPQxZIZc3z1NVpNQAjU2Zi+q8rFCQzobSY0ofFmnnIjjpUZ0l1EtkAnynEWMQHD/imzHJGkBXV+Dl7c6ew1ysZKYLZzu6ubNQE8iRSEnyKJc47yAzpFUM4R3DlBmq/o39lY3XCwu+twe3+Z8OkVJZAgCQYpeZKcCvv11RPMdwI8zYEjjDgFx6YvPNtetu85830AtpJSVi4gi7BxHm4vsOsQ36nl8z19tAQmcn2EAt2Lp9k7qETCe6RlgD/jRzp/DJBiPZDE85Cskoy2FAqK1mNdGl7IzGNFzn7KVae5R4nf4DDJm2Q6/CfxC32VBn+O2pRS8vIsfKOUrXralTQsDAuE37m55IJQWWEN8s8pV21HCRAFb+I2YthmUNREkJxKZwzHFRGSsFiMaZbM3u57Tu+s7U9TjDnoQ/sLOwchCBCXFeSAAJ/+tzdL5cGUF4E9utrsIbIiLadV2NN8Ie4Un3PkvUQb7V0reEiVSpkToJVXpIhPqcTPX7GtYaRx5zkZhrZS9l19mzxjIZNgsPvIjhVQPTv+iA4E7mTvhwothy6BSO6wjMpBrqxYMU1SdVOAp5hMtHspnCxLy0fJwMf/EzbKbUTncCVcyX5Yf67LlPE05r9rHNeDVmDO6DtjYlACIEWIskVlgm8EbAcAPnYjDQsvXO1t7pal/1cELImKRL3lg4Ly2eRNkEQNSSSc1AMXc5QrISMRfxqx8TJy2++uvj4o1+Mmzdu+qGIjk/nj8beTlyF2JxUQhx0yEp4mTwC/k4W8OXVOD07Gbt7u0I3TKC4e++u7Lo7Tz/jgX377gvjcjIbm/vPZKNdzcfRyYfjx//2n3ggfO5zL4+PPv7UMVxt6IAU4tH9x2N3D7ZvfFD777Em3DvYFfYRYoXIVTR4spjnnn1mnBw/9jrff+/j8ZVvfGs8+vAnbh5g6RtPf2FcrN8ZG2tPxs7uHac67U73Av3VyLGe7oNvqoOmmWZjJc7hzEJr/RsVKL1hMnmGjYdAoV1iZTlzXIZwXSFd8+FHdkMVIlcUYsbGprD/k4eP/DwZ2rI9ed4Fo0AswtWHv/Mkj8OSpgA610AYoP+TkYNMYTqj6gO+poctIzML339dByH/rnuZjQSsmJ6xlpOl3BugxnBlo8dfusqnms0cAlDg77BF3Qx49jrjdx4JUFlF5iALDdl/R7VSVWprMSNfCgkjwTvDFGQ+K2HgOcDQDkklMGwMQ9I1TbcQ43dRBZOGbCDgepGItvej1+9wkUw8ysHcfcM+VIBgN8cpBDuNZuJ9zPsiufB5X7Ni7GCViUwgInECUrtdc4qvE2sITLo1bW8vB1qQoN24cVOHI2VgPTuZgAScVsYb9vKdzJKfQXFgpV62jI4aBLa/CtsZmDS9WnqcqSba0o9rCMSY9d+VN4GFJCzm+XnXmYYW4pOfo8QH2D1ucjF1oc0zHzvTnQrGBT+ehszoDODqexLICFi8U9mtzIgupy+roGXCtukelp27ueUwDtfPZBgzeI9himdmeZIxDi+uf1PTn51ZSJLrk2g8ee84hJngGHyNn14/1rPp49NnZq4v9x/DRKtBBlCU7SPPBrKpZ7sVI4lloHOSYmwPNT3ifkpZQNKWuebZ1xLl+Hwr50Dd3BNJPP1tkkoS+Cb1acozT780wz+qRaEPMpU/Veql416xH6afyue4tyy4wgtxeEV5iYv+XWR4il7djplNjDvhgFGCFQaxVpImijCPM1kpMp0gHup0C8lpAhjrNE5X+EeszFJAV9rAQhdhSVTsybiCQYRr8xVGLnLvts4cshMyK2dK+4+bpBCTnJCXtR9zojgUpqE3NAwKpyOok5JS7g9JI5aZcloSd0QBnQUfuZb3Vtpg+FQZFYkTYYrSRhWF1l9788XFjbv3xg9//w9d/Ggw9w8ISMGoybxwOdH8YX3N4Qh8UZumc4Es3sACl2Nnd288eXSkLGmytjl2D2+OW0+9OC7Xb47FZDoefPrJeO6Fp8f544/G/sHt8b1/9b+NiwkEoWRCbffIhTa06JD7tck4/v+Yeq8mOc8kS9NDa5ESCRCUxVJd3dZiZsXN/v69WTVt3dMlWMUiQUKlDK0j1p5z/E0QY2PsgsiM/L5XuB8/Yr5UheqOxJW/5kWVU1xfvYgff36rA+Lly5cxeXwSK7ZWa8Zvfvev8ebHfxcxi0V18eU/qkConxbRvPh9xMHMyzJz9LyBbiaZvRVmhQ0flpazZ7ebiTGq9J07Wyo9ujl0ilSXoqxklNZadH/PZ2VYAAQH6UskDdJELEUAtJEBhLSiwMefQqxd6ebcChIA5AgZGZgBrBcuaMuwuC4fDv3sYFg4iktUNmcahLPRElYpsLQOZQVqfLJYNOnHF2QJyTZkXJVj2t3TY1RFrPNmwkaUAg24zd7UQIH20/UmN4mozKLpnOWNXEwnTnSGLG5bWOoQl1tUplSlflAzOZmn8DUd/QisjXbXVXVqruEOqOKhgva8Rs+HYjJ9jwWtZWenzVdIIBlAIagwZ5qCmUQMs0lNucTLvLkQosr74uJ0Yo8ZqCo+KET2SAE71oNqBGJd6nPHpHOxSCu89uWwBZxcpGgZP+nv9UtbTJNbLC/ELc1FiSFVLld3Jvxv9jaSNB7IYGAUodhSOo9EgLu+t6BsdY7uIi2hsia6BGMUlEBFE5A5o4yNv9+xZkcyzcDTB5ivTodGIdofDcVPsFsSpMOM/cuLFw2/5nDIFsUQtsTP4w4sZeFY5MdNy1HZpXZQVTiUweMCz/Z5z4LuZYPpmZ32gMhVGZ8I+VRMWQfS64Ii71zdepEQVjW2AuJER/0cliHdfDK8hUwpBFgqBocOHGKjmb0LCKNrmM4AYZslzplYb3kfab6rX2lJCjkts5/VJ1KwiFTqIpixkIpm3lPySAyvm2SpdQEM+wsvbM/t/ZmLpWk5f8RrYP4tciAxkVy2TTGuOUJVaFjF5YJDSJxnwDZEsobengmMmDzrLU2C9o5CXGoaa8FSLoRX9rPWZhbqQmFRpWichY96mir9QkonnkciJFrvfFeOSHwJYJcrwx4I2ZJO/tBjDDcNGuXo8xqpUgwHSgSeUaav8X54TvKHqJEO2E5Fgi15cQnTXcn34Gf74tubE1X7YjFV3mW/NQyaNR4WkO+rz270X4w5qCZfvriJx6dHwc10Ec5BhQl70MJvNboxXU5jgQYxGvH5r38f3/3t7/GP//Qv0T//IvaLh/j57/8ZnfNv48XNefz0p/9T/tN0f8AMVPcl71GSFS6lai163X5MZzOzXaXb5JAJ+QuXqngNkaXRFmuaH5BDjqp82B/Em7fvlMv44uZVwEBbT2Zx/vX/os4c72ouEMGHOQsxcYkOK3XR8pF29yght2DWtuz/IHr5xZDm07EdJNCULBxhi2cySMoZtnxtjkBJUFh47i4E8Z0Me3rG4nkpARH8ZTN7nVPKAirawyJyt8OMLfTEqmUx1+qx3KxFMKgq7QV8LOe4GW/m+QQLzjIMvg/P2DA7RCDCEyxLocItcBSfT3rZE2YSEHZ4eHXNPpjXdpibyxTeKIkgV5lfoMNmfoP8hSgx0e1ju2STKZNIz/nZZYeK+GByF/ZtIsf8Yu5bcl11SKfZhkgvHH46tLh8DUWV4kJexBnZqE4iYSP5JbcpTHxQ2HDkk0EEs3KQHnUthgQyWhJYjnf1i3QiEWy9VkzQMgb2DHcpgSur5boTfZRsJb0y+vCU/6xXev/AfiZWGZ5nj5o9W/ST1ko7J9ZdmNELCkC7WfEMOJwcMmBClC4xSadWOmQgT4l8JSJbkgPT3IA11mwWSY+fizvkvWxfIcHRGckdK9N+eF9chly2NnOwDrfopAvzvMygKdxKvCUzNhEUM3BDe19GIX6OQkJy5i3ns2SjctHKKUraZRqLgwhk0s8DE+tiBBqk+8wcX/y+0WfnfNsdK4xaLmokJDV9Dfnh52xP6pC0CtUlloUM/sZcGOxXEfg1v3QgAWvf96Y/O2sZQhNnHBDoYka2bUufUSz65EDwZ/YkL5IiX/itetPz3apdtrQe4J2IOUxggs+uMi4TT+LIZe/REmimUJzMw+bB6qzL2WUpogqBLW/9LGw9spP0iqKgCULl/GtGYrpEmdUqI56/k5najKNKI5NoCUWwxhY6j/yr8HNcRLug5vkJWaE5EJej6t+vHKNdxSYzpCtn3ci9jznufi90V4WfCgKjLRRi3DucK3b3PtmwR+Ynbk70ThN90biPkRq/MGZCQ515yUIFqjXxjLjMi0rCHbLPZiNJ9n/QzP2//e/fnHZbNKYLOWD1u+dx9/Dg7ixhVzMAd6rmRH4QmcIdqlpwaTIbDhNQ98h3OsXg6mU0h9fx+tUX8e6v/1ccaq3otavx5u/fxej8Umw77pbZ/EkH9fX1ZTw9TeScJSlKrabumtxLFicLmGKAVwc0zd8b9Nq6qCCrrGG7yuFpG7/7/e/jb3/7Tp7VzAPfvfsQjab1yEA6k2U1Xv3qf/NMio2IRWJ6jtqX2YN3sW9V4UOaWck0wAdH5somM1kzYEEnXBTAKNb2cdIofpA5nPSDduLhvxCCgIqZLcnkQwQf4EupEfUs5QqTi7F0TJLVsHwlSbH3cJn1aaEmpZ4qXIdF6jXLRnDHZ52loKHsBqkBRCYR9OTILBtscHHbEcmEgkxAkUsSqLrh7WLJqCg7QX4+ICia7LtryNjzvMLizA5YlawNQ4yoFVmPoTdZiwgeZeN4xsKhVvJdNVeT+YjzjKX1lG7bm5+qWBW7IGBfCLIRwWyFS0PdMgxFx42xkahe0b4KmlRAg7tcDgV1rWzAdkvFZge3HIVJeG6qPF258hCtl2xO1Se22/Rs2ZpAVd0aHTRjMpsqQ7vY9Vlf7E0N3KaQTC4EvibFC11PRu7xfdkjmkmmLaIOXVkj4lBGZe/ClTk0c3bN3rRWbQ0pZi7zQoh+R182KsN0Y/LvbLtI06huUnIcX5iF6ctaYM0zfiikGb4OhYMJV02/mwzdUFxjkmg06sHggpcp0qM7bN6PCk5d5luTp1JuY5MZr6flAnliO/efizZdIOLefCLg8R5ZR5ohpzae5yGfGzGQbRShkRRrOYt9niXPmH1B+ay0Hy9MB9WDygmKd8IRa1nFtMZYhvg51JV+VDOkDtSN0kQXSX4WdY78E4xsZLHqrGw+q+xcYaTDVgZelUGMoe3igy1oV+uOXF9f+Pp7xS+e9ZC66MKcFoGKOFaiZNPY5FkKJo3vSec/JFFB5jpDxFW2dSujMxjBacMoREX+7E5EEntfyEFyBWSRC9rjmahqEpHJkhCY0aM8F824lQyYeec555ZQAXSC9bXbxXqFPz2NGc5rwvSFUohLASoHJJ7SOH5uCMDrlfMCdJdlqI0+SxZWvjxd6Gq0oT/0Wagz+Rf56UrdO1J0mZuzXW01bjQZ1uoGBXXo/0dU/vm/f3WaPBEk7Y6NGe9isYrtymk7Jp+YtUnaDA+TgwDbMm8mFg9zFtuk0X32O30FJjxOZ/HlN7+K5eKD6N0XFy9isZjHZD4RpbtagQ5ejelkqkXFYuVr9nqDmE7nXgT0Jq2aCUK6vOgSoL+HuvL1eiGGLi9ABuNBhJwxf2bFdNZcbK3uIDbAP4eI86vrOFVbMTz/laE6HigwVtjcnw3e7cIQtZ2jJR22m3MyCzOIith2nv1YJ1ouQ82uxAhIl5aM0aJqE/U/XakEWSnH1npRNjHQbQlllzheAeD83u65MyaRSHMf8jV1UVrTs+UzyPTBxgEuhgRQ+bJKWLLQ57loWJxFq8nfxSrTB3F2AjnPLhtY3TLdsXTA2SXmRjREc4g18BtJRZoz2xfMB1lFAvSS7WsjeC9+d4iGdnwx0mk5wICFzroUrJRSGevu0qu3HMY5O6fzEwyanR1fg6cA4U+WnTlHFvOcP3NrL3kAWtAi23KCjytlXRDZuPyS2ejuL7t1NlfdKAU/m1NrfPAVhqqLutT9EpgAOgGZTmiBp9X8f2ZXXHY+rNLvmxSWdGDiCzMOKDPywqA2W9vdpfSLTqRPFzhLzGRKwqGSZhRcBp1uU8WpLjKey6Ykh5lApK4oCW8ypFG8Z5IYW+1YLpaftMuSfZlpXgxsCkxdOm+Fn6dbEfvFl7hZuE7h4llSEbqIE0chY02ZpanLz4xqZRE3YDvTKPjCkrQo7THZZ9gFqihURnjC78iXjpwX5pKwL1WsMXPNgo51z7Og6ioGLHq2SiRL1y8yadPUhq/DmnJyk4tpuB7MpXlmoF8OEbD/OO9YHRO+3jnKYN1JVZDcD2vR+SSWOZWujPNBckMgVK1NF+LWPztSlI5URdt278hRoU0m0rEzTbyCq+G9pHk2CVFJsDLrNxstXNMyXpYweUYJ/JwaF5Z3pJGVET1L5D6RI61199jF7Hdm0F2hW6fIzO7MCjeHwIZJnE9aG1mAWzJIXjCmGKn7lUUvjD2vOX4eqQfk6pfnJL702djo/crH+9M4UUUpMiQKrEwTg1jHv+cd8d5ZKwphUFZzIoTJ1OL9cXZT3ANbcxbSOC5XONKlvvpYzgcjU5Xrz0en64txTBdLP/RKLRbLrT6Iu5eIFy9eiOTARcEHwZiatyIdqyfYaQ3IRqhHp9dTdc08o9PrxPlZPx4fyPclTWctSMfQm6uM+WwRlxdjuTkZ+gQO9mVJt0dE4XIBCcNnJQ4yT4/TGI768nbt49nMDBeWmS6lXWzoYI8R1y8uY7FaRq3SjOl8FWdnl9Fp1WK9ncX47Kuo1HGKasWGrqJ54fGWqJB56W7JNeaAQeZDqDsSHap351S6s404cXBvcWIpbNISf0iaiIkHVMh0wTC9DVXBafBFRu++39idyIuRjqwwgV2ZlWrUwvij9ZotIF+KmYwtpPJCggF5KOF0GT+ljAbtthaX5AEUNanDVJdvUwmKUuannosnjPTscGQyjck1ICFIKWzRiZUhhzsQNAUVz0wb5xfpTxw96HoLsccEC+unHa9o21DDikYBqFwVzUbiiuIQqfTT+KHICxIm1tfVfNnzNWznnoMmEj5mDQl+QnMKuqNQBsLG7SfMWq8rNMGkLi5wE7/8ebzRPINzYLwvUOv87CrkuVl6gIuT+SlW0rNDa40F2+dMzBf1XhtcnaU6PhtVlHfPz+cZHZcFcL4PEM22ksfgg/xTsg/fm2hMj0fM+i4M1M0KhznP1nj/Mvfv4LFOZ+xL15ptH9AOffdlUeDOMrcVOlGthsgwusxLVqrXn1ntLshEOJORvi9K0BiTxXAmc8dDl8r3Zb3L+Y0iJTkNhdUuByNlTB+MTsgv2dBjYXeD7mlMpYM7x0jFdEcJVcXMxLM8oF/9XZ49rmWSFXms5FwUezf3Bp1YzVYq9Ij/w5depCmFJLhrMnnRM+5eF3tLd+M8UtYdjV+jAxJituxJhCV85Zs+W3gWWfiJ0S+SFPwOJxHxs4q0RkG8PxniF1zrkVWJFFWHp6AHz415NrLzpCBOj4CSOsazKpGVQts0/kjyZF42yMVcKKRpDMW3TD+MovFMuQNAG0Viy+cnAiiNFd1nygldEJuxLD+jZ+oKJDTGX7ZsNfcnCZg7aTF0AXP2ez7tCFd5JGSADucKn0OXLU2JxnhmJXOfcclrzVMwoQlnjNViPGMDHknSVhspc1gT+E/IxpJ12QTtOmokhc2luEqpotC5x/NPiR6Hhy/hfJm8A86zmy/GJ9p1wUvC6CPm83Vu5kOcnV3oZUAUwAYP+AtpDt0gLwoDDH5x8fCSJVE4RbSxaRMDt6KOmYgoDdipuJJ8o4QiCCndbqwX89iR3sEG1ezNaRocYr2+8xwLwQWrzOlkEavtMiqy+vKGxX4P6jcQA4eXjNUbmPUfozu6iOHoMlaTD6pm7+8mMRpfqloZ90fRGb6IWq8fx0Mjbu/+Fp+9/hdB2qwGHerbVZz28/jrn/89ri/PY3jzh/SZziBqyEJU4pAxkklnSM6pJ8Dm28M2Os1OdgaeCwsOTDkAUK7IX2uyNAsMVI8dFy3Whc/WgvYzfmYXZ9yWRP/SJ5rYw+cu+l9tUg5ltHzyQjUxh3fCTAONoYkGhEN4U2IWIPs8RbzRFfgichoS5v3W/9rG0Iu66LVZ+FxOJbtUdm7EXCaL1RdVOfj43Cz8muxKZRpAR5HWg0XbyKwOCYuMIVIqVSpqLk+jNXgms4ZAE1oqdgR/KngCEgQXirWjB+Z6JeUFOzrN+c1ulwaX3FoyV/Py8CVnI5JSSVNYKdUngyL882W+rYwTPmmHuaSL97OaSn0VDzOVTSseRVvMatyE8NYVlB1VdQr8W+kce53YLCC8pN9vo64CoDDZebZccOo6U8rFt5EXcaIC1mUCj9u2r8zGBbWJHMPhtxXjVySZfFd8Tf5tgZR5NoUV/Cm5ykWD37EvAo0U9A5cxBQNu/TukPYIMtmsNTtTMlUmHGkeWKwKdQDa47tInEToocNTKL0DBIqUzCQfPwe3iP45eA7+zHKMUaEhb20KT6X8GOqmaLE3NYepU5QEIxLdCeFnu9L6EdQo/bAlctImM/utuNAtP38x5hATWhcwKIDnjnwG7UFUFrJrPIa0pV2fFyIFZifouegpVlyiSQwqkHWxHM570p7cOgc4e7w/dUml9pV/R+FS1n2R7JVLuBQ3itpkjr5eu/GhTkflQeMiHa67cxeqPhMUj5lLXB1hSrNciKU+NlPa7BXOb9pYRGinIkE5g7jU4WaYICj3tn3OtmUbm1b6utS4l5KAmqRToZc45yWZzHaXyj3ViFF+AKwauu90UuOMhJ9SCgr2hL5v2o4KSUhtPBc+Oesy1sgzSDwPCnvemXz918+kOZ5Zt9/3Pjh/OThRCTHvOT8bqeKYTbk404pRc8yqugNmqwoUhqV63Dm+TMQaH7YMpGEq09VcXJ3HV7/6VXz3pz+KVMIPyCGxA5qezGRycHl5HuvFIoZnI83TWPh43AJlTh6n0ejA/rNpw5r5dH+QaRUqaLTQJZNo+GIHoqT7YSFP54bEyLjFvW086CsXlIeGtzEM07Pz63h8eogBuaUnApjP43RYCY7uDn/l8Gco6b1hTO9+in67Fn/9y5/i1avX0b34ImqtniPIcjYqqf+Rqj6F15qDuaMuHUyBtpAdQSRjh1jCgQ/wSj8rsLfIHZpFw+bzoeL5JL7T7aTZ20NIwvGEDYu/NBBwSaTha4q5qfgvFzcFNuU3nOKTbi1pNuHDyh6m/BIcvN/pPVkEma5QSSLiBqXSN2vSDFQOKkm00FLS2ZYZCp1UHkyls8cRTQv6uNcYo8zmDL+6oi85sNLrZegAG5n5P8WjotqyWDDJgZ+XjcbMOhGJOjM32JIgKu6uRari4A/i+pApuUWRGuNAjmo75hAA2Ux5yIsEl0ztQtqR1jIlX+XyUwekd+r3XA7jwiwt3Rqf3TKejEhUFwDKhL67oj+Te1ZaOhaXNBcp6TaWUq0yLrBDkmfa0mPLy5gCkaLABC4KLX5fGajyVc75e1oJAn9SVLLufJFZrmLI2zP44gDma8E3YCHySaolJnXhUlAo5KksqRVjEPMi6DRAUyii1W0DmYo97UK4OLSVn91EM53+qZU3UmKXLncjMvI/7MXYNyzvPGb2pC5uBWUAM5pMCoojGVeeOyq+dNByDLqAkd8vs00ljvnS1gH7bOiAC5z33/M6T705Vo7mbxSCn4sJJ6yZxKOZaRV3LXd+jpxEysdPdIwDag7ZI+Z6K+x83q2IaMmPyNkk/4Yzgs/4aTTlubv5GuxX7wGTao/uOOomLPgAACAASURBVEmIIzgDNOhkFIeQEAXZgFBi0kEnSQPhjxbbHSoD4Fmb0PCu2IfySpaJi8mdKpgxGKLrT14JTdxiAZ/CumXZ9DKPPmIMwx5A7sczZWxkPomiEUDcWN+K2qRL9krUuEMvLpOT8jnBWhYTn3dfh8DlZoC1Jji/FAJ+2jbiyVGj7j6+phC79HjWHdGTK1oxkWGdgRDjz899yJpDrcCa1dqRB8EpKpevz062Wqv7D5g1EkmGN+9mLYiZGxuNFiw8Q1dANIZYOACwgIS9rNSPU1VBCOdXI8/bGswf3C05wSdizQ8P1MYDSds/VaaYduMf26KDqUW725fpNTwQXhpdNbArF8hus7QLkAb9dc0dgSik0dKMitlONz58/BjD0VCVjohlvPTVKsZnGIIcY7mY6fchdJ1dfR2N7nkcdvWoNDyXXK+Xeg695im2i0dVkovNPm6++ScfXtuSGVyL7mBoQXpGN06mD5rPjkbnuvAt9PbhI3N6kb5SupBzSB9wKQXAuvDZucUIggoSjaydWKWqOrMxqRaRXrnC9KxBqIO+18kGBcxD0hFGhhksooRx6YiedcJAoxnLyIyd+Y0OAc1OSF/5BEWWSC+kRnw/MQMPW3VhklXnjLR0KFSXwOwcjmUuVCRP7tQypEJ687ViHvmxeYalwpSESgdQzrmz2ymFTpk/MtYonssgN7aWM99BkKLWSTPWbJ4Mz2BDu1Nylm4Zfeh7s/PFiaCbRVLmbgeEQl0kJDKq6sTR6AS0Jms1X/x0tXKU8mxX5v163543mzAHpGy4SvpLSFsc+pjSpEa6pAbxvUvn6wuy+FMX+Dfnp5lqJJ09rmpJ7CmjCc/cmy5ApLf0wawOM8mVgs8ypNzM4pwbph+21UkeH3GelAtba0bRkbnWhfr4Qil8V50lKBxyhii3q0xcKvM4ZWTnczb5JZSm1u32dEnb4OETqlJYvOXn4XNwEeuw5bJUAInneBoXwKhWwpAtMx2gQPFpgp49mfP5arRu3gZjBEwaCJHhQlBTwM8jxMOKhoKYqFgQKY4Cw+Q7zYPp+uQLYPIZBRKFKFB3IVFKJ43GOFEN6bWTY2CTF7wDPNrSGC+LZwhjyIW4cGR7W6JBQRQg0NJFJqKpIjGfoa+xPK+AoIl0RQKW8DiyJhmaJOMefS5nSPEWKj7idK7sE6Ey+LbnzyCyHyiOiJfuivk5NEfXuzbrWa5acuqz/KsgIBAraeT0/nAsJI96d1BDRTNj5MJKANUHPO+cA5dCjfWsJip1vawZiFNCW9FdU/imHFXoXiJIMkBp2D8A+NqF86dRofkCWRhqLOI5dCnEPSM+RuXis/FJBxNh5Buw8hKm55kjWarbFd1JVQ5XQHfsJw4SqOtnY2IJcRzaGvZM8TaM6e0KbL0ZlRrQkV+sJUYQiyqCbCFnQZDgBxgNxnF7eyvXp8FgGJPpNFAcLNfLOD8/czxgoLGCVUdyxyraPTyVae/LrIwZKpWNxejNNvrRkr8IlIO5hXN0pfVDLtPpCyYejL+KXbStQ82YwsMOxyo68U0sJh/j8f4+zm5eR//ycx2oXNzytmX+JenQSf7Vlsq4S6Q4IO7N2jzDhvzddqvnOS0ezOhV05Rd5AE6TmAeVeJm0gryRa+W0GzpYvmv2KHy8PWBroWECL1jnaXY6yInGW6jU6dzQvoi4w75CovTnJeP37Hi52werefGAQbsyvvOG1qLWxWxyFKesanzShed8jNLklR1EWBjDSMDRXPrbhiXMFfFZeNQlXIIUuxIfSRHK8sxeMa2cXwGdK3hS500nwFLufl8Ea0Oh5TlR5ClOPBYJxQUQNRYJJrd65mrpEo8u+dElsIA9jzHM3MMQZx/zCfAUx1P2EMenCI9tVtizfL7pRMslpSGSekk/Ezlh5xBJ/zM0hRut0HYPfCXWe1ioFn6AcEwzVB459q/VYxpsog44SO9jV6no+6K9wfcTfHg4AdGRGbScrhwAZf3KHMbIU3VaLRb8gCgk9F6zWxpnoG9urnQPJ+X7pRiLYlbgsQzCk8mNdkhy7M5xycqRjTaYL3bhlM+42jmec3ZFUpZcArJbka9vnSyEJ3EBs9ixIQxzgkfpEYZPBNXd5vSIxVpu32smTMye87nWS6DYscqol6iCVyKgvK54ECuVLxD3DFUvVpCnmOPwlNoqsOCUCc/ZrlWpXmDLnt3vFYiJFNZ+nUIoUYbSmEmNysKU7FwM/CFZyd9LezmrfgkfA5+Jl2iaS2r2XLqq2Xuk0YixTyGM9oFiE0lPFZwsah9kCEahYVYXLe4vDRzfiYo0tbzo1BcIL+0LMxxmvahl084DUEqFjzOSbMcxXh6llq09hDiNEZIpMWyM49MivMY50+71RWD20P6ky5jfs6CBvm/UHt43uaT6OLMMQwqgTJCfSaOcjdAMsvLljtB60qSSofzSKKWNqY2IPGYie/NOQOyIaKr9kOxpXQi1G71GJWzV/3TZs0wuxrXN1dxf3snBiubAakRRgqQGF68uIm7u4/PJKjVYqmK8MXNC22u2WQWw/FQjOgCA9O53N7di1yjyxAJkCrjw3M3o34RwgUkL8K6qYAkvQEe9EzTs82jIBTCugx7tdKZysQNrCL5rOqy0HK1sNRcqNokkk+xbdWqOnVSlQq1nZlBrz+ITvdScF+tc6NLmR90j0PMAWLYJjrtRiznT/oMAwwnHh7ixZd/8MGTl7kXml2BeMGqrUpaTlLfn6FOzTIMn9CBQizTzEzsZQT1a1V/gyGwO3FuDnuA2MYihJEue0zCy+RQZLaj58ol4i010yLNOA1GOrWVoxoL+7nElkE6ZcZiBi8MZKA/SwaYSVPwu8ouWajHWC4LfOsZYykGkEiYnW24DQKIOirFEkIyAmExOYJn1Gn3NFOjwqXSRpuuqvXkqpZ3ahN6k8bUAebck6LQzGQbkuiCEoxYuqHEPJHPgZQQeYhmm5zgkmQkl7EMzdgXKz1mOsBSDhoQ/LjiMHWXz3MQnJlQ9mmLbSgMYI8O2KyM2xmzEESiOX6+c56F0YYCK/u5Ar2rek6pj9jE6Xmt7FU6TwU7GIIz+cvddEncMes50RMVR1wgRk9Kx1sIV3w/oH1QqiIjFNpEsb0pmagmRKGj5Ovqwkjil2Z/GTWnue92L9JU8Sb2QZnFMJDgLyway6XPIVwuNQ4uLrxSaIlxr6D3Muf1/LJA1ywuWTGKlHZQIQUsWmI91QUpt9aXsfsdX3Ya3aCL5udB6jVfRb+LVtmERCMXLuxL5yM6USJIQjJEKeNZp1kIBzBGJjUMNjjL6PIMJUsmJr6KpUnqeDXnoGDyOrAHECENn0iXRnMoUJhRVuVmxRlLUS1L1cza9ejKqKCkaWleUrJn1QGyh+Sxbq9khSpk4aKGC1IRxMz9PlYUpR07sRXjGVBDfR0ZYfiyFHS/sfOemNugjPhEJOlIF2gif5IgJiLGb2qMU+aquFhJiuRihWeDTTBoaSkaZPACf+PkRCq5iUm7j0piFx1kqXLdskmKvKrpoJWu5DGn7XG9T9uoNXjuhb+UARcyTCF6UPvLcjYIW2qyUoKFJFXFJRe1gkS2gtSVB6ysbjcCrA3iNlV8Hg/x7qfvNPKUK9nNl1cnwckyovDh2+/2JBXiAtUhs9/HYDSM48abVAuzyoXmSoRLod0GDxfQkkkzsNeAJ5BcHKXLsqymoktahIP8QWTqkTMibZBKVfpd4F82FN3j9Gn6C0nOSabtjhkD2lhLEjR/mojEwgwZqZIjC/GS5pLtqmMnI1cs0N0++qNBHE+Etq+i3+tGrTaKaudKM8XKkaH9NhaTe/vkbumyqzFfLWTJ1h30YnD9a8mSLEswcxDHJjYElSsHJoeiLA+fO1+bdhTNGb/PRl1vsdID1oCkxqzJsAg7sgQ5cDExl6FQKAfL8yxXnaAvEA5gkSgKc1BeroYA+XO01RRPzGklI5vPn1N5lDkqDamLJk13IIi0WLSZSiLd4TF6BBYkExNjeDqBQuYRoSHlE4LRs3MVbPkLaIuy0FBsxvrJ1tPBAiY5AGtl+UrkoQIf8vPxZ7IPNPSjVrYwdunM5E2exgAydjdE6VkR+a776PD90o/ZZh0+SFcLbEq7mfrkGRIdT4YK6RDRwcTn59LXnK7hwnWzznmlrfOkneWiTmKcsmazi0qEL92XDEVDlqHL0LNCH5xdkjrLzGhFmgYno8TCGd73e2dN6mLMtVDMOMpFVJAHa9yZrXluZuiPZ2oiUB8oj6Jid9Thyv6dz5aCgR2uoGvS3wdDDxmdOCrPc1rbi7KeC/xeUKHisKTiIJEhiC3PFqGCBLlc6MySRa0AAe8J/p3ma5AWFZBiWYe/Z5EFMvIxJGw4PX2NFYyB1AQXOZ6hu2q9X9lOUsDD8v1U4LhzbEupwQVsKN+WsGhdt5tVHI72DSgwqixJU3KjGWgtVBywFkzAsvtWSb7i5NSlUsw8MoJU74sCOxElnpcuf9Yrc2hVYMXTHI6IzSikw89oPX5ejaTSS5yvxZnG/td4KgvR56+d64kOkMKYn9HInn3+GTFx+UkslXGCnNW8E8XA5q+y9xV4rwYFmVdDAS1CnMQ0NsFUqGPuk+du25mgmSyG8sJZ1qBKcgVjD2pveyTGoQmCaU4F94BHS7K5TH6IPQ44KIr8DQ8JTJzceKhIZ5Yscqz3t5si7j3PuwvvgzNU+17zY/gEDTUxTbGgiXU0e/v2w5vo1Jqxj31MJg/RVCe99QzY85ijOi5a8TYyotU6rRWbdm16PuCs9WU4b6afF5yi4DQI30nry2K1AXVE9WDIz1Uo9myik8V8iYaXITUQaku6XRYOXbLZd6fYpHasJezdQnUW383NteBq/p6qZgg/2rCu0EoItPS8aQXZ7sDMJv2C4IWFuvDPv/59tDvtWC83MVtWotU918URu3nMp7dxPr4WCeCwX8X93W1c35BlvIzxzXXsD6NoAd8pP5MKyd2c2ZQNdaYgLLP5TJ27yBEJuPjPMvovZ2N0dKbiW5vK8+Q84e+Jjq8O4pO5AYUGi0UmKRkDJlgks26bIrFR8doUo95si1kpOI6uNpnPME8FmTaaeQBYN6qqH7iOUcFuq6579jSz3Ev5vZ5lCkoMuloKlY06WDrE5/g4dK3MS3M2zY4qlaJJZFSnaBQrMi8XiaPMRaUxpsvBeQpnKB9Q5UBUpa9Ny3opGbx06LCa6TjQYrvABDrXrBbBvtzGrFv2LPgkJiOfje6cNaiiQbNLM6R5t7CoN1iDokvPzFFmRgqAR9uumVNFYxlDmVURE6nMxTbWfNSVs2aqWaTI95nPA5RfzJRTypB1mM0lUiXAPmCmVkLIy1xZIeGY6+uesgxFHWPqWksHbAmakRIdXCX3OA0OJE87bKLVZS6MQYlYQ3oXXMiSjFEsiGTy6ZASSYY4vzyA5cOraEW+gxzvBb36MszuMaUZZX4LKsTnoygFCVECG3PohEddaGDT6s6WvSJzCt6iEnLSOIFCJi87P2v/Eo+F4kP9BO9qGb12L3DSk90MX0Pz95T4qBhCnWDUSh0PRfl6pyIIbopZ+2Z6KwUou1sucXuF5xgo0QpxJVqtAEnk4hoOB5b1aCScSAVrn3Uv6denSEg+vxQLuC0JoofIljm9msGDLGWWrWSAQPKeEesyolmS/DDtdpMMJ3WKoHr7lQvl4D0jXWw4urFojUUiU3eZ4xAhTpYGygdfUCxwvGFlSY4yBlWFDRa62YCp6GBkkmElfA1GCprDY4naH8VqOXdhk0Yc/D4sdVBPXqS6zWNFFzOKDKod1iHnogIQ0Hgjb1RDbHRByIeyr+11D6RO98p9JBSAe0uuO+rrrcnPBDJ100mYZD0jTZOhDhfwYhINqX5O8XT/3ggN+mACbDBSURPF2HYflbOb8YkPA+RJu79fo7c7KXEIMwy2DXAC3TAbG181MkerfKMlMomt01+qJ7GUPZPCGm0V68UyuoO+Z5M8UJjQbVO1YTxyMQDp8vcNbR3i6vIq7h/u5Vy0Wq9iOEQfvLSmUDFx3cyGtfsLD9HtP91JCaGnujRMpS4lbfUQjwMHTacTOaD0e4NodIbuYNuXcaw0dYg/Pd3H+bAZD3dv48X163j3/sdoM5tcz6I7OFeB8fm3/2vEaWsdrDqyrJ5E6WdxsUEasVgA0/BS2YACylzl41WrQPIMlMiOQdFa6Hoz2kMXuhoNb+AS1FAkOvr9jATjazeBVbGeU/QdLEOzM7moVCgjC+NQU4fk2bLzig/SKPILqZQShpgbtVs6ZPkeuAxxwEOtZ8E+H+q5EW3r5y6Nf4/8jE1oYlktiKgTCYnYMhCUTBfRbHKNFKoabHEuKQo4DGF0YDSTBSwP1bT55FDPwAMgSz0PdQYUG0C0h+h0+yoI6EooVDBu4fOwUahwucQg8AFVcQVBigFqpWgz7FfgVV/EZlgb0uTZ+VclDhtaa69fyzlMJPPsEZc5ip6qDmIq/yIFMhnInb9lKfalhdhCMSzoORN3yuVkd7FMuEofQ3n+pvmCbCaTAOWow0wvUpPH7L9QE/yu3XFl0EWiNFzsfM1en4hRCvMsaneZkavcV6BA3oddw3zB2WxfM8f0IJbeMklBwJT2ErfhDL9EYFPcY4FPbWZgy0ZGY0YoOPwZ3wg+RJ7Is06jk9JFs94o0rgYlWXL2ckcWZaQjBHcvfD8Dbsio7FjGe9O+5Q1sFrrUtWFqEvfDHrGRJYtQd5ysAGfTYlQiqCznIU4P4LaxYGQqsCOaRQwXLYmd65FSiX4QYxaXZS2+BQGpXPf0YuMgspIguIDlA8VCsU0n0UmI/k1IDQpTpV0LTU8huzV/cqJym5Mshjl+SlRy2Q4jYUYRWSKmuwkKYQxViHSlAIlCZ3FLpgnKs06yAGXaBKsxF3gzBFn0QoMvPFRH4i5nsIwyIUeExptVcGWaIUQMP6tuDReq+oaseJMu1zOCd37YnKnUQ/jGZwVsjMvY8JCguJ78zlFStPlaLRFaAUwcx0VBtyUo85PkEW/R49lu4xnON+l6klnFKSNq1Ucd0+xXd3pnpS/ezqBTSYz3ZNCFCASV/y8K6Pr0YkvxCLhAMU8AUgayFYHmRBIZ0S00catV/H69efqBg0nmojCQVYOeQ464FgxdFnwGbCtWR9Qb6UWs9mT5yJ17Cap2k8xGPXj7Zt3qvS5QGzbZXNudRPC8Q86qThkqGKl8xSBxbAbUI1TizDwOI/b2zvB0PjXAhddXl7Fx9u30lXyYCF3TWbj6I/bsdyQO4qkqRLLyfvYLR/jAPMvB+nD0SiY+gzOkSAxc3DVCyS6ZGHkspJJhOaGOELh70rnBOkH+vouFjs2hed/vOzFwvC24GaRWpwzTMQgnaQPidQC+jSzOJ05axV2uheoIK3soLXhqdqBKYFA2dh7LNKQlODQgo+1c1+98B3ATZwdEBbZn2wKLgigOX39alXM8sLcdhaoyUjSPspk3zFhsCU5+HgvWgQiKyB58dfyz17XAQtpCIKSTAKo/q350KHDDIqfgdk4EJGzaoHt0RVvVbGKXyArOg7Mk3Joe92uLhHWdtFCA0PhSiN2t7oMKvuGDqwizrctIcUWVoU4DZk88Zy1W+RP0g6iO8wCS8lShssKZCrSiSQIJmcQsSnTgQoHsZnCFKaSLuXNCIzJgQICVUh5NlTJgrLlzwM0zI7guat4RWYlZyDb3okJAUObLiQtOe1e5eQqikP2g61knY70zBbNOD+6H9AXs3ZtJCP/bjm3oenlkHLOND8HBysHJs/+9u7RZvc1qVxtYYjbHYQ34ucUSepQBMBJPre6Ym0i8zie5+QiCGW5k4lE8oRPiUkhJlmz6WCBBpdCRlHy+UtYOvtDVpmMTsRqtpKBC5A1tT8yO4WBjTGLbXaLqYccm8TixaAFkxfIVpZo0PFCnpMlLc8SdYEKU/88oDvqxECPYEuL2Je+0IdTrHeLqFfc0bpBWUcjCaSFb2Ciq5FBveO0ikUPjDmSZ6sOV8g7y3wEFVSWXPFc5QUthQLyPMcZFiIkrF9ZUu52zxp6bWBtggwaoLNMVjUjGM5HRoa8L5qlOhnJibgU/wE3CZk3nkYuKsz5fzq/7RlgUqK1yh5tdk1QLbP65GWLiPosRYT86/hKh5lUY7eBe4AcisPGcHzaFerdlNGdg11UlSXhzAWhP6s9y61WOTnAB0Y76zSLFwo+urb9+iFW0yc3DlgpywUzjUmSvEXByh6VbW0ZvVy9ujhxANNt0hrDmqWK3uvmx+LRHrp0lGrtaxU9FB5wSQtiI3SoMhlIy+g9rc5qQMk5e2QZKn5uL60vFyAX7Xg80NQY6RJkqI/vb6PfH4nxzOfSsH+5irOLcy8KdGK9dpKXMrx8C1vNlpi6x7LqA24eDs89E0s/Y3R4Co3X5ox4+fIq1sttHNo3cYp21Oqt+PDzdzFoNWO5mqgr00wy/ZFHN9exmKyie/F5NJu9mE5nelmDQV8bjYUMc7rfbscf/+v/iX/613+JLQtzchu7xTx6w3FUhzexmM1jPVlFozMQI5kPU9yLBCmnxEqymjwwlOkqMpu7WxVAydItjEUtGhYPhLa0qfPBhmsT1SN2i9izmZF8PsIkpR63DxOTMzRTtWGH2ZEOh9AFKMs+21cOh0Pr4LQ4k9mY3s+aJ2kmYj2ihOqpBWVGTnHGDF8JMyenKrHS7ZjjbFzm/u4+kE8ZkuRnV72eFa9NFyjyHOCgA0BzbSpYF22aaQLh5/y7GA64qPQsvnSrBaYs8zAu/2cjk/y+XEr8OXWg/m/m/J2efM1VxW9BDjjsDO8Z3rWjHP8OaHrY6+fn8UyeuSCw5jNxivcVhrEpLGQyI/ceHxLaF0lEsnyiuHR9CpsotoZiaaMeoNOVexBwpN8Nh/kKG1l1qRSzS3mdF8kHZyjEK5jGguBlLAHiwyFvb+VBvx3L9VrkNLunpXpCbUk1dpJ04A3NfMxdBd2b2cyZm5yMdcwupM/NpBvODlmQqmu0a5uuswJhq0iDyV9Xd7xeLSzd4s9FBCJ8Aa8CRghoRlPCI+gafoZZsuzZzeEY3VYjWtVZ1GIeT4t21DsjhxlkgIDeCttGYQgeo6lLg0TFiChJOQQcsGdsI+2AAsH3dF0iKu6iUWtlgLwNiCiYe816vHv3fZxffBHbvbkyIIjW8nkvFUjbF5p71wLnF4Ib71fPEub9ep1mGZ6f6iOnmxjFA0iduj/WczLx1VQdD4L/Z/O5+B8aFRV5UlpCSv+bc3XtMy4peCc4qyWJ1mEsaZErX3yPRDiLKJ65zDirTEC0z7eRI85DmxHxPTRqkGe5Z7dcpjRz5VyxLHAjXZn+PWoQNWKMSR02wn3D3SOWuYhdFIAeGfisyUJM/CRMnTxfZk1rHyZ7v3jhx5F1P4vZ411mGIeiEllXfN79AZIszWknluuTkDX9LGi75Xh2iMr1F5cnQXBinlGxGZIAQoSMRWXOw7EkiScJPm+fX82NIC+ItUxl7g7E8V5MPVF7ZvQZjDPIClRrenArV6LhytjG5RUdYu9+fh+vP/8yHh8eVFkyo+Tr8oM9Pk70YMfDUeYsMqeE6r9Tyy8bMcVLeZ4xGI4VTTg6O4vNmg7ErFAuFrpAXlR//FnsqpciXQnyPG1iPv0oi8j7+/u4ujyXjGW9jzg7v4r9cRrdwcuoVtuxIXwhJR92oalEXQw32LyQKipxd/u36DURqR/iVG9Gc/QqGo1ebCbvoz0cxnKB69I4NhsvNqpKVY6KwYPEZlch3gdfH3kWz6nMEXkfzBQs2vQFzFuEsATkBXxhW8Pii0pB5eKwEljkNWKZhK31lpkJ79aduD5D3exEk6I+BXsD6XPoViqOHvQ80VWnNXCexRX9Mfinw7bpukEb8CDuPtP0y+FbNh1/zsFEh9Jq0ZXSjXwi55jJu5e/bUmA8jMJaRv5c7yn+WUYsrA2LWWwx7mJawVy5kKlw5Nf98mWkHJ0y3AQNp+jFr0ngDVFLNEBAHoERNhS9S6C24JLoSqnJ2BiEAF5aGdxIEJJoyl2aoHb+FqG1WD+mlltxzST6cSS3brrYARSnkNxnfJh4kuBCt3dHYeJO13N4rmkJHtjXZpNy57ksHVH7oMdyLiEajAXEwmuUdN+4OKWlEnyqAxYLzaXskE0q992msyrmQkisTkI7QA1YnEiwRLPPU19eC+CNenEsUHkAt9vRf5RoZbQJOiGijYgU83oHBagzqrR0MhjtbbFrmaiGmHy81M4+sBnrCIiVb0eV/X/jOWqEfvuizhWzvR5KBxapJ4RDSnpG0cgSID3qsYR0g7TaOToAZmbCHfZQdebQpZ4D7zjZqsSrcoiCMG5vf2/4+LsN7E7rWJ6+15jsNHF76LTHhkpEnP3l/p8oxaSioFUUcaKe2hZp+SPXEI+iW0EwudrtTRmkc6bCwnURxJQCGQeG4l6ABGPfauIA5tQJPMt9luuYRNFVfgW/TdvUTPcmhPitptnJrNGaKVZSH+G58Qo2bnWbVlM8ZpRjyWABB22kCFd/p6ZU5SY6Mpl6eKnGA6BtALLK57hdNAYgc/OXVbCSygUhewxfsDgKQ1UeDel2DYMfoj7uzuZReHktN3xGbu60Lm818sHjWIheQmxAs1Nxy6K2m4bRGAew+Epet1BPE4JCrHWXxJYRgVs5avPL04w6bo9pwtpMH2qfhK4w/K0tEpwlyt6jCQQb8OO7ivkABcQNglzEYbScmSSKUEecFwJLFKJWy26fnF5FW8/vNdCZqPOF1NdrEg22s1OfPjwwTAlrLnlUnAalzeLDliZFUoSjXVWQLWujoE0bXh+iovLi3j39oMOTboumLuPj1N3ExCXGtUYv/htbHZcOMdYT99H/bTSYjg/v4h3P/+sSq3VGcYcYk1rEIP+eVTIrWUhpDZvs56rqu82q4LxGcMQszga8jmx8rRxw6nZjnb3JtaLe9lvrdtM2wAAIABJREFUDi5fCm1otM9CqXOuadXRczjTsXo+YfN6zcokx7EhOTCHScKQtjzrAcFALK9Fqvnqxh6nMjcwyU1kAm2OdVSPt9Gsj6PZHcbDE0YsGyVIQQpSxnFqHXGpoSMSTJsEF+aVOvCURdvQuEGOO23Ie2YG8vlhj/J8RJYQS5t5k6td216CXCjGQhsL9EKXP4dGWkRqxppyrjIDKkYRrA86Sc3WBn2ZKvASNDdPqVghfZiZ6UKRCDcVHw1LGuT5K+vR9NkFZhb72GYARQLjYsapP7qA0wVJ3aiISnbLkfYdFyJ5q6su9UywxZwdk3Yzip1ni9a6leQROt/M1hUD1qMC6W85XpVO418y8Eitq4hgGddWukF1FTBGS+DD6SQong6nOFfxZwWp8IWFttlMaisO3BXJIAIILWfUgnmBjym+EroU5Jq2nSItQbqBYEOhLqvRNIChkEhzicLCljGJ7BNdXKkU1Dzexi0yKcpZs+OCjEj06rXYEAC/nMSry0FMpos41gZRqZpARvEgEia+0JgKJfNXPIJ6IzrxY+yn29gcNzE8fxnzQ9/hDuwrxY2acARyoJAMBYyYXa3LKpnanCm4QbGOdRmmWxhnlnXPRGaSF/wxDngPdJrxOH2v6FY3F+24vn4Zu2M9Gp0ru8BB3qOTzsB6IWApX5KUJ30A5Pku1rgPbHXAdFvaY54F+32Q2tWP5Wyq5y/dLd1wGeWgEY+TtOOQFbW+ZFma4xWuJM4O7DA3GOW0teZgBMiSNRn4ZS7NO+Ts2bAfcpTAucJ6Lw52DZ5toht+5586bsH9mSjGmTXH21/vwG0gxTxrvD8c6mezFtlwOeuKwhtoH4SCixXXvQ62wxqfOERIUjzFqcIh2MTsaeLRSsN8pZa610qMz4axWS1i/vSo7854ie+NGZXS7CBaaZxUiZub83h6/DlqjGEOPKtq7E/cOfzvXUwfH6Py2dc3J9psKjy+0OXlZcwXs+fAc2BpKiFVn5rtQcraOEu13dRlWvIYdbPn4cMLotsBMkBuhLm9sykNbVxdXyhXWJKPFa4ldW10kpHOzi+jUW3FTz//FK0WPr5mW3OBddoDDfO3u2W8uL6I9+8/iljFIcBn45IG9G93rM9l8ZDcNB6fP0eDbSEVNHqxmE3i7OIs2u1x1NvjWC0eYv30URaRbCQb2BuGXWxAavtxfv1CjlfMaLrdvqpOqp/jZhFxZA6MZngUu/0iGhWkQHdi3WpOhGVadxzd/jBW03t1EZcvv4jVZhlnF1+b1SpTeUszJF9RBexqmwtXIQhAxHKRcUVd2MZyw1GnQOgFlPn0sc4kIh8Gnks5OWYTu8WbaDYsIak2enGsXT/HsQm2obugkj9RFHT1fGXysVuLVCbvXGk7DQ3L9UdYDRBnwwS7FPODAGjbKmLPFw8bkcAO1h8kj0awzjioqjEcDGIxn6vjcU9u32rxAdLEQBaDCr7uiGGr56JuzOYG9r1lxuvcT/nB6kCxv6xYn2JeOz2IS0LzGT2zZNdmBc86UL5vXqwoGSTdSWYjRBB1aJCMuEi17jHAt9tYOZytDqqkYL+tmaHIYzif5WXsUAHmhWncAusc4lsaxJRLTP+bZy1msOFWQ+p+Fzwr9rUtIU2ss1TJl2uDy0BzeZ4FRbXTvgRLm/jsYot3rgIYSNpSJZNcnJbEIcYlKVJLRrtR4Ji89GkmqNlreu/isw2CoksjncE4T7jUeVY+FO0OVqQ5HFzMd/mspYDh4qhVj1GffB/1i89i/fAfsTq0Ynzzz7HemkTKnin+1QUS5rMuljN1Nqf9xxh0zqJRP8Z8uYtK5zKOp51m3kCkzBY9w+ZSsy5YaFDN9qsihqXDF+djOXt+KTd0sWnpVjVW0Tgt9Fz//Mf/ofGfLqgKnJhOtHsvYjikFxrFoTLQi6BZkPMSc9q86KSbz/dR3NH4eUEpFCWZ3BCRNQlrEFTsFLNPpEEz/0vBI/ngwZc+Z1BZMwUeFnSMnWSrJV8FJKVqG9LGlkaAdywY/oDBUl9nncyFlG+cgSaQ0iDhydPcCA9nF7/wgLDm3g5+6liFyhyiBfMeu1tMgUQ6TXkZxDS8BNjXdSw7V2nKRPTmVvt0dH4RnP/KmueylvyM9wlfBLvXiMH4LJ7u7lVggQrRsFBAcH8p8EFzfsvbCuwv7bLWofOPRbqES7SY6OscYct3WnH98lV8vH0ftVpLxkaVV19dn56H8ekTyz+mEudihOZNAhIM5/l8okp4SViDOgXbqFnaYecTiBVANvPpTGxf2mxkDOq6UoTDQdPtUXVBcd9oYdBtITvod/veXJtd3H24jfPLoYbpgmZlxA5ki1vPKs7Pe5IPrTb7zHyMuLy6isN+HZPZUwwGvZg8zp61daPxhXyeO4MXSt1hBrZdTGKDHEoOTseo7Reac/X6vbh/uNPcDGr5xcWrWG5q0ej0o9Ho2pRbHqOZmnPcxGqGdroilnWceB5LVWNs1tXaM2fmhXQPOBs1e81odgZxbPTibPwyDoetYGsuAyoqnj8V4nS2VGGDdkzSF+a7deuOBWlB1Eq9oWDWFl2k5yliXK58GTtCDKj+FN0BhcUyVpO3EYe13vHlzT8EXmPuQp0qRPEEqUbd+PPc2WIqaUB1KZl5yWcoDmkEN6Cx5rM8zyiTlUsnz8EMY1sSIZlxpJlIamQheVARW8rAJYNBA/CRO3uRvfR5jgoV5zPQuatq5dCAvSmYyiQjQZDqxpNl69bx2eSiRPdZKubsUb9fx9GJuVmBIQsiwNcvofCG+3gP3bxo+KpyQNqAYNgY3sWMNZuqlAkskQMdkjMkMbb1E2dkbychSI+QNvQushCj6DI8bAmTDnXIbRQ3sok8aN0rb1oxPl6/fG5gVkPSdvARKYifN8MgpjNrMzno0XzisMWBj8+tZr/pb2xtqTt/6aOBEh1dpVQv2TPmnLFInNRUC3hgFuminQNWn4WfQ77EwJGWnui9JQReHLu4UEA6eAY2ffDMrdmJ6Kz/qDHTn/72qCL+m2//IH3/qXlp3gNzxmQXb+BYAF+i4WxZeie4HAb15iEO85+jNngdtfoodniJp0KDLg90wyYdHgvxjrhUdfhK6mP2u5APuvgsWnh+7BoR8vbvo9HqiW09eXinQRwKuOurG10wtx/fx/nVy9hsb2M4eB2nxlUcDtOo1OHeNJIY6IuJIl9kurwQNELDZ55YQS47KcwoGiuxZQ/TySp4oqrm4Ww4iNkCb4QscrmY1DF6hCCP7lTIaEwpGZBHjGoGko0sOFid+CcWczkvdHElOY717a7T+xOWsBISMxlM+S7cLskLAC62Ba3NcYSeoV0+kMuNCmWh0Qa/YGurU1dD4PhVxgMcJMfYC9XjIoSfwS8pNuTwiHaZdRexIfO901Yu99l4HJ1uT/fS/Gkmy8wuYTVr8gdMEi0GIWVm7jm5E74Ws9uo14HA188EQ4i8k6dlDEecqbuonL8YnJjDScycOi1IGxhv8KIE7/6CSSqCSsVVNYc2FTpkHJEglsZQqWqBbeQfTFcByxY9Vrq0fLz/GNfX1w5D3mwlD3m8f5DOlM3oyukk67teHw3dSX+2mM3iX//t3+JPf/qjoOjHR0cc1mo8WNy1tjps4DxcXI3j7bu3hv8WazlKieFXa8Zg9FrdX6PZjTc/f4izbi3OR21BE5NHKOTZdVbtB42lZqd/FpVKWx3A4jTIqMAUZJ/2sV0+xnDQiXdvf0jzdjouzCnWkg2w4Ortfty9exMXly/iIObqJjqDmxhffq75M++Ay84Xh5mWSHJYL9OnuWflO4cMFAMGLlS+NgETXL68H2kRM3VIlx9jBIVh2JNWgQoHGIaLOGyW8TR5kC1mvXEetRaShkY0292YLRdaTBBzdIBWWExba0wzBBup0KeYMLNY+UxcYxRvumjbDtWg+3Em6yGGZ0NbwiEFarTUkbMWuOw45Ey+McTXBgWR9aEhehMxip/wUeuCLobNoOCH57AJG9vzmU2AMBxqTa/N16l+kYPIXIYZ0mYV3Y4/t3yN+XzJQNZ4xoRJk4pSPqfLI/WTYrequ7DWsVG3FSjVOp2+LpCm5TTq9DIKr6BIp4BfYQ/i/TY10OI1mK0p1rWsBDPuTsYGTY08NCsuHgiC9YtkiwPDEWtyIpJ5COvK9qaQTXSRS6ip+9M/P2xz9Nx6Z5ZosHQwKJHLUBJp6A51WVJkH7EFRJZi8opHI4bhxfuoQfiyeQYzWro31iyXAeeAeAc8LyLiMP/gehIDV8JTwaL6fkLJkSKe4qL2Nu5ufxSBcrGLuL+bxu9/9y+x3rcCTOq4Z4TjlCJGCXq2aUspv996JTaLXfz1L3+Mf/6Hz6JynEdsHuPt+7vov/w/olJCMrTmme9vNV/Xz0YOuooLZuz4BZgohdsely5qDoia7MP+qB8n9kDlEB/f/j1Wi3tdxNUjc2qQIfJmL6LVsHzo7PwmNjsTl2o1/AzsLyxom7EOxL+WU7LK2ep16HPX0KvPENBICvYi4+PviTSXs2yzRnyJksY1PjvX35UNY3af1hHbBU7pYjmOEO+CNVJlb35KwnIwgpFP1lBZUyZ3OrNcTUYWpxX8tJWa5KhPzoDJdBaDfs+kLcw3KhGThw8xn95Fm7GRbEftM73fnZRLXexaTaoEAXOWtEZn8rzI+MKUsvH3VNRzd2VByN+RpWS3F1vmvCBZtWYsF1Od52p8FKjjOfRwOIrJ5Mluc6BkkkRt5ax2e/tBxWp/2E9XtL3uL5DZyvi6fxJxRpN8dwociD7g7POKFAOGIQcb7FRo4VgQSvPFYbQ1E5FFBHGGipwUIjybWXjKbKSKwnvzQMThSI5Sisjq0QUcYz1fmyUpuMGEGR5ksw2UDBzhkIX+oCcpAHNWTALQIl9cXMdsspCdZY3DrRHRaFdi8jSPQW9gVnf1GAfZpSEv4DBG43omqGo9vYvKYa6OiGoewg/VK6xfNg9yCyBOutP9sRnD8y+iymV2PMbbn76PVv0Un796GW/f/RCnjNHqD8gwnsdiuYoXVzcyGdmyGNcrFTeNVj8mk0l0x9dRrfVFNrJxEM96K+tHI6+WfNjUBEgDfSguNma2es6bjCoOPJkGoIM1VV6Qb0KChrI5xEg9WcfTw486xEajQTw9TaRXffn6d7HY0LXVY5f/js/AZVLo95IhCT4yHKPA+zwgzf4AEm4bDgenTWY2xQg/E7IzGbOsN9Eb9Px+gfE1l65Ht+cLMMi6zU5K1qAp0TEj1/C45q/NZjRkQGITfJFnIJ9hJgK0TMdysHyJwwR0ReQQPVtD9nqOuLXljEoHBms5bfGo9pFXcMj2OnSY1iSLlsJl0mkLjuVr26HHh6VgfzrtYzW6vXast2ZLy3FLumJM821TgUCGz8gl6wbdH8Yez+421K1p1uR4OghjyFpEIMkMYIxyxKvIEYWer5x+KOBI8um64hcz3OEq5HRzWXAgO+knmePA6ZIguXPHrGQ87KtbKDIfSTISCZG8g8JRJDeTklzAUexs0wDDc1R5btea7laA4dGDMk8kupLksnRQs785aJnZ+CLPAckzQoGgt/leRd12z4XTjJ/fLeLmJRBkIzpX/yb4XZ69XLSYxNTq0arv4uPduxgOb6LTnkas72OyHGhfTO9vFfAwfzrG6Ot/klGH1gusbQoYdeYkDzkMRZm46GHxiaZoFOPZzGdxNpS4485+iysfhZtcChtR2z5FpbmP2w9vo17vxuX1y/jrd/8zvvnmH2I2+6hc4Dc/3caX3/6zO8MDRSaIliVsgkDVvdrkBe6FUqV+wfKn01JRzlo+eKZfMq6L53NZa9wF2JB6duw1ZKSLAiy9nZWLnOxrLhyNRmB712JPgZ6BMY6GNfPbhhdmn4sHoihQj6+I/eRO0Yw6yXhcih6twVfBrtLnGGPCzRwzIF/sODCyv2QXG4TyUAxq29hCF+22n5zOLDvJuTBdzBYmP2KOk4545nyBxvCs8ueiq8+RFLRiOXfpZOZnB921l7b0/wpLCTvG1SnidzEYdLUW+L1muyeSLUUO66hy88XlSTmtCoI3o5CnYyYm0gQTiAqBpVDFDRl+6kSUIZtZn2JJU5lQsUCdT/wbHWqv34/p3NId28eZTi9GnQgZNrSgu+72McY4xuX1C3W7/B0xTSFUIJegckoaPhGKprdvYkRepTbkLsajs5hPmT/ABG2Y8ASZrH6MevtrHXbH9VOsFguz/gjX7sGe3MZg1IunxyfNeg+najzeTePqs2+i2r3A10pQd3U3j+N+Iar54xOQ9daEBjpRpCMqIjpRq3fi7sM7U/QrNXXSYGdszHprHK1uT0b6OsgyhJw/K6k00sMqOLqlg/7udqrnX5yNdFADg8JcxzebuTpQKddMSmK6PYg2hIAzU5/G7Yd3kk+xGLj0bj/cxtnlK5E/qrWOoFguNxb1BukI7Mkq8B8G9M56Lg49XvKeqypSsEXgNVZ/xZDCjG7+nTou0AXY7WgegWJkqmHGNAQ0VdVys2LGTacBVGXymFK3KicZdTCXLlaS1hFnmMTuGGviJFP2YE1qanXzucn5BmJG6qzpuOgqxCAW54bUJCQjyUrOQ4QNzwZmU+v5P0NdlhUhsQP2F/KtbtZwlQqA7Hhtc4g9q8MN5EwEcxNP27S8LIcjiIjs82QB6eCOVqeDxZxHL0leUUwgUDUa2zZdyl6fA4gNAwRIPKwvCCW6JGGZSiNL5KFVNTDKgc+db+t8XQWCSL9ajcl0Hq1661l/rAQYnkNmCpsolIYIOW9mL4tLkSdjYc8qDCVlSxygIsdVKrqECZAQHK/0NZ8Pnhe6mIDzAemuXX2MTv0Y7z/u47RbRKNNB/y95JRdjDvOyO0GgaoKNuRcwlWpcriPfneqMcFqiX1hOzaHm+g26BbvY/a4jGOtG6PrL2O7B+Z1d8feBDrmIkVOBnKFYclq9XPUK4zROnEi6Whxp2dEdOh08nP0+7/RYRy4lFUiHu/+FFEbxGj4IiqnWTx8uI32cBC9/rlQhvnkQcYcrc4+mt0XUW+ePfuqU9h5HmrJl9CyoDhfijAoGJT3KfKgz2L+y8Xsc4QRCN0gl+OnYBGxrkFW0upVaE+GUMgAKNcsSGfpWvlvUcjwnilSCucAz3zqEyMf9skXfwPmPe8VSP+IwsEOgMdgTGeiJmcn4wXum0Yb9GQbx+1UhcFiunDhoUjfapqtNHT/KCyGNSjZXl2zbYo7yZjkr+1nw1kjaVHmdVtWa3SMvS8mNITGYom6y5ErUbPkV7dg9zfU9BW7U74fP6TGm9WIUR+W+/sYj8ZyQ4SDovCbZidmk2mcaqeojC4HJ83NpAGD4GCNKQvfYeZQ/a2Reob90jrRD9PzFSAkfggwfTB7SFelAud/AwEOh31BcXJhqnBJQBm3dEWQqVxZ7GkKXd7VD7R9ui8HysvZiAMRX+BGQ7Mq5lbztf2lbYRPZe05I9A1UgNbEyApqMvJhMql2zuTYHsxn8R8sRRrF5G0I8TsDyqvXDrhp02Mzy/i/PrLiGYv9ptDbE+7WHz4syqiwWAUW+Dch3sfiLVqXJ5fxrv3H+Ls6iY+vHuv+eXl5Yv48P6NKrPO+OuoVqiS2lHjZ5Svqk0NYKmW0G4WgzWRGQBAik/TsDYOK3Q8HOZoqV0YGRZD282ZNxoOYkNIRsy1oHbLtxqM0D0UEwKeFe8Hadb+2IlK6yJOFac7MXuXhjAlAYUJXNjFfJ/CSKTaBEaHsAN0RrdXZtES52NaT8Zus260JCMdJSlJ1yb+jL+rjp0DmdSpzcpM4zRPACWRixgOaQkhOUPYM3IRgDLUA8qV4K8ksnC5mHDhuEEuISA0GRQIRrP7kPxlIR+m967Z03ZvsvWhJXisLMnrmCVxUisv2RpWgkx4F4xGQIUoRjeCV+mWnD7WUVhBXlrZATs60UEDsgjkvVEo0IEJyrfPNHuCS5M/K3Bur9fxfKtRF/lFsG3GMmIAopkvcxrmsSW0XhNKW22CWliy5ISnX/6CE0EFr8+fsLiY0klE4hzAaQ32bDGQ4GtgRMNs3D9LJZbExcGEX5swBoxoEwmG7wwFs4tRcIBn3RphZKCA0sEoxJvI/jaxmt/Gdj2NZqcWH969ic9fg1L14li/iWBOqnn/MS7G9Xi8p2A+xk8//EeMR4OYzR7im69/G29//lEKDDLCLwev49i+jvphGofGWSw2FXENOBt6fdAOmpNFdNrmp2wXf49KfRvrKXwN7Hz7kkBdXd3Ef/3pL/Hrb38Vd3c/xnYNdF+N8/PzmE8mcX4xin5vFN+/+T7a1Ua0iGBdLGO5mmr9X19fxfn1VzFbUnw1cu20tEZVkADj8m5Z80qacuAEl56Jivme1IQym+Y5eg3IxIVrPt2rpBzBUrHEzsI6V2yeSWfMUo1sMOutCeHkvyVpzRes3xvFI/uFkUtBY9hT6r6fwzzMjSg/B4gnXv0afYCoKuVpHovpROcfI4/OYKCZKiOr+4eHGNC4ZOgN60yyoLRrlUsYtsk0V7o/bCjCMxNXBbOePI8YfRV4352658qG9CF+cnFaClXQBOb9NHUU5KxNkR8jCaHVNcJccWeQJcnEhrukiY2z5ZDwfCqtYfPELMZUdB/eXIxnZ2Nj1ElAIDawXJZ0mRx+MPfA5oGDCiuSilJm/xBYxDJ0R8H2Y/YFtMoBIkggO2UuMCBDZs5C20TWyJlBLeJsNFRFLGMJYFZE9UkAoFykImVOPTobSr7CJkVAjm5W8+uV81qBMnC5KmYGirjbQLLBrpH/m83VielsFkDIsknTPIJIOBNfBuObaPTO9W/atWWsl9PodobqRuZzLjxkXKbpqxs6vwKcih++/0t88atfx4effhCUdnF9E4djPdqDSyehuNRysgefWYlAFsCzaJjXiEpA5Xg8xSb9cpXVqzkOkXrF19h6PqD3fo9ABYkmxNLm3V1dDuLN3/+uOfz33//gtJr1Ni4uztQ5Ra0fUR/GagsMhAWbEjczzccbhoWnCsFxDYZoWMxZnHH5SFrCoZlwqmBEeeOyiG1vyP/mEOTAl7tSspCZtWnWLc9se9vyy5U/y8NhD4r9wqYuZ5UiF0mfyiFjs3ueD6Qb1izfk+8tK0WlMTneTbIaLl8u9XR+0nwMjoPgUwv2pTuULCbzsGXyTmfmPZBJgZl1G1qbknRodOOqXOJ/Yul0WvG913rnrEEFaORlBmmEvyF3H+aWspJ091MkJZodQ34krWvJbNQwIcWMYvEUaG5ExBIopybRRRaGq7JrFUlpBAgUAcMMo2Amr1F8sQo4+Nkfo/EwXfAo1CmCKRiYxxnOL1GEMt1PyJ3nzMVKAWbOCRdoWhYGBj/oWkFskPiYZe1igaLeRBaRvbhIxLqN6Fbn8dllxE9vfox7VBWMwfb8jL3odfpxqrd10E0mZHzXY7f8MWqxiavX38a7Nz/Gh3cfoturxdXV19Fu72MxZ7y1VkwqxhyH0yZ6Z99YlsRapDuqs1YX0awxvjjGx4930WrtpOPHKIixih4j8/xKIxpNSEMLaUibzVG8+fGH+OKLz6M36MZ0MonFfPoc2sDlgWkMSOlw0FWDMb7+b4GvO+xqmgzgfxsJsXYMgVJ4llzdwobm8gNGlUuZinv7ASjnWGiQ4w3ZCzrbi+TxCOQrjztdVMrEZdyUxEt591OApToDP3+IWsDiFMFrstohyiXnRHNkJHDsWzlH5XgC2SrM8mKYI96AteOc/+vZU5yO21jMlrq46cwxvIE9T5GocQx/b4mxD2lyu2jCA1jwWXzZUUQ6h92cCK19udx5bfuipeO22oPQIHEStOfYo1kgNGwlK1kTBEfQWFAunREUEsVrANvZSgy6zXh6ehCyt9vpB4+j4lNrGsGCXMksZXjRF1Amd6vTXrMs9J4+JIpUxLh2cWHSkP8Xm9NSA2f68sFhBvLDL1P+IKp6ux1nZ2fS+j7j+5ItSdku5h5dH522ZptbzCmSIQk7jcOyZEjSoXYK89ewxmIx0wt3bqYJMhzoVIJylUpYRhZ8SF/adjniED4fj0WnpxCQyXuSczgEWPD1JrANVevLmK+sUNksHqLfh9LPbAd9IiYhD4LpvvnmW0EUP/79b1HFMGNbj/H5KDbHQzx9vI1efxiVekuFCqvy6Wka/fFNpm44UQVEgENHBgdimPM8sNcj6pDuoS52aqkeeaYztI/PUXTupnuNfUzmdzF9eKPnA9Gl02zGbL7SpaN3slqqyuTPmKthXnKqfW6mb8X+pwqDEEHBsKsYoNLVueJVigxFVhrYc0gWwT2LR+S1xSLzhh1y7+LuqGQV5pPMbCh64AqY8OFwDdATfk42gNjNeOPCsta80ex13imzKzl4CYXxTJTyoAQG8D6BgVhydISFTFGgKrpF8R42dk6j86aLLzA/BxydIwdK6ZxlTQg0rsALE90KPKhuQvUTBZYvNkmN8PvOTk9dJqehikPWnqVlTpkhjs0hFBxochlCT07kXs6Cy5yay00BH0B6QP/KFLaFKVB9r9vTpU8xSvcK2xiUSNaGEIpEJHKeN8YvoAhytZOO2RwDmz/UYrlOe0u4ARnPpmcOhJfpWKkr8uGPEkIdOCgK1QFWjbY8LAWbijEQEW4eumTmvillKZc6/8V1iyxouhlsYpubP0ttsN2dxO14mC4s7zi11UBcnI/MDegOot35JirHp3j4+J+x2VJIdeK3v/vH+O67f9c76Xcg0tzrAgYd6yP7OSwi6ufR6P82xHuvbmK3/Dm2h6qYrMgzt6tNLDeTuBgP4/37d/HZy9fx/sPP0t/TrX39xdfx09sfNMrCgIdiGAkVhQv7ivcNYbFRh2iFDGoudITf63cb0R1+Gc3utXPYt05a016QDaR5BPyXQlOjmyxWld5E4aVOmLmti1jOFILsuRSVisTFlYY0zLt5fnRsnOGWjTE6YZxksx0ltolhbfc0qXR8mqFJAAAgAElEQVQTSdG9oGLXhRhnrx7bs0UmkjnLkFz0gqLW1KiJj6BisB7V415kq5I7zbLRuZ77QKELGtclh4F86LNRTB4n6eVstz/2Is+Fta8CWx29+QbFN4K/IwMXCtSSOCUOhcwJtG9L58vP5JEY8jmK/ZDnPHyf3qAlbTfuWBDC+BlBgpzpCi+pnZay9pvmH1fOLodOQ0rZhc0ITIQCbzfjchf9TlcXMz+ELoMWczrH1UGOQUgNiKVNlo4skCeYQxVzcrnVAC+0gUvnMRz0fYBLuAyTzQ5VLFqRWih2madsfOFzQTCD4tArsIZcdtb45pp8I6clJB6tTszmU3XAMjtnrgVdPfF7Lgx70XJo0DlWYjZbxtnlSBIU3Ldu7+4kv+oOurFdHeLq6vO4e2KGSTVUj+16FvP5bfR6I8lkVjObuM8WM5swKAfX5hjjAUSn+7h88aUs7n784e+qqM8uv3BweOYAazEkSw8pEz+3O3bPQxRVDOx6hMXgd2HmoO0gOYA5OIGaOOz2k7/FfDmLI8lP33ylhT59cK4zqVd0ecifHh6fYtBlBtXT+2l3vorNwYSXHh3ryd6sqgzlt23ozcxmOn7rTqkOmYHzrkEUujCT06KSGVzR8pqAxPyzrnmIfaf5/A4GFykqpQ10h/JSXqGb9IXGPI5LjQ2D9o+ihtQqzYmlX/QzM4GH2bWAYI9HGp5rQgTjkOH3NGfNnGJrNx2hySEKK3qxnOuzurOGtIGRhglxMiiQkBWZHIYeaa8nb2hvRLpYFSxcrWJJYydp+zzHdALDuuBQjnHF3R7kxQLNEkSCrMWgiIlbjgxF/+gRUTmAIch5nJDBJLt99EaEU7jrYe4LQxsYuQQSMOvmc8rAQLpRLTZZ0MKKVxgLo42N5V0d7EQPIEhGxCRLSntCJWMJluPC2AkOZ16n8cWJsYsoZ1pPku2IlGWGOYeWuuYjedPL6Clk4RQV/pw1RGGIwQYXUfU/4u6DyVj1Vk/mOT+/+1tUT+RN2yioPXgR6/1A+63ZZF2+i8ePP0StPrDj2Z7ccDrvbYzPr2O3nkVr9NuoNVnFzViQec1ltYORGzG7v4v9CXVDNzaHdswfJ3F9fRn9YT3+8qc/x7ff/iZ+/PPfozkYyIP+cXKnkQD2k52uzwNIRJ1OL+5uH1XUUdSzd+rhi6vd68R6uY+vf/W7uL2fxdXL14LSRcBL/2K+Duc2hbm4JJIp2kde6XbSU3ufDgSJG2nROc4OTaWF5FzJepcBBvwGEatMMjR5y2lsCm2Rnp/CtqfRVmcAcY7DCN9wX+jA9OxTRnziEkAcZXadagaKdcYdSsQ6YZm5ERsdtKZdr8T86UGFI5+Xz1G8Iug4ZTLEOScTmIrRJSFtLjD4npwPMiQq+nf4DZBzs3FUkVdrxHQ2d0JRoy1CFx4MnHlyaKPxAt1iLKMCxo5XlvERDPTJaIjzl4sXiRaqCYp0O4k1db4Nxuc64+3q19J8GyJv5erl2Ql69NPDJF1fzC6kO8OLlg0K3GgtJ/AfXYr1umg43W2Ww5iL8aBuR+zAtETkw0PMYaZK9cTlyssRpLyna6qKPcpBwkIYj8dxd38b/WFXbGdePB0rcAqONnRZhqNonrOCz+rlGfaQJ7UPXmZkSAAw6QcSUMeeHrN6UARB9Hs2J5eHq/Nd0ezya7kkFaoS19efxQyd9wYCUsRq+RSnkw8L5AKbbT0GvW70eq14mtzrZXT7o3jx4lW8+fG72O0r8fKLXweOnxDSOPhO1U7MVf1ZVqH5rbSd1ehgA1iBiMUMnEWKXhAvYRKczBCczOd63prbichD3BXWd0shCA/v/hK75VRzu8uX1yKcbJcfNS+0xm0jEhSHbb/f0fe/uLqKRnsQq2WL4aVmpZifOEqLAwk2c4aEQ87JqDTNVkilwiyhzniCPGaMJsyuZ8O4YzcT0UEOtkMUtE71mx7OVOSMEUTUOjkcoTdoK1lLF1BGEiL3oCBRchKEEBWAJnRxCXmeYegafSuAsiIKlZmbHtOkVMlAwyEFbBI2D8VkIfmVdQVMzOcqEDprGH31Yr7QYStDEDypV67uIcVw8SK50zOTL7FN892p2LvYxYHJLfx/ft4i4dBBKliOYpfO3x0FumN3kH73qs7RRUPuQxIDIQcmOdaIeeAC5XHgSW0AHE7GdxYJNiLJQIk0FCkOWwWR8By8YnJX28Xh9rAVKtFHKbC3gb4LM0PlmstTlImsRlqSDTsg1nGZ+H1iuekLXAUlshLN61y0m0eQBUPlGJvpuxiPMctAG7yK5eT7qMVKVpPzGZK+nTgbzOA5yzqj15Y6djEBGsbbN3+LzZY9MoxeqxOT6ftow+1QNXWMagOP7y99IB+c8/3i6qvY727j8e5WJkLjMWfgMG6uLuL929s4O+/Ff/3pP+Ly4jq2s33sFDC/ULfIz1GtIZVxF6bi6gCREK8A1sRJ/BPWGUhRu3MWvV477u4/xGpXi9/89r+r8zIRiiKGes/EIAq5YnkqtnYyhlnLJeLQcDLnDGhjM+e+Dhlgr2i9cS3XmedbPmRkCdKYiVPsHvGEQC+0nvQvnp3gWHMKh6k6bYnxi4YsskHF4hLily1X16td9EjYY55MkA9OdrpYDT0fCOk4UIzZFEbkTrGh0djaIlWxgi2H+XCBi2wqVUQr9itGgRQLDshg33WGrdgtjR7ynOaCqjPfvlKL4bBr7ozWNkjwIgZD7H9NotTaVVFaid4QyJuzkzSnvRz1Oq1a/Pa3v4v/8f/9v/pZZxPH60Jk5SIeDIY5uiLTeBPnl5dRubgenE4YAUBqyOxdL3inwoiBWKsp4WHQ7qk7JvZrTlShxNTED3JQ+ZIthvSC4+SJi67vFOPRSKxo4Fa/KOBtp63Iq5QZLN0VdHC6A0wAlt7kmDpwyMEDA5pm1mjYu52Weh1BXTw44x2GtnyYOeSABcFGRYsJbEcFhpcnL4jDfDjs6RLgoXNYAKnbiKSXcCh6wYh6+1xWZNVaL9otFqRJBk9Ps7h+9W18/6f/isGwb6cY5CDq2E5icZ+NL+LucRW//vVv4/27H+Ll618B2jo0mwjiDH3AQICZWqfBgkNa0bVfbw27TUg4dPbdqMinleoUSVItKnSr3VbcKe1pJDieZ/3+zV9iNZ9Eu9eMbnsYd7cf4ze/+XV8//3fozcYCKqZkPNbOaqapLNhBq7or9orQdBl3qLFxN+fzfXOsFk70D2o+PTmYObGxS6iFWQsDg0uIckm7A6uYG102wjaQSDQGmbQtUgOdWZUtovsdBIyExnPF5bg1dQ2y5kLI4SCgnBoc0DRkebMlRSnYlwC4Uc5q7LhQ7rA93MmNpUvlwlwtj2hbQ4qez+Fp5viaFTC0ZvrzUp/h32hWbyMYZxbLVY/70YaWxcY/FKRBQOcilpOWWa1um7lc0MwQ9JkNIDvxa9ancLTs2LpcQUTG/3h8JbWExQF/TWV9tFpWA6nSeMSGOpImmDE4uoke0/2HRAwPsm+hDmNGtINwxaH8elcV34G9jF73cb2HHR0stXnHGUb+qdZJvsVVIBYvzS251noWZYgBjp+fQ6MIg5RJ7ZUUXbWZ/ILg5X9FoMf0odWEcsf4vLlTdx/mMdkdqs1wyW93dijnq5VTletXly9+oNg30aN57iO94oYbalb4TD9ePtR3XezOZZkEO7D19/8LubrSSye7oVoKYFKB61llfz9WrMTvV4jjrt6TKYY2kyjWmlGq9eK5WImiRu2ppIQLhdCmXiunDOMErDeZdldXV1LlsjlgR528uRR3aA/iNl8F1evfxd1rEPTdU56afb+ca/9ppGhOlcjMnaOcnHGuwFWppClC1W3DDLEepCrHAY6ZuUD66s7TQdASX/IBeh1JVNknbEfmUkzF67VkGPCS9nEZD7R/j8e/PecCc9IAWUEaAfoEZ+RpqKisQioC7nwEDdhpzNWe7y9SztJX9aKcpW/QckqqESr14zt0sY7aAf7feDdRjzdT+PImIf1nJC25so4lnVrEZuT8gc0/try7DrRH3U1V+a9F3WP1nxmUUsbT5FaO2kPUIDg592W7f0pHiaT+OrLr+Kv3/3VRM7jQe8apYyQn4qJWY59hReC/r8h049Kf9A6iU2K5CQZbcC4LGAFGGc2KF3Obr3SJcpX0YORd2YGqqetn8IAcl4kD1EWLPOKyimG476qAi4awZZ4rKqjZm7ctFNNNQ/w9UqwQn/Q98x163kKQ3agAhnty1qvogqKF6/oPh1qaBx3ghCs00Nn6MOQB7Fh/rJY6yJn8c7mCxFA6FT0fWBnVy0VqjYYPpj5NxyPonLCiB6rTiqmfny4fa+vywHVauA1u42Hh0cdUhwGMPVG45FnHhuzX5sdQgxaoSB3Nn0bc5ALXXT9/lnM50+qatmQXBDA4I3mOG7vJ+ou96unGF290hy5RALWq55HV46TWM3uJSCn6gLqe7i/S1F+xbFlMjmnO0L2wWxnK/iLy1l60Y6rV0giteZnsd16bsq7FLMdYxVYxHlp2Eu1xIhlkAFe4FSe+wySGHTtVkUer2b59szlrJcFYs6uYD9iyOHD2N2ixw2Z8pT5p2wWBQVoYxs2FXzLfoTghDyBhJ81oQFmLJdUL/7vcvjz79RpAwcxQmm2RURjrYGOaKYLeoMoH4kQB2DOsJyk5Pg7BTRsbUhvb3I/J8Ybju9zh8/RQFFZ2J+CXwNbPBPCnjvNDJgwRGfijIMRXHzageyTeYLiAtNTfQUfghFRyj6KUUFRCNAZyZCgOFml8QudBHDfQQYedVts4jIGhK7YxaaCJPjvdIqOkdGOu7lfdl4FipaRPyQU3nnaVmpUhL6SzgeSTlprch4URMKQNBc0cKBvX4hqjIEGjXkM2pPYHInU24jLgO3sYjXPAJJu3D9MtHf3ZO3mu/7VN/8Yf/7uP8U6VmeFQoAYwOU0/uEPFMT38ThZxilRBArE0Xgck+ljdPBFYOzSHsXHN3+LZrcV56NxLBdPKvY/e/kybm/vY7bAua4Trz//SqRLZR5XMgkpLSiRAHLmvH/7Ic6vSGrjnAXd2tqAiJAYoM/YqpAbjc9iPPosTihCKtZIK5Ajk8KkV4UNTkFLx6p5ruejSpBKGZdg7TasfDK9gUIhPIYkaRDHfolwSlpU/OdTO8zXM1cCxUpF+2rcncTPPz1Gq4OBzoBdraIP1i9nIp7K7Z4Jf3wmRnyWHPHzWtWg2TNaeKUd8ZORwFeJfgerYFwJ7TJG4SaNdYbUwAEQFsMkjlxe7R/vh9WK28yzZ0UCVkPOf6AZbSDtzGLHMQ6FsPgVa9L/kMB1pRywx73tgO1cZwmTzyQ+6z6GqD12K1szpz3weDiONz/9KG4RDZANgCKG47PYwkxXjOZRIy32WmV8NTwVQTfttroOdFObQ8ywVqTKTchC5BtmR/KSDVmY0anG3kN1QdTVU4zPTBXXgQiUCvMsI+eU4gO8xMwKBp4gJgvVJTsKcHtfhPLFxUEElyfE5EfmtU48ghPPQn56eorzszMtNGYT/d5QOmNJPBQSgHXmPPo4e2kW7G6YA4UuCkcSz6qAb90Bodt9eIBk1X++eM7OxyIu6OdCu6gK05WU4ApIDVyuNUzVn1J+g5UjG4JoQ6q8nhbI1fULVX2d3itBzXTfpHjMIXZ1cEvhOS9ieH4VP//8Tu47LG4u1NOBrhTzBqBE5hJA8o24PGvF9OljjgeqMZ1NzVidPMqlBZh7NiUUOuLs4kKLGZ9lzodaxQfFaHQWjw8fDOEAdZ9dRr3+MvZklGZsGC9eLGQqQhEtDPN4tmIo10EDJE/VPLOsmuHK+6FKV2EnNq/F8g7A9nzJkhPLHYqPrr6XkNSDigd1irpsfKFxuPBeLi4u9F/NKqW17sdyhU7bnRjwK++5XNgiAsEold7aGmPkTiJzyegEaAtdoVOkxPKuRWxXdm0Sf0DFiDOWIThh+G9Y1WsXRUF/AHvShCV50jLXbULOc3QZh9/T41SHiQrO/V6XP8Uiz1Ge42ilM8yeiwp4GVRIYww9H+8/pBVbxQfmLDk/FwUi61oJZulAVjx4NQ9jHp4xepq5Q9RJhyV+HvyX1TU325q107xyyBTIXJe/UpQM7fvAdnoRHZYNZUBxfHkwFnLHb9lhQRpKFqs9oD17FBsVadJxF+c9Lt1lLGZ49U5ithrH56978Zc/f4ibl+OoN4fRbvdjcv9nITzf/vo3SjSDJHd+dinXNwra5XIWr159Fo/wIeiJ1rDM6bCtGtClf9hHT7AhDkvreHF9Gfd3H204gbNZB2vXrTT0kuDI+x3jHshsrMtK9AfD+OnNG/maj89G8d2f/yojHn5+IFSQLbAcMZp3WxEg2Zf2a3ewybe//ec4nAYOK9EYgy7KKVggSEHsXaUX9RoESmRUG6W2UYhw3jJH17hPHXFNlpQFnbETWN1oiPzj4QHQ6JjLA2TcaFKwOkwE0hVo1uHwLu4/vI/zi8uo1frx8OCQGKJai5Ux75bzoZy5hbE5HA1EptM4SnIZiaE0v6Y44vOw70CixCVXclFV65Z/0+2TLGYpURmLiuEvj3aKfpC8TkwnFBbMiNs2EmG9aT7dEhqCw55TvVCSMOOmY/fMGVqzXPs0ofGYTQ1gE2kWhxEpc5DAdipq2CMyQKlW48XLmzht90LZHh/vRZwbDoY6I0BhRcA8nuLi4jIqZ1dDjlbDPcm2LPIEHjS6LILfFWrPpqRywcav0zLLLKhSoeY31cIDYXIgoweU+FoHqsXeGAJwQFEZSQyetpbu4iB3bGx7ZsRJnQPvR4QMfIaXJltxQNgEwkbkbFAq8YeHiSwn6c74LOrsk80NH1YC8GcvU8Manr95w9AxMTdsD7qKQVRuJ6lHdJKZZYmah0oQiPXmxrCRqQqKcIkOc6r9RpuPc58NRiVH5QqMs2JGSkJPsxfnr36jQmHEBazqCECaLnYdDw8fo9sbOuMYe81WLxp15vIfo1rvRr1+jhGPKizJRA63sds8CjqH+cjFxwJYTOcxHI3j6fExLl9cKxnqxc1V3H2802H5+rObODtDr/woedhmv467e0hax3j9+nVUahfR7b3UoYthC88BRyfZGspKbvFsmG95ji87pRIRwUdAhILKneEp+0XmyjqkTaajW2F8YP02JvIOwChELwopxQ2KAPbJhYf1B4kCeJy1yaEi0kg6QPH3qbipq51T2rAcI9cN36NIC/AXN1TLRvTBZw0gphbtXJGqqUX0AmUB1mL5CD6vnCR7Y0NLq4tWFocueYx/Ikjxft6/+yB0gPXn72/0SZV2MjQlZVPqVTodHaux2DCaABoHnrUft7hfPsJFxiGV7P9n6r2fJMmv695bLstl+aq249YBS4BYCiBfvFCEfiClP1shB+o9hSgqSFECuQ47rm15m+WyKhWfczNnMUFwgdmZ7q7Mr7n33GN+9gY3oRg8c6E66aXi3ap3C2Jlyx/bv7fmykkikiSmLu7A5t2ps2EDwYccisjuWFvyRtbMF3ci7zol00iNFCgI4IlgHpI5LGHrlwVCeDfvhFO0phQ2shVVhnDK1D1srVkLZHwzmf0gaRxhCWLbHk37vdN7YWHYtcn02WqVio2eP9p2e7B604150L2ulqAdzpKHXEhhOJkOrdsfyHK2jO85DHrSjILALq8u7ae37+z1yzf2w7/8s/32L/+VfUBKGB+111l7z49jfZ2w2bDhcOgpU4nZZgtjNrarqyu7+/BRTmecUxzC/cuBLaczoQust5uXN/b2pw96T8jPKNyaYSgvYWbsQJ43L34tL/tKtWe1sGIfPjyqETpu7vHPs3qtK1SpWm9Yqdy3dcQYoqpiTUVqSgQU65pRHPIYrYmjCGuMnuig2X9+8+xsPP4nu+i/Ei/n/U+P1u42bDR+1qjrtAcla1i0xUWuZdPx0r3H4d7IGz5vOf43ZNwj4TU1GVcw61bxwR2BcQdFCCijwcdhps1FyZpztyvXO3KHYM/rWmO5rMl+klk9kaW40fkdxaYABubyQF6Z8UXYF1pbVSR6ZLjXbTmf62xhzXMT4PNcrbcsQrqKlTBdPFC0zxLT8BE4GWQEBzYZjdKzwRuGaLe325sbm0+mQlZbzVD3A8V+Ta5/eRs/jrRev/76a8td314kgjE4xNMsSOm20h/qT6EyzX/wGJUGLadqW+37Aa0f3egsJd04XZ7OUOw1Mm2VmetEEowC+Lu0/UB0LEgJyjG6T0k0VDRUZfyS+1EahchFtpqvPCItNWDQ/EPpOgXB0d6he5el70Elc/BUFphnZ5iX8kp1GQ7zLF4c82rN6LjQyTyVfMp9d/nVDOu22qCRdpgYSEf+y/zLU2L1ZlOMSF3s+qyYlzP/ncoovtO5sFrz2lY7EICd5jvA6Hz2QB6IseXirR12JADhcnSUhzaa39/+1Tf2w/d36nCxEsRxRxGSzMnLsUXrt7bbxtZuNe3j3YOKHX5OCgkuE7lrBSVbrzZWY9NELtviciHSES9oDvDnIZeDzAGFDgwuv7LdEW2cx1GKIFImEpKKzaFhLnKZtrPBg7IKJ81Ij0cZ4rPoBFsLuYCpm3onU4iUPAzcWcIlEc6AxGCTy8SdqhhmJPCoDhJsOqs6sCHSMZfjHUsmo1kPX4N3C3sYlyCqd2wCy0IAODCB38XHViKKz395PuoQ0urPL3V07GsdxJlkgULuXEhsudxYWMOelALQD1Z1jYTCy0HMLzIOUvaXHMREsAGGc/N3sVBVnLrxiJ46XQfM94Jr6N27GW6CB6M4yuDPXN2M4Ho3bxGHQMWHFw0cbG5OQgGUvhO656zwpSPl6/+JrzR7Cqg70D50NzC6A3Xvh63er8+rf9YjZ8Eh/Hm3MiTm0C9t9gZzZAoE9zinaEj9k1W0OkdPQe0lNxXJCjlHGBwJoCtst2v29tv/ZZ0mcK05ilSt6Gdl7dTKN3b/9F4GOHkLbTJ/EMEQA5zJ+Fk1shJ3IHWSP3s8CrkCVg1q7ofNGaR1hWUnspE8JjwrdZ814FXmyITIZMS42NmxHNbNVtMm04k1m11pP8s1vOHv9Jm8OHTuACOwfDGwv/nrv7bf/5f/os5MZjm48hlqDPZmRV0eREppYo97XRjlattyRVcbdDstu//4ztrNW8Uwgh4WDLli1fLVl54wlPfmQTI+UscOzGfdx7tUasgwSbIztKxFd5lj3e2jkeVsoYuMJqoR9rWWKQ5IiNpuljpDytXAytWW7XcF26xhPDtU64lgQN5bazRrQukoTmUAo07aeROSqcFzKTiL+YvPf2Hv374zgLPTEUtiJ/OJs0PGM0iamiP3JRB7O08hXbb9lmAT9w3PLGmFDqWBERSr3D35/F7zV5orddCpXI8AoWJQERpYYCQK7I3mGMVFsZDeUxTloGPY2sIf2eiixYu/2WnrZ9islho7jkcju769ka0qd1AmcYpW7hfBz5LrXncSaP7yg93uBP06S9NhCbo3NgBMYA50iAUcoMh00B1hbsFgv92s22y5EAzIAYwGL6wTQxVpAXGoOMHEjebVNWh+5hGGwHd44jbqdWly2fDMSkVgULKF2+5xIaqrzucERVBlQ4pCeM/L5mfmoJJ3tQTV3ql4Kkzgkg5mc4pOQySPI5OHNw+HI2uSKQn0UTA5Gy1mM6s3Qq+Y63XNLoC8OQA1X4S1mytKLE7G5GK+0PNS7mgltAOWjaWcrbeBff7Vr2x7cMKK2HWOq7o5RQnv6qGcutDp7jYzwW8y3GDz12uWy5UtCEKZiaBLjhMWHWzZtR0PI2fBHogzdDIa8xgKCw53Ns5m4xIhyA6QD/gMsMzbYWjnhEMtZ53ewIbjZ/18zDfC8EvbHtk0fmnxfzJfYU7EwhTlHncy74ycvYMnMolVbqLADNW1jkhTIN74YhaLlgJD7979WFW4QQRKHdGkcdQFkaa1pLGWGoeAvGj264HyMnLQjDSLDfNOjH+HvtgREWc3O2rgGcr6HtILOqFlvVoJctZBIqcgD4eQ6QEH1NYhPX4mWLMgOvK0xVlIF4hDqtjiyV9ZhQGXGqxhiGje5clxjbQonN0IQAA5ivfpGkTS4WYqnhrm2ly4DM1GS1AgF5mvP+9Y3W+X7taLcooIUABGIwpsR7aCBWzqNMdlml0kdK9uGuBBFbLFpAAmNvHgaACXKEWYYgTLRR2A+HmLH0JSWSZ9I5Gp5Ylh0jumhiuSqUkuU1LBwveQdlnuXHQ7P8/7vSt3aF2Rh3z+0tn2m4mFVbO7+w9WKLjSIihWrNPu2tPwWdI6yDnH7VkzYMVCHjxWrhj4/Bl0Bhha9qBJ3jqdpi3WU61V1gBF3a9+9bV9+PjefQHkGofRBb7Fzu14vBvJE5xzU45IqQSPZco7IqqTKET2s7reXWSNsCl+Ad93zmVUpBM/WDmVIALBSneN6oTLU2slbWQi5pJFqzbYx4wwSEwLrRm2RYgtlJu23cw11y5VzpYPrmUnKze9dP9IYx6frNGkUD7bdLSyxCCF7aze5mzfaswCeYi84vjIv+dSL8sHHX4LhNvhE17ZZTviJlir6ULHye8vvvkr+/1/+jvpYtn7krdyV6A+SGWqcAi0R88nPZtSETTU7x32SrQiSjFQqt3dR+wbHVWjIZJDHZI7uEEUUIWc/fW/+Sv7r3/7nz2lrMJF7wEfFOWcNxDCFLtYKSvdaLNe2S4iuz3znqAQgKHuRYPSqnAZTHOCIY0pCzp1bGQMyYhKRVh81MXL/kh2B9snsZ3JTiB4KCjbfLq0eljTGmOkJqImKNAWp7Ot9btN0pDaiUwzyF5UXJYCxbQZNYOISMboqALlYTY7LW1aFp0cihIO91Am84LjCnSPXHSOmct1RTRun4XKyEE6Vw+r5mVwODZYSKQrEdwMjKaZUyrdSCEqXqgCG+jUSdyRwQNZsi75kP6NmhsZCKHwwJapoQPdGpUqFzjtHB2wW06i/cL3uZt90dQAACAASURBVKluQho9t8N2t6HUWq1AB07XVcUnOtIhCfxMeIOgpUJBNPPR87MOa1ovzMFLYc/OuaonMRGpp83q9m4eas+LOcqLdzx6tFB2ZyVpB5mLAJfWgd5EwkAnZ3Y5uFHFi2Xkbj/V3Go+m6hrVjRfYrKohFHIvANoLZcPrHvxwh7efW/1JmMCiBMHPX/gJCe7eCJWER/U1G6807mxc55CymfPFCJoCrlsdaGxIYjrk48vTF+/fPizdFayrAP+TXWhboSCVtm1z4L+6boKLr9w2QqFGXZ0pDfJoTy1wXRBvDTclYo6BQWyC67mc2eMySzxiJ8p8Uzi1CBEyIThnkPXTNeabTwnSWGgwnplniNYNL3N+Lww9+VdLuIXnQSFUd07ajnj7GRJypoDdRB6k15suJq5OUkGz3qhm3miZ77qPgv1MAl+bu8U3FXOiTU+cpDhTbn0yRJzOlvIgzojl/HvQSV4jZKlZHNZQXTudf1zpwn6UPfsZ3EanCjDL2afFCBEYfJLdpcpEUt5uPgd0xWnRZAS0qQ+wOTDbWHF0qWT0QPx/wdcqNxceQkXFITB4s5QLc4JEcBOsZy3gtPYrvuJrQ8V25PTUNzbL3/xpf3+938r7e9sMvYCPyjbRe+FIi7ff/igw19GIjJH9u4eSJDzAZhZHSmzRHCLPDNEujJ4HFON0xoNumEP7ABBajQ6MntwaR1Iy9GdwBRFCczNeAyJ4l7dNOcExMfheGQ3tzfy5GYcRAoSv+hqN6udW/3Knndr/f6VDR+f/SCHlAhxK5vRFkryI6Bwe/fTT2kBmbOvf/UXdv/wZI2wpjMJLswqAplxqRfvMN5NbLef2M3lC5mXrJfEMebt9evX9u4DsDr7LE11OoIobdVwSaYURUL7wlpLrnggOXxmKgXJ15LYuv0Ly1nVCvmKPdw/eyIUtqsiSdH0oHZgT6LV9fXQaDgqIlY4UtQjKAj+EaBIXKDcJ5C/XDOf7Q/+8j7eWq/hRSHvb7Wm6Of8JMzlYM1WQWcE37Pb6ylaFrkgd1k2rmJ/srZpruZLpGUd+aBT3EIAg7nN9+Yu9NAJ/w/jwmz/cGexv7EWpVGlISuWqykRzNUTQgHhFyCJDasaYXJW58JemEhbmaMSZ+iMXRd6UE/h8QoHLezGiR66hKp6AXwBzfcsZ7UmIQAujpa43eh4GoK/zseffXll1MCFTGVHm086SbniwfZk5DL7QfZSr2o4D2vaYTGHlTkEgWE5KHkwQLvb9V7MZIgxkppoXuXaUyqWZp1qHNZ0pM6PC1ipIUDRouITCHCwXqdtH+7urd8ZyE6Oo5/LjY6Pz40Bh4KwdVGdtSAGg0stCshOVG5O2skLYspVelaptQQD6SAuJErb2UZLq9RbgpfxtuZyLQfkk0a2no8EXXHRzMYM8Ld2fX1tu/1Om6EW1p3hiz9rFdbyySbDe5dZbQ/W77Vd18stAQNZhReft2l5YBA6McH9a48NBAngci+crYNLFtrgmM8G3NSwzXJk5cYbKwXMRbBJ9IvARwMnu7q5tOfxWKHzdLVuDZlz9nerlRIj2Mw/h7bzd0VsspykGKwxDi8OAA4oPnsVyZsOJd5hpAo4Wq88kkyGK2436VU2FxZ6PLeaYx3yvR8fH0UaQp8r43/NJr2o44KiupLQn445ZWvT8fB9MWbhAmEvZIcF61+VPKQMHUN8P2RIsKQjuXnJmzpNFqOaxuaVv8MsP2ORcx/QBbrut+QJQw3iIM1m842bCFisOatYkwc2vROe6LhOoBV7YPmqOhI6LrxqecYUNrKB5PDOm4paxUWm2mlJA/c+y/dISx4ma9v3g8xpWBcyWQGGhbhFF8UowGe/oBVAREpsVoyhE4q84PD5HTwBCJOcBxQoUhSkUCDvR/GA0oc6wkNhJJP/klsM0qnSCXKxB3a0/WltjdLKxtOFNds3Np9xga6s0azadD5O9a1lrdlO2LZv//lHMXCxvgUtwCzo5urKptOJwiz40DwH/qNCPTk5tyF1eFvNltYf9FzGhWwNrW7KGYEhvl4SIchhCmK3snLF2e88S0Y3hA2c02QcoGfQDWab0o0eY/vtX/5r+/7b73Soc9bwK/OgHz0PBX0LvUgDO9qdti03cwsKebu++aX97z/8o3W6DT17cUrKJWu2LyyggKdIy7f0TD0aNBv57BQGEUf3QtR28c6227P1elVbLmd6p7V6SyFkmwjUgHd50BlE51oqhBYEZ7u/e1LBDr+Ay6HR6WrvEl7DOkSHzbrh7OczUYhTlSgZTSlarqWFVNvp+RxXsipZ8eaEMK5WPCcQEx93sBd1aaaQMVnzg8uWrWcjd5ADzVvjw01Dwb2DlK1osxlRpRVPbENjzHg1tTTuNNs2XkytWa9bhGa5UBRkPH4aqcvGOlk2wXL3ymv9rFbIaJ33xDnrjosuO8zx89Gxy1UrHSspFtQNhqjcGXXBT1BRw4Xc7LUTvkAGO6kil/B5L0amZ/L6JcyBx9yRjcpKUxeRPpDOoKMPIZp5Wjnrtjn7obhjAaLn0sHisKgcR+g0Mf3G1oyIQwb20c5qYUPOR5I+6KW5NlizYaDVYqB/j/E7F+iJuYBsGNFrMQfjMNpptgEJA3mBmNUIsJdrzZA3y0jQhGRSdFlK2HCDCbpPPisWlxBVZCiBhSCdSVCUiJvvwc+y3RysM+jaegn72Q+wPHZ/u7xmAblKw8qFvD1/+MmOZ2aTFXvx+iu5C8GOVmyjDu6jDqEjpvKYdTdC26xh3rGpgOlZJKl+ksO/3rPTCfh7ZqPh4yfHJGRNHHw3NzeCUzk86YY4vKsh3exKG2s+XVu3c2lBhRnjOp13H63aalkzbPnPcoqtEt5anBQ0/1P3mmXqKrkGCPqsi1QCfdiqqa1hZh6BvZ1Y0iI5uFwgm5/zPoi/ExtWDjPkcDq7PAtugDUNdMOmQCrDgSfZj9x73NxC2ai1UJ0CxR/aYipqoHA8dZlF0x34YRQIZWEuI8lFEd23s0VFEkslPX9qMKNQ9/QziC0qbfzWwnrD9aApYQsyi9vWsQkT6RzpkjLvYw4QISsYyJyOIsOAbECeGlzWbTHf6lDk72hGpnAEt2f0y8qtKuXVrMJCj9sDTdJ/lxHf6Drl9JUa4Oj7WqJnwcHPM+WAgZ0ph6RoY70OqTs+k5VGV4Y3rrHn6/OLCxQkhguUg5OflWflMpWyWMp0526u4R7fmX7Yn40z4ylWiQvV+pCMy+fffF86a4rpWpG9+71tNwvrdW4sr5EFP1tkVjjYHl2n3jVcChA2s4iYuRyw79ZqlZqIcEof0+dKrNNu2k8//Kh3vkSCCGIF2TMMLCaPGlTueFDHcnF9oT+DTzrPbvg49D1RrltYgwkfi/uC1SyImBA5+Z1DYAMJ8IhVJIc0DoohPLt0CPieRgPfAC6d+/uP1ul1tTan45kKdxCXdrdry/lU6oFXr15ZrtC1b7/7B5kHATopqCCJrde/Eku71Wrb1Yvf2GyxVIHEWux32jad3tlqObRBt2fD4Udrt1uCW7e7hc4sPgMjQ2dIU8i63r7R7OgCGz4uABikKkFOSWGsAqLd/MQgpiiU1CkgAc55NuxF2fqWYR/zDChIGKkk1u6elW5E88K+XS3WTt5kjzLaKtZtswUhA/KGCIWNqUlOVMgfdB6yH+bTqdYQChPeEcUJ7HchUidGARBXi1JFLCdza7Za6oaxYg1rFaUVaa3jzqVhS2JXN7c2mc+FHmqGzrgotSm2Ao2Ao29eGHAvOUpE4UTRAA8E3TAFnLpmMzHh2Y+Zp3uu1gkTNpiIQEFJP3RYR0PqFzEbCzIHi5q9DsFCzM7jScw5OtqMbMUiP8SEMThJRnNbqjMYjww10F8dT1amokwhqgQrRFVIOTsfcvJ45oVQvWYVDwQaKjkeMJ2gmLiIvNGSbjE/51JBB+hxeFT5Dru5byfQGjCICGMELCDdUECEh3OjhWMAz8OlKgFaYXMtVkvvJPh7W2YJRwvqFZEx6PbCsKmuazpaKmwZajrfN1ese07y8WBffv5Le/furWIY+Tv7Y2TXN6/dnBsvXUGCzLHIupzZ8BlrurI1GlVbzkZiQF9fDez5caiOhc/GZ6XzKpQbdkrKttusbb/fWKvVtPl0rI1KQ8IMXa5Ee2akoAhIBYD+TiJ6cWmGRNUd6M6KSoJhRoWpPQQjWJJkApMRfIwdZhe0Ka03HRjpJRs77k5WDmFoYz1Z0c8xHk+F+umQF1oAJOue0MptTjWtHGB4hwOx0j3KHKNckYyq1WhJ6obsLFuwrAmQDn6W0WikA1+wtCGdc7KRZASJy9UyMh5/RlZ/yrb2aptfQMhcvFn3pt9PEhU+mndy2KbJLhwerHW+pmC9UlHPQmH3EFmUm+revEq1SuF0zVmB4dIcYjajTE44HI+Y3QP9Af0WrFqBb0Ax6sQy/ow4DCJ0QRzxTS4oj0JR2bu+hzSGESEMBMa11YL8T5DGlppXecaquwjxvHzU5MHmwq1SGFgmBoJlvZLX2CmzqUy9ofmZ+DEyVzB1HZm9IP7yZQxUMH3wotHZ2Q4zsy95VzLjQQJShpvhspNMcQA6EGA7eVra8biwPDpXkVno5HY2GHRsvuIwc325zA9KRet2epICaiQ0Iigh0HujS1lSHDBOgvOy21n/YqA1DFTZaIcWkESWykpYK2Gzqkzyx7snazTaCo+Yzpd2Mbiw4fNQXaNC6E+8R3cGY38qvSwoW7PTs8MustFwIqQHY5BWs2urRSQEpFLDA6Cps4IwGZ5hv9Ozb7/9Xl4DahlFeEVd4Za6m/3BWmFTYw53EzyKdAl/oj+40DhvxnkI16RNE8Xe87VMA9FsNqzdLtn7d0DYFIhAy85vYXy4XUf6egv88eUHT2FVsSQuqrsHZuUyBQXlPK5USQpCvwuz3W01cVjT2abscnTrzmLmZ+B82x0gs1YsWo/EbEYFwr5nLo7fwnRER+4uxaUaEHHXVqujdXtty+VjGz4+KAiDIlveAnIS9Lxnzj7W04tXL234NLREfhN5f2bRWkioRqSw0S8GQhrpG1QAKrveOTSMzSAL81xYP4wR5UktKWSqwFHj6L4RCo+RuZTvdyFHmI+cE+v2W5+UCLxP2NnKRa+0akSsaADujDGTloxLTZmF3Ox4AW/pfIiYgzXG7KcsrJ5qEJgr6xqAIGXh1fZBvMdd+fBcaSpIKzDuh3Qhk/qcLnPg5iThomNe6IeHQ3Z+mPHB2aB8MEGQkl84qUvQRRrKTGcAeYTNzcHJ7KUa8CDReOX1mXQQM3/MFS1sh3JSYdFRiCyXay8OZLzPPAcyWiB4Q2zBQknV6ngy0aVxeXVjx31i29VcFxfONrly04rA+AnwCxpjMwqNXFCzdpesXQ9kzp03nlNaoLslLYWDqKKINiD6w36l1CUkAJ6a45AUl6DgXQvkK50FuE/HSB1yttosNXdqtFrOQqy17Gm8tDBkPhKIKOZGF2hFOcQTxaSh9XQTkrPi725vbm0dHa3ceiFSidxxYljs+DIvLZfM5dJVqTQF1eF1u1i6wJ454mbLDIVn7Zdds90QqY+ihkKIX/KbhagBjCSiBj7k7vEsYgs/T6pJZC3yzLkMmkgIIJ/ggLZzJrAuujSFRReX4iuBQEFFgFm9S2P+wqXBOgK+ortTdbxxxIWDEts1ZoHkvmojybIPAhqsSIewVZzK0tN9iz2s3eyiF6oAyRVg8UNC8ZAFLkF5UKvj9YKSdx/Wc9Ift5gNxQdbL11+FDYotjY6MGHVSlNZ4NBxM4wMiYBlyzPSiIY9RvSf3IOQ1XiBkbFBQYd4Fhw07lYFj8Od4zS7T1tqjX2Kzgr2Lty9tUEplCaTaidZk3ytTMrE1xAHAj4IUiogOTx0OdxSlIDO0LkmFCBOsMknFDzwNFBHuNsQ543l9nbTiTU2ypfQxX+0ap1M7bX2Xb3R1sU6Hk28OznFukzoTvADYAbLs4L0IujdTN4BIFUKABGCwKihon0h/SjviYjRdtPmk4maDn523Kok30sLMOo8RWXKxjFnBzp7RfF5zrMY9jmUA44M8iyQAmEowuXw+HSnvHK6SEkuiwWbPI2t2WnaeZ/YhI5a5ihndasi0Z3P1ru4sKfHBxnM9AdXdv/wTjNfL0arIt1dXF7Z3UcSz1r2cD+0c1JTnB5Fl+6G3E5FcavdkHIjM4phvDAbz+z1Z69tqYCWrstDi3RzRz2bbp8Y14NQpxo66QQ+Cb4GbYuPjmaBaqoYpU40lCLuyXDaleyc39vlFcEvG4t3zG3dQGf8PLcyaoxaVeM2eCAeIVqySh2jD5wXPQKRwhe1BOfMdrNXGhJ7DOVKd9C38dOzkFDevVuepmNQFZy+d2QCtXGuEGgqa1pwvsihRZHsQH9vbq7t//zhW/uL3/3W/ul//qNtZYfs5EeKDTH+E8YzqRaZ/aicc0ac7l3POSNjKAoSuFOp61+uEpYTDr9SAUIPBxDdCP68mK3zgzppiEuECp6w+smYLg1Lwryt0stXixw/T3WfNHgeFyeNZ8RDdm/mrKOkM/YN78xESFHwW6h80AsGFbcGdKJPrN+TTEozZ2d6ZjCkuik5uXv3ovmVbC1xN/JDhcODS/3Pfv1rGabzK2zWtQiBqGPmQWD60hCvtTkb7YaNnseuW8sR5I13KEK0nDWakLb2bnBeZhZXlCyimCtZrdqw7ZG84ZrYctD3G62+DC0kKgeSiTdW4eLfr3GYtOEDG50Ivqrg9/VyanYiQLsqSApIDNiEwoBnyzs755rWBfpajmy3wy1pL+ZtpzEwLmOxX3N4FSNxiLUp97u5RghouzF56A46uogms7k8hKloZSMnlivkg9DOpVCfzzNsuSgJ+iaZ52yjpzurt94onea4P1u/zTyfLqNho7kXWcCCrCcOEro4ydF0UbBJPbgAJAMZEJcfB00Gd/K8OLxhiGo2mPpKU7hlUjms3ZgnSWueWuhx2IrRDpQof1g/EBldKJAnXScy2KC4OR5F9oHc5XnEbo+prhqTeIVHMFND9uCJUM6P8PmaPMVJ56lia7e2RogpBWxKs9XiaIUKdpQ/W1tGG08UgjlcKXPxnO36siMmPvP7kDCR3Vbyo9vLjj2PpfFxH1xdiEieHA3i8pAhhw4yItso7GDTeibxdrN1WZvgyhTaVY6qw5fu9+zIQTbDlTwMRIIOREQ6R3cUD6mcbJ/pa3wluR16djSPDi0LEhetL1HwuniNIuBQKPBOvIhGntjp4Il8b+cYpvi1DCUUTZqrao562U/kZz5ZuzFHr31pu8NIREQnWhJ0wOxxZ8sN3s+cFT7eAmJVPnIaZfj8/OzIRxUXIyxxCRlBhuPEMw50Ff+5gm0PXKwYjkSKZ+XZRWuf2wObZ/alwM2sa3kWIC3JtGwctxqpuPQL5zyyfrmU5RLm/YOgWP69XJuYF56cc8L3odAG6eGiP5xP1u17wfHqxRc2HH7QuhwNx5JAsbA1ypPuGpliyQ4RNr4E4IS2jTgzuBRAxICWmSEntpnPbTJ1DouCR0U0TFRQYFUJZI617WJB/rHP9unanfzkMr9qBUmXxy+qAxRXBqfBkh2SsTvC4XJVhJ/A5/aifLuGrcwdgRa4IHVNtIIk5RbGe7IBmi0rlSr6XHTmmEGxPvcRroWRzmdQC4hWIIWsPVjaIEP8kpyr3FAxDWzP3SDEFK4E3ANQUWBjjnY9Q1zQ0o6VxpD4V6JqpRte2Ms3n9lkNFNBIYMQEC1GpFpvnvIlMxqlmqHnx24XV7O2kD0B3FnBW2tVE3V5sIOxW+y0ZFoOyYnO1KULbJK2B48fCUvoqJOZjMdy12EjuvsPmxU9rqmq1eCchRUnqrTIvpTfrjahlNaCszMz/9y5ZPMF0FFdFYSM5dMZLd+PiqvVbdt8Otdmllj/7Mb//IxAHcxt+VmcJGEiqZCTq4edwi3+95AyudkDOr9mu2nrpesKNeOpVnWAIbZ3mzh3glH3stlK7iALfejqafcBW9kN5Ys2HE7s+val5Dq6eOR6VNXMEFML9GIcRIfj5pPl5mw6twoHOLC5zMeZpZTUlTr722FzrNoI/D6cK97Rzlh0wJdVhTBwEUu6nmAZd7A2FTULudcTyYlaJT5tbb0A5slbf9CxxYp8U7euZEbBcAn7NA52zgpmJPXwxqqwFvOh7bf4viKliQX3ff31NzabjgWBd3otS/JlK1Vu08PYhfmCYJkbytXM57zZ3JANIYJU3slD3mH6qEPrQxcvYwzIG3RGdMknLerdOhIL312UPNNXVovQ5eRU5dnCFC7ATFwSwIVcusDRzI1ZtKyJvUIdijKKp5jh9yDuKbibTvEUa8YpdCZ14oIRDZpCwYm1KB0B7xHJEjpmDq3Zkj/jKUM1wjpmDlPiJw6rdjAIRYxDQVYungSjjhcLs1PeKjWeOUSSqh3PET+9HU9IJ7xQcF9sz43GjB4CGWQ9xjaeMHZS2AmOXBSZOLK5jSXmNzsPJsGdq4TlqMur5Ld+8H3DPhC8t8cqtSbINptPs+7QQXLpqduRB3BVemjegRdXR/EnuOgpLvJs/dTaVJI7DlbNz4oWb8eCOUkgm4+fZTTD0VKv5+3pcWyFAE9vtOoly6UELvmkGx09yMJe8jn3KQcWLOmiodDGCIe9zqybw5H5H3sNf2bsTyk4WCt0ef1+VwXOPnbNKXcq+5snzZgE1A9kCgRELmydtkXRXmuCMdoOFLDlOn/W8XQyt16/o85tMlno4sWpDej78upKhMH+RddWy6UTf1JuwnDEOXJra7zcRa46WafVVfEPW/f64sIm05EKQgiUHPAUTUg0v/ryK5uOhvbw+GRhi3x3miCK68C++PK1RdFSpjDwU7DPxXGPWD3WMecoZxudIOZLyBspLHDY+nj3ZJVqaI1mS5a+mr1rbu7oUBbUwpppNqDQzRQJiVnTejG3wdVAkqCnB6ROZ5vP6cBJy+LSxy2P4tGNk7R+iBit+N7WM6X4ATmS8Q0wOQYrXnTKFEYObigE3NFNRji5vF1cXtrHj+iygcnhkwDPOxoIKkr3y3xaZjSuypcuGFvM+6cn6/e6Pl7gbmO9pXJDZvUY0YA4cT7RpNJ4ALVzbsDvoHCkKKFpxAWMc1zrqn0RJkgbWIBsXLqVlmL/yMfFFgxbQsILXKLAhuSCo0uABX3A13LtCx5GL1h5ehpoQL6PafkhbDhbjLkSDz2rNjWkP2MT17HlYq2/oy4MskQPv9VI7T4fAPs17PcyZqlj80TVeeTdCXIQ2l8lHDmkJicdXcQsEuZHzPQC/XlJls5ABch0XJpARCIH23qxViRYJg+hu6cbY+6nrw25q+FFBZ8ZYgKLAm0e37DR7thKLisFzZRd9gCcX1XKi50xK8D8ZCMdrSQwAVpTdLzY3NVUeXPgSeOJrdsxsWq9ps9YZxMqNB2CTiySRqd/qQKHbhLYj/eDhOEYk1HJvKgsrfJys9TFVoPEk8fSk2IDFmfBJpOpCGigA5VmT9rhbrftlp6bDxYUOLwPquS77Y49P48sbLStHjZsOhlaiEn67mT9qxe23HDh5DWT4TMC2WmD5uEblD04IJW0KGtU0gJPe2E2u5hBgHCfacHIjBpSH2suTzo/IQSpT7Hbi/o6dR9ciix/9/yeJDKYTOhCBjVxTSKyBIiBhTK3p5NWXHcKFOw6YPk0Y4NXq2r9aJ6vjGqfbXGgh/WKdIfFgocp5EonHXolEmbEvsdCFJcwugDQEArW2GeSRZj8VNUFwaCPzyOrlUOtwdloKuIYjHqgwmrY1J54emLtcdk5TMxnFo9BlnkOg7J21A3T6R2xGCTkwTXQPPBWqyEIj88L6U/yPc21IRpGqtSdTJRJ+pwEybNkLYqcqQJX56Muew6ZLEIRhIPOOnM2kz1hOmeWxW2BoAuXVXFpk6ka5GNrhpha8LmbFhTXFh+f7HQmthG51FlWiVxCrPfJGMMcHL/SLOnYLz2cvBaLuXwBMje9p4dHh2lLJWmu+SzReqfZe67kREyIp3Q9GfGNC42vAdOemSAdGu+Twpi5rNt/+s+Pfr5cK4sc6nwA5048yv0MN7ymwjsoFnDIeri/10yxgEZZMjCQpJNtD+hEexqL8HUoNCl8WMcQw/g9LiL2JXNNYFbGYbsDxCjPS+a8kRHR6SxUjT0K8kLzczpj+LOzp/tHOXipEK6i2fbQDDgro/HMZkDwtYqeV0Oe9okKmNtXLzXOE3oUg5oxC3fZ0GwK6RIyKvulYO2Ooym4puGrwP6az3AtDH1tyB7WE5Igt3EZesbnWZJHLkuKfGawdKHa36giWIPV9BxBo45LWFCWBJMqhLNAnIOi+Vk1mVq17KQ89tFus5UVJoWUyGGpDDcrFDUCozA7nWxweaEixRG8ggWVutVqEAh9Ds9aEkEyJTS6va1XpEI2GL8ouxj9OwRItPlny119dgU4rmqPjSNojs+eZo7ieepZq3Rsbr7OByul8WpUQMz8qI4TFhibOMLInq9XVjXI5sS9qqX4LrMgtakDFmvWQh3M2/VGeuPxZKZDk4XNQeQMbYcJPH4NswEucWZvdItYNwKqgMfjUevEL8XhHQ6p80nRVvOFBTWyX/e62DerdWrEzTwS2QVh45idJ1Yiixi/VRavdI8Q0pgZ+yya5ySruHZbl77C6MH5taljyXyclenzPlx6FrOldbpd72bLRcsjGD/mrFwkSWmq6hzzEmYZmkfN5mIDwtaeToHBQ0EXIo4Mrqwctm0fbWy/41LJS7dYLVWs1mra89Ozugis9ihSJPE5MsMHqitYUGuoCtxEY3vz+a0OHEwTakHb3r29k0fpcn2wVu9WB8052dl09N5qVTYSZBz0uDXbwpzWvI1UmLo9ETper4kZXWt9ZQWYi0DALEB1JARWFOwgaDN1oEn9vo87iAtOCFOyj1i0Z4v3DuOAAKBJ5fc14kgZi1StuCeYIgAAIABJREFUkOjooKbTuaBtLhvcj9h5HJriESSelct/z2QEdLnA8UI8CmiyJRRQAceapnjhwqLyfRwOBSGyHjOiFe+602ymZJSj5YFW48gaLSLS0GMebDLdWatRswFknyUG7ERIpiQwnlseDXzRNsuhJWTc6rCseTFy5PICouNiZIZWt3LxaOsdn8GhQpJ39lvIi44kYQoC+S7LdHUvbr8cea7MskmeycZEygYm5lKQvV/A/AW3nvQqnfXL3gdeAxJX0Zd+Pd5j9r8p4uRixqxLFr+eKytpYhqh6PIm+CAFa7VAuhzZwGaWYvAUc2hBqFvYN7/5tQ2f78TsxZeYf38UNFmwJM7Zxc2NDZ8ehfQwpojWG7HKRUyLz4LipcpIctYb9JS9K6KYFSyoFkXYESkIBE2dPt4FQLRn6/T6WmMQBCezmc4UjPqRfOHstd4S3MCj8hGAfIbPR5EYl6uNO+yB1BXzGlUgnxxPpvby9kYkIHgHrU7DZnAzmg0Veez515+9sYf7RxGTIHdxhuFUx7vgAsREgufqspbEETVJ/HgGWyF5nnF8tO2eqNR6OpPnUC9Jqsjhj8Z3v4nUbYNGUSDT9SpClKCY1DIWshCHIazi9Sqydp/0JtQPngcwHo+V+sazOewTi48QAFEMUKDA92C05x00qOJ0NhVpsdvuORs+5YGQe/yP/+MfVHAHtTCNs/Uuspg/Cb3inFb2L5JDiF0qWDw4RCTSSsWmo5GIaB/fv9fIjg4ZFYSMl5AEHkn9wxkPtHVprWZbXXc+iZUAyLsKSmiLA5vOxvravGaFRvDe50trdhrKgF/O15aQP64xgp9JoF0ea8vY1eWqENbYb268g4JHAwad3bn+bTeRDAhMfbPTN1N8MlZzWRawTPfdT5TmuxxWPFj9sHXf0hXUdcwTCJjvSFYhUsJxn85MfMNSWfNhqQp+jjE7/smc+E80X6Kgu7SCatzDD/j32vryjKXtV2xcWvXrot4iahf4qKgxdcHlQAuK/8CgpSqshRwSvESizbxC5xAXlENeccrMhkbOhkb/1VJ0mGuD+T0Rz4yihO4eSQTdW0nQiGdf+hycuSMwhOQ3ZPfmA5tNl1YO6tZq9229HklmBISFab6qM6K/7KTvSdILlSXVLpWUtMWa5W2s3WzYZo9WOrDNjM1Qs2h31AFD8ooTdWDDBl7F7x3NgNijAHvyNZW7yjuq2Gwyl661f/XGysUK+Ys2m/1k5eDoWjkhGJ6So0q0XBXE9erNGxsNHzRHrjU6VqsNzHI8d08LYjwg9EAJJe4X68ZaXqTwc0K8QWLkoQm+TuSkha8uuam5vOaMVPwu63HSQ2ZRp0tdnbLPe5VWmifOEHccijPyck9ubfjJMMK5By5pQhLHPBh40r2r5e1NFa0ZNoUMKSf8fG4m0u0A0UE2KafjgqkuVWbSZYXoMGtlPn8W8aqOpOsEuYkugRn9yZL83pLDUpdgLu8RjVwKaCCDYmzHM3tkIJguPtLh5O31y2t7+/7BKvUL+Y5zHPNuOUAyeZY7hHnhoXhGuFpipqLd9VQlJ2VRoHCReoGqGSn+t6kxC/8bBIiDhJuBtc4Fi4yG7+eGBK7JZm24DtlNVmRbq9MJhyjY+ZAEI42ZZORBp0YAwG5l9RryR4fMz6fIQhWfE3Wvq/XSwiqFA4Q1Z5ovZmOPeywi+cMRz2eEPG/piUsVGz4/a8/TBRJKsljMrFat64KjgxPCpR+PtDK37mSkINYrGmgkLJWiEAdUEcDy6rqULa4MejGUc7miLVdzMc1VMJawsAROdjIh34Ofnbmpm7YcBLNvtN7hkDg0mf1iHfPzsWezqMqgVBGiwV6VnWmqix3A7dhubTybWrfbkUMfzzUocSmizW9aUG1oL5Jhi4SL/QvK56H17NOtZEjMTUEd6eJZVOJkxOx95KjuD8E6oyumoKdY//juvdztOAvEpwXhqgTWbYcqoHRun1k3iexguaQ8hAZLXBzBChbtIc8ROFG22XTlNppF/p6TPpnXQwrMAk3knY/X/Rpvh5qeB6ODzMUx26eN0HN9+Xnk8Z0r2dXVtT09PysggUKIi7WoitST+Tz5yOe2oEU0ZezvRgMkpaKgHlBMzbtTxQV3H2uJdS+yLNA30kznuipkgwsdEu9JJFB4TWUg6FbihBI3EGfxMOPUF9ABDXPWLdqoPhiAy9x+h0OWp4Ag4QFfn/GDqRoj2BnCCh841YWmIv3M8uuTmQOsSYW2szg5YHZekeBTg+3g2ck2ulQ/BXz7gcIu0gBdiSnYEhKGfnbPUWbLKUzFrEeHwXZnFSwddTDsbdDrWqka2OPDSBuCT09SBzADB3yn27FIjEgnm4i1yhwPV5njWeYLgjJlpu9GCFTPPgf3zwN7Wt7ImDQccMyp22wBVNWzeA98he7yYLvdULAwwDiLCP2ijEDSSDy6feK8dDg2IE/QWVDhckGRqBJYqdq3xexZhzYvnc6ay4hK0CUkJc2aXr16qYXPQ1TINQcjNnfVmq0WW+tfEUQepSYWdXt+wJLvKFN4Dg9p4og1JH4vKIk8RgeLYoFT6dXrr+3paa5OLtp62Li8KbjcGHWkEiBm55mbjHyl6XolYs8KODdKodNk7MB7aTRq3tAxH0ltL52X5VaLGfTpQeqwn33OrPmMEU5A8MVBUjvKI+ZPks6Iset+zrCrWVDsCekV+RkUqCBvMl9b+ESvl3Z7xax1bjsiG3NE4M1tuxnreXc6XVsud7pImNflS+jZO2kKV2AE2SA92W2Xtpw/uhkICMOeMHqzfq8pn3I2dqPZ1cV73KPPr7v1Hu4765qgc2eWs4YxPWENugWmfLcVs5alNPkRzx6RTAkpRDpWyqRZXJJcFIKq06IGVIctByLAmEDOaZJ6pUYEKQckcypjT7ofsCNRwFysFbl4QehSDi2Fi2dhx4dHq1bz1m5di+iCLauc87B83UeWTwp2e3spdjk2r6y/bvfC3r1/p/MD/obD6+xbRiZFWyym4o3wM7EPIOoAEbOPl6BNqUGDpI9ECeIRsIqs023p/GG2zOUqi9nxVKgSjGAn5DlznUuRuTEXIz+HSn+RqbxJUIiWctP9/MJRqdvv2t2He6vUueQSdcCsba3fILCyIE0fxXDusPf5Jz7unFM8F7pMilN+L2y3nKCKOxpfMznZZ59/ZZsNChW86VnpGemLrn9vxVwAcV7PhD9POEFQhZCGmxuWmaEuYrTUyKVAtmRrqYSk1HDlzBy7oUKMxgQEgfOaizgoIX2b6bnLGjfBr7zmF6hm6zRKSJXYZw2RmDyXm8IeB8a9dLSlYt7COvcChFfvpgeXg5TY68oDIH1QCJqJaI2xEQRibHs9ZpCi8+LiWu9oPJxqPSGN1b4vYrNZ0DnPs2fMyZlxOsF3wDGQGfVchE7QoT/7sz9TuhXrt8x5uSL45qSZO9+f8xSkdzmbfso8drWGO+ypFmWECSeFfXBxO0jUJZECo8E1zj47HQzjp7EE8RkjlcXNIpe0gO2YeN4pTD1wd2ACHy77QIh/svGB+IA65KNa8SQZQVJimDlzk//IZatWFTGB1Bfs9dgkLVUqMLS96pOZBh8cY4Y6IQKBQpyBNjKtb8bklgJGXsp1Wy+3IsHIYSlJ9Hv8LFR7i6ln70J0knaSWXGtIhh4Ohkpqk9s4cnCGaMcPiUqOViSqbOQRNxeNXLgK4hCeZ1AG6G15BiTT32y2zrAgFXNELZn8VrorVwXDRmBjg3SEg5QWtzo7dAIpZcYhzMXQVBpWLHSVpW7nqEZxl6voAXMxQuqQRITbGZ1GLy7JJY8ik0EU5RLmVkOnavmSLmcIK14n7PF6kldmz4PSEKzrVnolmeaVX3FvJPTColVgr6d8pD4EMBTKXqnyvfDxUaM5AKHOV0QUg06Co8ddM2ys9+pOr37RVLErK6iz8LlkF2YaNS5IFmHTsBIoVOyTiMMEOhIGUuQ8sKMy7s/YiDZrNIgx7Gz35EtFDmwudQLNplNBNvjpCZEBmZnvazZTy45WLvlhix2aiFYtNNxYfGBlBsgOtZ5YrEOOMg5A7OEjFA3vo+WE1Xgm9XcWm00ou7vzEVbKYdWKB419+t1MVzBqN+hRg54nMJ0sJ+bluRwezrY/njWvmGfZPGaQgLEcs7bbouJgVtEMvtSvFsa28mf55Dhe7CGfU2nPu1AZ8TSMWJBdoXmewub10ci/KIzyPaeZsGMZAp4rfvBv154+Icu4NNJoSG7/UpjpfVqakEek4LQhsON2Xknkh+HMgV/q9kRRwWIfDR6tl7/ItViY13o6Ih+ZgUMMCc2a9TaNl+N7WJwY8PRkwhFwNPk9vI5KNx7/Z67puEj/fTk8KGMhdAzu5RLHR8s33JVPvdIDSGcMQdeb9YiZwJPtjt9ly8RtM48MUnSQzuS9STPBkONbCSTEUaZ43JewMQWX4Q82g2++1yqJ1su55KE8p5oJPjZ6tWGTUYTmVPwbtdkd5NudI4VfMDFhxYfOB8HPB3VwNKSpuFMiPWtQ+Z8ffz3t4e1Xb+4SOM7EwQYVq7y7njHW42oaC5Yc0hF8SMHFQEl4aLyVC4QOg9LwDxILP9iUe8HklS93tYFR2eJ7Of65koji+UGQ6CO1jD7j/3vFqhc2u59gNWueDGHo/3Nv/239uOPP3oAT8nss88+t7//+/9uty9udT9NJmOlOqmogd/DOoUEi8QzlU9xvqDQKZaQn83FFwC9HT2NUkMimNIbnymvVtZuAu2bUAr+OwxxulnF4FIUIxVErXE+2psXNyJi/fjjT5rvK+5QJjOesMX98uH9ndKucr3rTsIhwUFPm8JhzTcGyqByxu1EcxNM33U65vTSXry6lWkHKR66FCV3qYlBzaXGJSn3D2a2Ra8mlbJC2ACzlPNJi45Ptd6sdPG6g0xVs5w2mZFy33FLQCjssnSVWxVwG9/TK15JjVLvYha4a3wdKodFDPwrWdTJ2bUsFBYuX5cXBuxJFwjhiQua+TAs0uV6YV1pcNE2VvV3+b6aMXNwYN4hOMhJVuhoEeqLsMSMCM9iYAbNOSGV9SzauyMKB606zySxxWKsboavyy8OKs2f45O1Oq1Pc2h+Bi4r0AdgQJ47HZ3+WQe+IfMTCcbOVvORlSpVwTyHHSYj7siTMBvCXzjnQQTklHrkFl0A/tFkANd0qVNtKi1pM1clCGqASJ4XAeIgWz0WXTqnV/h2tNXhkQsKVq7d2PnsgQDAUixEb14L+lmUh4t5y4HKdues9xKEMBi3rs+TLzFha8xUKI7SkPcMeeAAo3LlQuBCpzLl88m5DK4iB3LO9I6lB2SEwEySd0r3jrVl2ksD9wEvwXbOrB+BVLlIxMIGzi47uQnUIQ/SEE+s2QL+wpijK4OIwy5v9TqmK0fbbJZWCkI7HrZWrveEgGDrh7HE6YATT0lkOy5xqn7eE+9YHSzkuuVaHfhg0Fe3HlSZIZ1tfyBPdGCVRsfGzzhqVWy6ACauCK3KdPSSDqlYc022X8YeokFBw8XEv6Z74aCSIUUjTD13/cCmi1F5rOAQulo3+uBZiZDCmtfZoAGDWMv8V+ZgFLkeKIHkyvkWFB9JsrbddqJQkS+//KU93j3alvUXtu0cw9TfSuJ3cdnXTLROR7bf2i9+8aXV6hQcO/v2n7+XJSf7rcpY4Hy0sFmx4za2sFu30dPY9mhuX94Y8iO30N3oMrmEPTzioE7s9sULWyznHqhCnvPZE67o7vkF2kWXV6pwxoUq4Da7rciOvB8g7k6/b893D6nlZirXOjkHBQ0yUi1sDt/99FYSHqBYGQtFQL9tnQ8QMEV8xckuPlrMuAhov+TNiVADr0+11pkjblZbW609cYz6MmxilIFcKLRaCPJHvKIjUElS1ljsfCbVCkOZo7TPfubADMY6lXWRzo/TkRx/V1nhk5mMQ3iPPpZwaJfvTaffaPVUjIzHQ30u9hcXFf2E+EH1to0enuXJwJhJ5i672L206zVPb8MsJTVF4izn61HsUHxwJvN3ZKGay9nrzz+z7dr1wmiWuV987oy7YU3FEsEh3myBjiZyEnv/9r3zIsRfKNuBO0VyWMYSWFdW/T0ov9uVEFgmg2AgP+XnzWDmECIuqXn1msse1aVHktnRDADX40PvJjSemtXv9TSagYCXa/cbCUkXOFVh0QhEArsW4oVs1GKSe0j1iRRqP55OUw9mCEgQexC356xKVN984ekgmne5OJ15GobmclUigKAI9MHiBhZ0ZqvDyPs0oCEnDe6nmRJzDo8+TU05UvhDVnzMYpi9ukSIy4RDkuoJDatmXxghwPa1vPX6bZtM5n5Brkn+8AeD/RndOF6wfB+Rf07oZnvSAUNagfmn2QbaWmDdTttm45HcW5AU+TzNiS5cTHTlWdILEY7ZfAqPaLJ90WHQ8bEJeG5KPhENnlD2pr5GxkRF80pFjq6Z5p3hPUQAUlQyUbcY6qqPgJFgAdI9e9LLZPSsC4kFzGFCAQW8StHD96GwQDYjHBZP3BpEOrS3wLaeaLJauOYSIwGkAMzvpI/DHUr2mylDlMiyatnK4UBpTSWrClan03RjFo8WAxmRNliRWj63ZRYDGY+O1M3X0T6H2ihIXTI2LZcMf4aLQ9nTO2an3hliLUrXz0zQgx78nSCn0J89gH6gw6ZowXADi0c+K2veyTTH3cFaXUznmctvNJK5urnSpuHAokitVqnuz7bfjuzFTd8eHh/tgFuYtYx4jng/tANrmtEEBveHtdWaXbOkZqFg9MSO+2eNEiSLSUpm58Dms6nkKKPJ0Nqt0NYbDnEvJCnw5mP8sOku3Cv49s1XNpqObbvCKpUC0ImAzhT2sAxFqkIQqSLhcR02LlWuVnCGOvtDxalg0kCcC4pb9OC7g0djFgtnu7gM7fHJA8g5tDTLYk8AnIhUlldGMxIbIT+pQxO/T2EscwXF61F8M0PdWzm/tdVmbqXCQOYzr18N7Mcfv5NjFHNVPiuHOGb5l5eXKgooNjEgQZc9GU9cgVAtW6OF+1toH/741gZXlxrbAHlTyMlPHJc95psGMuTEPSBk5rB0Y8qplgzR5YjXV9g7TlJmvZvgcAlTpED4YQZJM8H+kd8wpMtyIJSAsxEiHoc07HqY8dFypS6KCx5bXn42j9A0mXLM5hOf+6YEHi5vzhI4ARQdrqmORepDxnM+e6fuckGIZLhmVcU4prEJSl78o7fm+4vjUqmpuQB9VIEhN8Kz9hqQNucKhCnmmhq9pZajgqJrNRWKFF6McejWaSbm64VGXZYwNkpEUBWc3+mamOesvSXubp6QxTyX/Z7EnhoGAubJQm7YQiPDzF45vAla56HuCkw2eu2Ovf3wwTr9rr399ge7vL5SQa3GZbtR4aYzIshr3MTISJ7uRx+piqRZobjiwD7ZcDwR+xr/hulsomeExMrjCREt+wWseE/GKKB48FE6TZsvZkr94/ndvnhp3337rZ7LVnbNhBYnKriWs7maXEaLQuuanMtjyw1e9BMJiWEME+ZO5wUJ53Jg681SL1+uU8rsREsYSkrCSwOXl9iZmVG5qFAEqgcO5OHzVDAWMKW7LrlvJnAGsK4ygCRf8ME3HplUuCJCpd7UtP+raG3VABcrZ1/TYQHz8EtQ9tkrFaXmAEsyZ5TDFjMmT+jhAqa6YZNR4QM94NsKhKx574HKuSFYNjPXlZFD2l1SHdKRMEO4uBiok8AwAUIQhxgFzPOTHwIsrhe31xLPc6GxYTNz+UpYF9lCumCKjiOWeEddZjxG6PGQCdgEguI3hLujz0ZfxuJvSqtJd6iOXYxPh8lW6ATRcstk3udemtkmyIc8XUqOM3R+CNcJU283bDZ3D1QuG4hgbEk5QZ3Oeh/rhWtc+TuEalA4YQwf7daya5SUJnA2McQaNivjwd2JzpX/zgIuaQwgRqCIWMwW6SyQ+rhkRVR+zZjpnFzbyi/+XQiLtBTYbI6I3aFnN33xbhQmOgcGiA0dGuS1zAIOSJ53WhfHAWMAUA5Yin6BSM5yONhktrDLy77GA8CjMCSBzt1xKp2tpr6vglgVr3i0Uv4gAhG/knNgjfa1Lr2CRWKU8t/3h4JCA4DuCpW2652TrW0WhEWU7Te/+cb+9vf/zaok2CwxePBOBriOToLDNj4RaE5sJIfRyHr9vsIQ+A9H3vF4rQNFNpM0CEpecoIdP7+ybWWAQharKx6UXoYvL97SKbvbs7sPGiVBNEEaQ+7pmy8GNhw+Sa5F0st8AhGLd5F6csvpKI2gg8VecWc9pIW8PxW1ysTlTEqcMX4+281N0x7v3ut9ockcDPAvn2gG32778wDlKJWrciejCFG3p3mj2Yd3H7SfORIUJCGXuI7mxDQCfGYkYzzzdq9rzw+PWitC4NCjp6RQh+Xd2Y89qqQyOymzez5bSn7G6ApFCLI1nicXNocjbGrQmWyUpveLxhsHPemhuUC9WKAoYIbI8+V84uzlXSgIo1q26Zz4U5fa0FFR+HqNepaEkY0j7bbkjGdbTohBRfLkUymMf7jYGMdAVmR9aJ6tLGZQKVLENk6CQ9O+gtQVqKuX/bpm5T4jVZjHeq3xl0ex7kQqUwyHuBrMjUEzncx3zjECocg62zraW61c1b7FRU+kXs574ODtXue9kopEsg3s9es3mrV+fPdR+5VG0Pe/E2nZRxDHkC8F+ZIkgnIaKxVdd8vZJutWN9UB+WPODA9GufV5OC5IlJZ+bsAqx8I4Wlur0dZ73Kw9oWwDvyJ1ump12rojuNgzMyfugjdv3thU+muz7YGZunvFTydY8DJ+IccZkyGPU728vpSRyuPdvRATfAt41rnLa58BJ6Lu0/Hkdel+ssw6Ha0NiYcFK4ZkYp0++lyGz8CugTZPphFWbi7+mdJP0Xk40YYHDVzDMB+ykSrmPDaAfllw0HABuf0jGr+dj0KZK8p4G7jZyR/Ag3LmOXlmK8QpOcwgMYHIhGUkm5QHLXiNjoQIwvSy5mCSBvf8qbNijqF0mqIvXj7HcDi2iwvo8k4n5z/dbteGw6EOcrpI4HrN7djsDCTM7Obltd3dfXAY8cxBlRfLDm2d4E/IJ3j1IjNhzsUhCQEhwPO0psqLmUWz1dEFzwVNp4BDDjpCpfnwdTBOaaGlI6WooAUshq5st92ukC4owj87oTJmUQL9LkWKgARF9wjcBXFiD9MRyBB4OyElpWOFfMMmw7EWt6BifGNbdUVqsTn3kVf9yKRgYlIkXVxdyRebec5qW5EEhE4u2ux1sKrRhilbKQtm4wCjo60S9yZ2tqdykS+tGbBIdYFVy24NymEiSBlYixQuLhC5ztDH8WZzqkiBnzVP2kYyj+H5NGp1/QmQEw4sLgclWJUpFjyajNzYyWiqIoCZuSQ1sBdTopEY/xZbtcx6nOnP/u4v/5V9eP9eUWj5oCkSEVIQ5nQUAckZ8k5iX3z9ja0nP9oWedUZiAoDGbrc0LZH4Cu/8LgIao2exceZS2NywNA9wV2T8dw6vY666x6zx4g4uLL+Hp+d58k6oBLiM7C2eUZ0U04EcctGilVlzOL7O58KjqMYA4YEekfCRbF9Os+tWqFDJtYOaVdXDknAvpkT2IkuWmvEg9UZEym+MU6DEgqgR/gkr+zP3/Tsn97P7MtXPfv++x/ShLOlupXXb76wFy+v7H/9w9/ZUsY4dJJH9wivBCpO+/2BmgH2O5mrYsEj7ZNLF/wEdzNbzOE0mE2myHteW3LKCQ1iLlcNKcY5VE8yIiGMJDOGoQh5+eaNLZZTeTizj90TH78CUsEiPU/UI/IFT+0FuYTIm8WRSbyGaKWuh+fAOmTWCnsXUx4hI0cfA+FqR7cI8U0FJSqIPSY8XKzOp+Ei4kLn55TPdFpQM7u8fzfUs/ExWFHsai8s95JEgrRpjKempGB7EJ/YR3Wco8wnxSeA3VypqPunIFBoDuYYu521SFlDXrrDDpfGAcga2R0WG0QGYhDkhNs4hmzKuKwiqJyznZAHLh7GilJcyOVqr9+DeMnX4LwaPyHJ5AzyTF+Y97KYlbc5hbMnEXHmgz7gykZnj++pE904q1NGPmYbdZKHsJZkVAhyVbPJ0D32+d6sgU6rYcs1IxE3M+GJE57hskM8HxhBELxCFjOKE1CHRPsJAyv3j6h7g7dciRn+9PFRpFJmvpCXefZ0wQpQUbjJTmsn1+q2Eh6eWMlplJg2j/ybHWaEOCXDBAg8urhwLHGPX12uXHKpUD+z+2OGTHXFA2N+rM4aC7N2qEpQ3r0cCtK4uQG70+s9zF6JFFRVCQYHdV1IHJhAplSwzHUFOSusGShpJj1is9m25WKuhci8EmsySkguVeAlfV/8UDn8sdksB/oZ5fTUqFv+DCTi7G2+Fy+BC0wBE0kiYhj6UaooKi8+F4cnGxTPVeBFeaGmech02t1+T6QXLjw+J9KWMxmY82XaxbM5mw7OAmHjF4urTIkFgyGFEwO8u3ESBJm+HI5U6SCJ2WFJ4cNBh1aXzSVavGbLnkCEg00cRyqggEKAu3S54OhzZGyAzVxDSEOr1bPjqWhHyAxU0EUZ1Vm02+jnOexiu7q5sMkYlzIu0p1YjWwkJAiwNGH/Usy1OgN7GlLgkejDZ8Ej2A8X7AZV4JCsAks9XQ9cxBqLVCt6rjIQQJ0k2z66LYqamorGOYYoEBzQ983pWELZPG6FkqSxeWl1nJnJZCYreuiZRATtMFCVnpjLoxTXyHfB8Sy1sKyWyGmmc1naevkkE//TeWOd7qXVwwtbrPc2evwgtKLbu7JoM7NKFUs9dKlb20RL222wklRNYr1B16Zz5tRoNDG7qNlsPteIoj/oihiGpAotqawM06D4XA6t+GtBYzA3ox0oDuvPERvm8ZtoryKWdfD5Fy/t/fs773r3WSGcUzGj7hRNe3yyfg8iVk6GEBTazJ45oAhyD6o9SYFEgoRwqLmwG9QIpUKjKa8AzysZ57OFAAAgAElEQVTmoGSvxKxbYj6jD7YgelRjldBmk3uNTDgU4ZDIirbgFxdf65OXfFo8NMKWZrkgbFwAuvjjo0xFgD85/C8u2zYeQk6s2YePf1RYCghftNraMtp4FOLerVHZ2zC7WXvyopeUSTmeKq4pdjkneC/6HOmMXT7lCfvUu33XmRfs4vrKiBSkE0RWSONBoafIOtBE5v10WfLfd9cpeBjqWlNzGo2j6JCdseIzS85nY6b9QiQmIObdyj0PMjUBkhmKZ/YCyBCaXwoynRuRX4xhuy7ZENArjQ4XvayBRaLC0KIkiDZstERQogZwQikFVRo4nxpLIE3ie3OR4aj3+Dz8lN17ORjoHcrF8LB35HGGD3dVGnuKJuUBBKCkHhna7fat2Wjb//j//7sNrvoqvrk8gYiZQdOpwingzJUTI4Yz6d/VmK/uJCfY7vyCDwGiSyEUcmkv1/L0nkxGGke5Thc/762MbyRJKuOY5iM3zIw8PGGtz6D1vGKflhQMIeJkqvDpDS4ltcXEajlbCpJHdUKBRSP0qZsGxU2d+nKVWpDgX0qVDSzADI4fQqxkHTbu5gI8y2HNA9CshLg/Vdr+AOSLKTViakjNHAz5CFGEVCkifTBbcV0lsLMnxjiEJXmDsnGdOSeIJzVQ56CVxR1EpbQKdx/gsyoOLjagnKvLSx3ESt7BWKJGJReLXYkRBpcuCwX9l2aGUN8JVmeGDQMS2QazKeVSZrNJh7GpZPg5ZcpPgIJeuj8DOgi+NhFignZUzDjkent9Y4v1ShCGk2Gc6AI5hdkuMC1wcwaFU8jgSUxAurJqMeE/HSR90iJlrHBiLu/xeTwn17SCXHD5QCCridzA4cHF7+EDsfUuBraP1pqHimWoAISCKlS6PzFsY/f7DpjRJFiyudxHhAmSRvjMZPiSirLcWlDLWa//pcI5uCzWy5mdYsgTThwhKYURRrnSdlZp0LKl2OieWcuz55lyOHABQ4TLKlgqWro0Me5dnS5IPXMYEqSOJ7TSsvZW5Z9p+ALVJdwCSBOCplKdHo460kMTBg9KJPkfOl9/tsy4eabq5jU3pfuh0KLy5ntUrF4Lbb6gY0Q+s7HV4p0Neh2NV3hnwHwHbCN3K806FV9YalujfpTrFJ0TTGBQCMiGz08P2mO1prun0Z2DKMD+fXr6qAK43eyq+1ECGIVhG1ejyDr9z2WwQEfuc3Bma3mLD7Cd3e1LoyA8dOlMsNW0ifZ7pcZ8E70tKAC6ZIwo4EY824url/bweGfXV18KDcJwgQsDyQfvkAOcYBb2NYRHkQhP2PFRsLu0SZdJGtmZnI5CuC6bObt5eWX/8+/+s602Bb2L6dytLZmVbtYzFU88OwIIHh6G6t5oBKiT6GiQYGWpSXSI7udt+vPsLWRErHcu3fHkyZqNns2Z5+VdCkXHCzOZov3m5a2NHglyYL0zKXELU+bAzBKZYWYdGJm7t1c3dnf30fPLWbNCodoqOPr9vt3fk83N8yeL28dfal5SHT7nK+sRjgzNBoUzbmaZmxuXnF/CXjArrxhy5TnWrHG2cJSLzwgSB3KVHPMiIfH+aDw0glAQCVLLnoo12L/iyihByzOkWdvi5kAyo1EKilZgZIVTFwQl0n8o3EsVFTh8LgiyFKIiq6GFT3XxXsSarFDlNshn28NKLwgRRc6EmuVp+KxCQ6EKRRqqrfWuL6RXppnSCACzigKX4t5kxXl5ZeVSVWv46XksfTS8DH5GnOK4hN3rgPGIB4CATBJ16eOBkzdwWJXKOrMo+JziEQY8jHIQBJBZv++Q3eIXAKHR9w9aZMkEk5Od0tQ1lp20zMSSNlLvaPgqK0/W8zk+sYZXNh1PrN3tSPd9eXMl7+kIe+N2r5HQAZaADLCORFaQA+LwxAg6Iza9hy0zH9hopiIDDliUMrLngXsVQ5fJInatH9i9M4H9IobZWpRzFQxRGQUAgSkAwcXjwvoDTzMCPweKCbGZU/XosxVBADwYSCMIttUNuI8oCwGG6m9++2vbxVv7+P6D5kbnI2YIiWY4XPROIMvY2lTrME+BwneavyFRYaY2my606ekmVmj9kB7JQcLD2PlF5whcczHo2du3b/XAmTVw0GLvBmwj0wgIFPHBA6M1Gzxq1sqlK/tAQST+0lnNFA/8nGxeFhozHWa5CLnR7DETgZDBzwlMdHmDPg6m9lFidjZyZkRPgUCH4Cxf2C8stJJSdOqQexZrwYvrNZ1v08oVn/kQbSbEKJe3+4cP7mZVDaWvRMaBFIf4vM5gYKvFRPZwyEp4NmLG5vDarVr/8lJJSblSx7sMNLYEzceI+r07oPji/XKw8a5pDRMdUMy5mVevBalxYXvSCdMoN0BHnrHZoQUlts3jyYrlst6r5ptaGq5L5UJkHpUlCrFJ4SVwcdA57ljju70gNeQ3Gq/gZVvG6ce1tfWGdzatEEnc0rZrdKJ87cTevPnMnp7uMR7VaKRUbgla3m2frVmnYyjZaLJQ4Pv79z/Z7c0rdb4UUpZsceK1UkCwBISXSCSssFGRS5m6NcGDZmHnlRVLTWs03A4wiiD1nYzI5VOcc6G/4PhE7xD3usXiyZLT2n7xy6/sp3dovTFaOKj4UBd7jK3Txz3prNlsqVTTpY2UhPWKAxJks2MSSs4iKQidqdKocPKCJ9LUul3DRlcH4dIm2M3lZGv/z//7O/vb//r/yVObbmS6XOkZXt0MZGPKGClvjE3Mpigtuj3fH2jpYcYSmAAKR8ymDEEyhqqTYbp9XOMaNhp9sHavpa6u3e7a+/cf9dzgMGBWAcIFSSbSOALGMPNi96VGuyqURqQlXJ32KtYYiYAy1TH1mI5FjmNvUAwDaWZua+q+GC+d8GB37TcXKQxZLklQA848igf2pqIU8eFWQIlbe7LqBONDYNF8nUILvg4deVHz0P7FjTJvl7OF9KebzcKWi41IpSK6Yt0qFq8TArmY18uFZFP0Ay9evNTzhrPCGc0/KYyzRoofhMaJC5fChC6Tf4pvwojjfFKR6yPGlZjizH5ni5l1IIIx5wXqlvlRGv2pVLOC9gvFryQ9JXz3nSUPwZXRFN7gFMGcZzwNClFQG7TKQRE0r2yr+ca/7jZSuMznn7+2h/sHdfOsQcxFxFoWIZC9Q07A2pPRxEIHwazLg7vV6womVgDH+WTVoKZ7CoQiKOSEDH78eK9m8erqUrKvyXiaSkORVqauYjvMPNy3n/MKkuPnX31pf/jDH+z2BsJYztd12LRco10HERHrWSzQ00mVHw+U/w12r5njYauXQlUkkX5KlOLhMMcAivA5KWENXRs9T/zPl1zf6hAwF17BVotNKuh2/04ubSpyLpRAoccQgVwSIvo2zGQuUMzSxeRjcfvlCWy0Wm4tyWOiUdei5OCk8ixVC/onlm/Aze9+uLdWvS3jDA5jWLZiNZLwEbuONOZCocOouyc0G4qXhByIA5c/T/d4e4PE5ugXrbJtTzqouJhkIH7Yp5X4SeQhNhfVvus46ez8f88nQDwOG7HYZc8m796C1eqhyGPRfiOrNDY4cJh0pwWYi3uloDAWoErziwiaPjPMSBe6SF/yHgUN2HunyxCWn+PosC/fOqvCTwlVMbmbPVXoj/f3YlJipzhdLOzq8laX9eDqhXTX8JjZRJiwnI7u7dzr1mU5x7OismYjzpZr6wxeyBkKWJ9NQffN+rq87Ok5ysFK1oAuLyOUu1g6WD6e2f7csRjLwY3zAHheVPAZq5HP6mkwRN256YgO5nStsD7q1dDD39PRibxfCalgXLJYfrL0EwKSSTLIBk1O+kzLJY5lLTlZhc2lLRcOIyIx2m5gpuPbvZBpxH4XW6lS11qp48az2tnugLzOtYcYuFNNeyyir0XX29ftDES9isSTACpmfl0spIWWIunMDifXlVfLFCOQqpxjwOH5L999sFb7pR12iToBDk/21WG7tjAs2Hh0Lxiv2f1Soet0a7/45aU9j8Z2jOi0SjKxaLcbtliMLFdCaw7aULKAeN4E6LAt7ToXFoiZujwuD3yewdQpwg+QABMVAm7AAVkF5uvU6jXCOWJPIoKwVEFisrJTvqpnhAcx8z0OfB4ERSPFr5LIwrqrGVJCmSJK5f/trG8KmWa7LribwovLFkLXxw9P1grrggmZIWNdeIx2KVmLcwW0CR8AYPONZrHIF3n+7qntpi6MY0BbQMsoWCF/9Tpdm0wxYAFB8obBDYRoCOi81varP/+1vf3pRxUrgu2rrAs8ACopMQ+iK9A7gSOJiD1iZacXMs+gGTbcFawJQkbByvrLqVGCub+Yjyxa7SRtksXnDpOfvX3xxWd2f38nVIhOENY25xTvyx2pturcXI7pXBWKXDpN/szlzaXNZytdfngDUPDzPl3D7AY9nDu49vEeKHwzUhtey3xtIiLxEsBI4+kJWRjEQDd6Ar3JbHNhuCP/xJCD54EW+OlhJJMRomWZn8Iq5/3wThh1ipXddBUL3bdQRBo5ZcDvBDfHnAeFgnXaOAkCja+F4lzeXtgURnLqZ65RpXJ+UXyEVg5o+vxMxyWQC5M1PegP7N3bD8qlzsap2f3JGAVlCIROGazgxogNcrtjwyc4Ne4Pn+tdtUEZXNtZ9PQLLhz3N/YsUx4S81tmQVRokAEULiA9mFdYpSKay7JeMBRzJdNg5oB/5pr0EToVlyj5wsQfOO+RZbIcrOjfaxOfT6KlqzJJ23mCsQt1SFU5e34a2WcvvrC79x8FRymaDgJXJW+/+8vf2X/89//B3vzyM5tNxgZs1KA4IDYOX9fnuZG6xKGjeDlII6lPsAwOuKj2xGkVNWeBDs+MXJ9XqVEuiaCr46AXVxeImnlBpapkGypE0ADBkXT/ZVjXSzFOodqz2GUeIIN/HKTcHvAEdV1wLYUICU9mWGFCc6CCpJtV8ggXOEb70VzVs1zC0ny3Rliz+WwjqQCEJpeRwdz0lBQVRQGRiTV5QNPRcalXGsC4sfUvbq2UxyyEC8A9X0lIkTXbyWT12etfW0KnCXSrKo/OcGfRGm0jRBhM9QlnmAuChPiw2QOBv9SlruBq5nuMIYwQjK1M+Hc7NhTr5uRGJ0HJ6pXEkkNkFkCYYO7oSAgzYUW4EcbObAZ/2xjWYWK7yJ8j6yg1y1KnwtqlqIpTGzuq+GyeB89gMadahzwDm98PEXdi4/IAZtoK3l9OgaIieRkjc2HmzOY9n0i2Qs5ExYxZxU4XDAUqP5c6HKUledHDz3IxuFb3PxyR2WoWrQ+Sv8GmZC3CHOx22vbDj/8i03i6dQg2zc61SclzArFaK8OZi+Xi6lrP9vEZoh9FsTNDJeFoMRff2h9//EEQd/fipWRVMgyJ0YabTB7wnY5Pc0tyyLsgCO0sf8aAHpZ9zRKSmbAIRJJCh4+VoaxqT+7yw2el22MfSS4mzMgwB63GYztuNyKRoZ394fvv9O+//Oy1PS8w6jelXZ3jotCP426roox9fn19aWPIcRjKKzoQjTmkRgwSIpdP5fLWbOMvn9hkPLIvvvxMemcVQlXvlN68emUf7j7KPEjxehRBuCGtQJg84IPuhs8DsidE6kxAAqx370i5MNgn66UjVyKy5hK7vr5Wd/ju3ftPBDg6HpnpQJobEGDypMtI8jekLSU/Y7j06ZY5uCm8icRbrBZCE7O4V7pxefKXkRh2NG/knHy6f5J8DTSMhmI2m2hNAqFzAbNHeBeMMegE5SWdGnSwNjKpEc8VyFZ0RoXXoP8HZnezHtaLy6gcJeXrfv75Z3qW3u3CcvYCgAKX3xNPCA/41KmOM4g5uyIn+V50lw081Sl62N+44vHn3TO+WkZL7l2wfz1sTmlQkNURfsIINGdXL6/t/bu3Os9AYV/evhIimZ157BsYzlySZBpLiorNrCx1yz42UeymR35iHoP0FjSK+4Pn/td/8+/sP/6H/2Qv3rywp/t7RfOyHoDpCczQzD6fU/YBzGckbLLsHPTEgAZ94dmK2EfhOHjZS9Bi8UJUiaUDZTa6tIDsiLyzG1ncLDyP+nJv3A0i8zRmSQ8UH1b9Odd7eZYoqSXebaDN0uWUpiMxt8ms3YBxaPl5cRz2kBiYmZWrRWt0m14ZMsch0dBIgxlZMVcQTMgGvLzpWqPVlq6WQkBhFDgRcQl1GnI7gZzw3Xc/WD1s2X6xE9RISggdGV9HEgkFq/vMKTOPACLKpAFyk0mcaJUdOKpuWm1drFXs7gpFWywJ+K4LLhd7d+c5qnSb5Fg6AcBhSw4ZDlwKDm5K5ldsOmZV0u+mMgKfe+ZtRWxjK0wlOdi6ueREc2msLKsVu7wcfMpons0XupQ969bn+hRMjk7QORXs+XmshQFtX0Q3/Gpr6LunuliBxAf9KxlClCq4Om3tcDaDkLRcjO18OmhWVAN+Zv5Yadh6BExXtssXX8qpSfKoPZaaP2fQns47QdbyZeH3c1T2GGUElhxnVsxXbb1LRCDzUAk6E2RTeEejPc9bv9+z8XSmw5NulA6B98Mcyg+kmTODU44C/12s6GZN70pBBbhjtTqWL55tMl16uk6B2WRi03FsQRXTAiDnubVabZEFgcWSExVybNQJ+GVzI0jvilEMY5GcO1Ns9xvFsNH1s0fKlVBIw2I5s90mEuIRx0QpIjkJbChCSyDyBl7kHELM5kEymp2BJQnraG6FMg5lgdYvPsYUs2+++NoeHmH5OhmLAIFyGZTHGabv3/1RJMV+r2XloGFPDxM5SeE5Xq66Cf5qNbdcjig/5sNlrQUrkN3KYeiJLqv1Xkk7vBcuLWaIXIjum42kp6xqXyz1XN5q+ZMS0pLTyBUCsKR3saISV9FKRvr7LQxw7FM3dohgjzOGKNnT/VhWhVw8dD0vX7y0+7s7dboU0yBm7M3LmwubzkYqPF69/Mw2ay4NggdOsocU98DTZnS2AVVSnHPxIe2hq/P9BITMP0lM80vnLCTFQ2L4D3KdTBYkhzwaFRKfCKfBaezkoyouH0hgciZjtIIkrtkQ5C8t+hkSFL7MdM9wDepan4RsYCyiqMw9o5uqdVstrec8KVvYPjLTns7t+sWt0tnYvxhU8N5vb24FmcO0B9nk7K3XGLeQn4xyxEmaKEe4yEV6U8FW0LxZlxedsux28dqPLGw31SxQoIsXkCYEUYhBZuL7Njn3Up05X4+ZuSxoU7/jN5+/to/v79yHHpKSXNJM5KdqyD7lnCvYy9ef6TlQ2JIdDAzPvr6//yiyG1wO3iudNciDCLD5kiScQtLSnGzQAkZmzN7JbRfhDS6TLD9dzkgxpPFO2gQGASYqkXgsqIpQ3cjdUTyVsz43I8qrG2yY55LoZjNx7gUKZmberC+pg+qoR/zMBk1VMxH2qgnJOJkpPxCzPI3TjlERf6mXL0zK1QbZkDMqBfPhZhTg++yMSC4mFjGSkf3Rjb2ZX3LI0TGyQURoYnhfqervwWQlx5IFykaVHy7j4QRLwoKVG5gU5K0QFERSQaNMN0HHw8XF5TEfkTnpJuxUM+5BuhXjmEUBPMci3kTrT4SPfYQLy0GQjczHkRtx6SI5OLjpPquCzcOcmcsYMghdDEQEDnY+n5jIgo05e9NqX4uawxsnGmaOnoDBnxXUmAZSUxUrMgy3VkUCnu3q+sImeIkaMAj6TzxoI08mojACWqGjIHoRGF0sR1/bwLlUvMwj6IiyTZA9KwVJBHTwyK5iOZ5hzEH1jsyEn58vxGdXKsrhpDSR0WhsL9+8kiYR6GoTxbZZjK0a4nvq5hTMcjCVoMqrQQ6LNvb6i1/ZdL5VpSqGs7FW2EgEAKCFjlT5hq2uuq3zAb/ugg55Nk3CnD93sqB6aaczv79PNZoecclYQjNeUPk0+o1Kl8+N1lduTyo2SCgi7QX7PYes6HwI7tbPwsx9B1GIjg2kBkOCWPA7MuDdDiblznbbkTVaLTeQX68sKfJWSU8p29PjSCx81rRizBJGJC7rYk1xMGHM0O8OtIG5VF+/emWPz49pWhOdnYcdhGFDhyzOW1//+Z/bd999KziWUQfFmZCGY6L0KCDSXI7kKDgWeVkeYjtZqrWsWr2yx4ehlQqYPkzEY6hWWrZczORJ3Gzgw+4d4Ph5Zd/8xa9tOB7a/cePmpfd3Nza8ImxTtlevvrcCrnYPnwcW6ffsvl0Ym8+f2MPd0PbRG6VyLphdEDnJh9quhMZooAiwBVZStN+0e3b99/9UfCn0CXoCMWSPpvYrsjUSNXJV8TWpbBiz4CaYAkJipTZYPq81YNQgCuZQZfKuKdt5VEu34ATHgQc1lzuVTsfzrbZMiZq6wL1y3GnuazOCl2wZ6V9jZ9HYjrDDQHNYwyGgxuyRQo8iiShl2fXoKIZ1rtCl12uWZ1QidFIHTtIFKQ+GhRGbtPFUqif0qYkWwHVgAsDg7qs7zm8R/bo2cEUxhgKYc3IWQdfpx62bUJaV6ctv3ueI2eWkp5KTgLj8wewj9NscZQudOvT8VgM6xWIlyyBHSWSfFFJau5hzd7l/OS5UMCQBiUOCk5XUi/UhaiReQzagBcz5z/7D9QAJQnr7PLqQra/dMS8DxQlyLggV7IGGf8p5KdG1KUrJlCDkO8uFFZOWO4lIJmh6DjsAz8XXCqY8xlvseiuY/O5OzFKlgnJjh8F1O4oXwdc0mgCOYspXjiPsgvTZVXs/aPkb3TFXNIUgoraoTHCNheCMVp7mpEl4yyXqYG8YUwDd4AGkybu9vZW7Ghp8VuXYSKzcmCSA64tTUmDvMI7OXOX27xLgPKTIBJadw3PmaPI0JqfEvo28wh/IXRA8p/iA4tR5wSCjPjChQYso2ScEhdN5LpVhkx03LvYGq2aNbv4oMZyZqLLpJrig/D3Qvw5T7EgJ6C+5WymGTUbaL3Y2GYfWa/b0WXK92eewYXIyyA0/TfffGP/++//xeLd2fZpjiMLWOxjdc5u4J+JwZktK23n/7L2Zr/apul11/XO87jn/Y31VXVVdbe7O3YnxI4lJA6QIgVFiRJhKUqMIoE44H8iJhIicAZCYTiAYAcpYXCs6q7q6uoav3HP+53nAf3Wup9djYwEB1RobHd9397v+zz3fQ3rWtdamGXDDE+ek55DWMLM1dNOD5z/OWQlplWziD8embBikZxjs4CFf9CCQkiLFjRAMyY+b6ksiIr5GEgEM3IqcgRD+AxAbxw6FsbpeL1KZrtBvp/niV6j4fNxQYCk6OQbLTxtYfYulUBnY9ah6I7LUSh7r42/o709rAq3ax0a1mI4D7A+7wYLVdmS+lwgTFATesGqkpb4C16narcPZFpRqx+LIQkBTQIu60Wcn3Ti8199ollYtQ7UAzMcXV+guYoKE4odSFG11iMVToVyU10o78auRRxPIHk0nD0zU9GVdpI518BZFB6aheLsJTnViYgVEksQM9JjAGaavIOz01pMB1ex2rEugSLVQJZsBCzIhKAVVLl8XwhPJISnz5/E119+HUe9M10w0IB2txf9bj9Gw1sVC++9/yLu74daoWOWx2UloECwg0nJ82V1DZUd4Lbnz38gljTdnfbxsdDbW8ULtIXxAvA4qmXUTrIU3aFGtYze4aPIRVMrNrEeRCGHN/ReyR293B/+8KN4+eob7as+On+m+Tjjmuvrq3j2/Fm8eXUZzWYnbq5u3HmUq/Hei+fxzbe/VjdDQVyIVhQZsQwWKqyBa0Em2HPn8/FcIGFS6OB9HXEvcReC92a1kJf4oyePotlsx6e/+NQ6vFtQi4rY1SBSCOg3UA/LF0Qw4izzj1S78F2WGA0kGK/5cCaA5BkXKKbh2zp14kR7m450wRrTeiu9d+IWXIn5BLLOLqKItzi7n9adlycyBggYvtSrllCtwnR3Z8rI7e7+XqIdWE52uugCb/VcymVEQriHdPLrGNyYG3N0ciLvbYI4XaXYz7N5fPjRR3FzeSmIHSifsYmMU/a76LQ6gtl5T8DBIqEiBCSjF3bjR/bErbBGhcIZzxnRCpjPOZFfZW6yWsu/FlImz40NEVzUrLFglErrZMkZy9swbkwqZaxhLZHJ3YcQKaJoze4/7Bln63ritkgyOBfTBZ1kVbNVsdbzFLY0KTRkXrHUFgoQNBLBSGOyKgdPJSkmUkw129yBtQpu/b48hC6POd145XS+b2A2I1oE4XKLgttR9A8sJsOf5QuR7CXAtIN3wtgPdTmKzjPF44xIxx79GOtV3vmCBqgkNjh3rtcF4l/o7J0/ttQoKAIoAwRD+C6//MVnyhclmNaaW1vsiBiee/TsmInUQzVJ9QOTslQ0MYkPCgsXKy6Wr6U0xYVWy2FtUoIAFR8vhk6D2S5BjT1MFEuYgUmMAOIWL5EHAwVbxg3eL+UfOhHJ1RXYdV1J//b129dxcHqg6lKEqXJV3QUBlfUaAiGVPFAtu5RZwmHFQDuKm42o50RyoA7+b6v0bKJ72IiPP/5R3Ly7jz//V78Qy5IvpIV2aQiTcD0H4SISrL0TWInJkErWM0QuNGQHOb/Abp7P9RJJmrJsa1lpRjNLIDrBMAgcrAVTYDRhKBi4D5gaj9G6Vqp4MiRGukMlT4Q6VAnXvfubZ5ZQ1CK5tnRRXxF6QTeN2IIvBLt9vEfJNpY8e+GikXi4TL5sXvVhb5OVAZ4nhYVg4xUuPV5RoiPVnm2xGu/evjUNnyV1cQcQEOlooR0iVrfVkaDEYIJQiVfUCgGblsX/kRMG3eoG2BJRCEtBoh1LAEQruZDDhL4VkzkVPR0TDjFIy3n1RpgDTG12uOcoRx0oOFLtk7TFLF9jvkDiuQUnUeHGZ+G80cFgBan1DAn6UymvIrcfxHqDtnUv7u8hiVVkk4fyDegCLEzOJOtCd7ejODrtxsW7dzEZQUO2+MGTp89kIMB4h2p7PBroTnEW6Ap47gf9I9nucacETTabSjJ8Vir4y3cXSkasuDGLZ/Z1fHocv/zlZ3o3sscjeba7gtdAOybTZTx/7wea2fK8Fl3Sn2QAACAASURBVIuLmI+xcMPBpiFEgzktP48gQVcAsnV/dxsHB/1kkEFC7mrGPZ7g15uPo8OzmM1vo14riNh0fTOM6zd38Qf/zr8Xv/niq1jL6AQI3uYNUlUCkcB5qcx2BHaNO5HedBY03jILm8wpb2EJn2DZ6L1Vb1Jg6rLTTikFNvvC0vtmC4IVPAxVhmMFe8YPkOHkBcyoQu8fA3aMD5rqXLsHXh0iNki0B3U/zGbKValR0WRg3s57o8slJjEuokPXFgWoC3mejjHJidYoDJLNoz2Gd1GqNtMeqJ/B1dsLnafJzAYj08nAKoNpp5pnwi08f/Q4bm6u7QW9ZO2TlbelRGzY6iD4c8blJEf/DbmVda7dViM1EhHkMwp9UBHgamuA2xqWFUQKEgix/E5ZIe7tqpWtn8Ld4G5TLFKsazMh6EKJFwuJABFHaCxA9ii4iHskP0aAzKu1moTQB8RH2Sjx563lTYOnlVO+T+q0ibF8BtChzFSFPWfZDmr7Yhmz6ShefPCD2OTWcX5yEt9++1LnWSuJpZKe790N4xPUEm0WAnoIc5k7Jd3oPAkevkZFnw0xKd4BfAs6booj8sDjx4+kRtY7PJAvO18IzQMlUbQhKHTSbBt0Bk1+vNn3NEutboK50exPSOieURDn0u8h98FPzvbTEReU/b98dKDZz2ESInJvshKMP1YGlAgS6YXqDGiBoMUM8frSGtG8HKohVQtrqh8+4FoXEWiGSmBKgkNTc20DZA4TiZ8qj2CoykfJPxf1tt2UgG/G92NbrSEYnlh6GqArWaJYQlfqKqqGnBvdK3OLpOoyuB9oVxh1m3oD1a1i7Iv+DG9f3cZqjoovnwMvTeYenG1mvQUlqvFo6IopeR9LWB43IpE3gCRYc6HTR6TBurulMnNdukj2Ltmv9bxBwSfNRvhdkr5sNyV7R0XIPAPLNBIiswkL4uOoA7vXRAGTw+jQqjGZLzWroeIdjIYK/o16Q2IHzKRAMehob+/u4ukz7zLK+F3iFHzviLx0TxEF4bOb/Uvw49IxGiBQwYI8OTtT8SA2ceQkO4pkpjpyuqJ8JertdsyGd/JRhSW6Lxw4cCIqQmWfn8uDFFiW7orvrJ3yajHmA3fglTozUZJ2YriKoW0taf7hmbPiQOLS+S0UAhIazxUoUStrBEHJXRZjCVzGPG9mWFpmGA/77oS9fLx49ihevn6p51YsjmQJSOGDKppZwWN131xckD3eA4EbJTNQIs66dLRBZCbA7mhwWyqPtRDgMkFuUYgJDl8ovG02cv55/Phx3NxeqZsBWmQVg6KRe0UAIoGdPzq3EEq5GoPxOH7/b/z1+NN/8WdKEALS8yUZDYzGmL6vJNpAMnv37vJBBAGImt3HH//4R/HJX3wiZAPFN0YRqFsxT+NuMG9k7sV4YEmy4jMkNTKliR073uyTN6NS5V54Tx7x/1qzasUoNIabFMJAovt4/8VRXLx5G99++5WKCqBFZqF0lXKiKuNb3YiLi3d6v6A2ksBtd9QJsbPOCuTVxWX0jg5jfD0Qi1XFqs6yjSg6/drDuWWUwvqK9MuWRvmA7rXaQ1c9GGmuSWwhWcCduLq8ERGK0y/uSRLZyFAvyVSyfkNRMUNNbqOmgQJYXBqZ0qOljyyinXQkc4jRQPAdEZCJmC4mtgQl1LAuVi3FgufMuhp7/0j+qtNjbQejhZkSL122kMhcTmQfJBzlZJZU5hgtsZakVdIdmx0Tie8wpqtXG1qj5N3w74Vioio2nIlsNRxPxRZXDHj4h6YAtKAUK9Z6iElsylC8ThgHWGXNEqfeyybec4+54yQCiiM/Rxdn3BE56OH8xjpbMg1Bc4KYS9FFchsOJiJyxtYWtzQ8zV5LRE09T8wYplN5WNO0seIDAsPvpxFTh14tS4dZlqadlmQz2ay5u7nTc2b+f3B0lObc9nqGgAmqcHJyHPd399HqtmxokjQeQMvYHpLPsDYn9tKp4GeL2IaojnQlvPlC4wp3hKejRRbi09MftfarGRCdOy1BrLliDPBH1DrNKkr5UmzzONEAG1vmDvgZooY8HbHvW7FKBESci95RV+wwQgIv1PMa4/qSG7u5SR6dFllwJZxXdwVMYyEEVknKluRjhlyGsj8WWYH5Ij9ThIJGQ4NwQYmLdfRb3bi8utDPxLBAxINyUR0aRCQKAHbrkBY7ODiO+WoWuTxQYTfevLyUbrG2dCR95LkiB4V1Jpk9y7OWS+FZLs9LcC0HdmG1mCyoy7Q7MJHHumtiz1Z8c+V1hyEBc5W1RBBQuDEED7QJE5T5ri92uWBICNiI+Sq/FxSA2VW309WznS8hvJQlhcc/mGOsl3PNI/GPZX3BvpatmM7HpsVDsmpWBa/RQdHhWBPWohzuxkOdG7AoFZ6ZuQwT9lGrl9S5kJQ48LwP7MjyO0YPBJ9tsB3EGtbR6YsoVOtaSK/msXIb6IDy2dHuJei0+13NtzkfsCIhYxFQgNsmSI2W+rHe2hmJLpCZM8HDZEEKDOZyK+2fStcJ2b20UkficPDc689lsy0+I4nKXVDE4aGFZmAQw/7e7ezzyvNZzMciaWW6yZYiJbgQhM3GRM8aiUHWQxh5UOT8ld/9WXz22afa39bZToLziw0QVldWbZ7ZbS3Tmc9pXYGCD1RFkHQblR4S/SLqlXrU2vamlf0iW7OyO8vpjt1cj6LfPxDkNpkgO4oYC6MVSGko0+HkNRVqRJdHgdasI3toVIB3r+5EWtsI/efkm10pIagwFaufnft2tx/DEUHFz9O/i4Ihk1Sv6e7tdyBWkDInIvQdH53G29dvPHNHJS9JZ3JHTVghVmA9yE4qBB1mmiBNlbi5v1ehwnycMQ+J6e2rN1EtozuMkIg1wvOFbdRbTQkeyD0HXfJtaPYNqkCyBUKlOP/gg/fj9es3ggetpW5OhUZnkLP4fIjlTKbR6fdt0KFipKJxDopUcBvo6qX7LrjWO7fiGHBfcD0bjeKw35eVKixo0DTWN/n5JELuPKsyjV5HYwVEdCC4UXiAXHEuWW9BzvPZs2dxeX2lRM5eK5+bQpZinPsIDMs8WeTR/F7ompAGCU2ATLBW6vUxmZ/At0BhLc8zXCpeUaxqBVnrV0hNGmnJxnKUJ7JKlNe4De+Jh2Y2W6rUWuQgZ7UHHeZM198cGzPYIXlxj1tAs3hvE1hwvROEHNFudrQhIIchLCp7HTUUIt5hCFKtxHxkESlxZpCf7VtzIBsPmvzmdU9iXaZeJseksGkCyZHGEzlg0CTm8yenJyKyLbULj5teRLVUEU+HmPeDDz+Kr776SrB0qeL9ZPIZHTTjMGL6hFwA7L5caex4ev5Y4ky5939+smdvcXpLpeR9XEvU8cCtCUtggEi1A4aU+4m1QvEzJJEwg+SZkUxorTn0lQZkjLxa/+HdSNmfDwDMy4HF6QLykATcmeOw3F0n0eDkYgswQRZbG9TDWSJwAmVvV8wNkkKTIOCaBuqsn1Bh8Rn4LrLDQjO2wlygoRdlssUuBnf3epmtRjf6xw11OI9OHsfr12D/ZhTbFo7AbUIVpCA6dSpJOlNbulmmjupdFmJi1VWEIFCxAidzgGHA4oCxnFElWylGlH1Wu4DcihhLm/jF35HbTNpLkw9smufayQaRlI1gHkQzODBUq/KA1ezGM81MPo55GJ03kBjP47DX1XdHuecKbVxms6hDsRKVYx4/VcHC79I6miQy6T5QdAKybIsARsDlIBdy+zg8OlI3M2HODokFOcUyJtYrmQzM5vfRrhdigQZtARchiAwmXQin0ix8H8fHpwq8PE8uPDAZa3F4CO9z7GYT3Zn75eN+cG9/YIrDcl0Xi4ILti76rZwD0AnBcUgOJnarzTs8L92hWV1BHCOi32vFcn4Zd7evI5/vJLm7t74465XIIVxEiFFnZ4/i1atXYh4r6d1d26M3z+U6j5ffvhLZ5L0P3hOpiX1A3g0donbFCTjY+EUI4i1XTEDk2UE+WWJIngg0Zoq6g2BcQVHLPIk/v5jO4/nzp9qLJWA16814/epSqAAXnzU4ZoYwVsX8xyptswsIiHr+kMXQMWcMBAy7TpBdqSJWJwGNSl8SpY2WEiom5iTuxWof46n1fDkzjbpXtrLgXShDDrO5ujqKNXKhdPNjQcl0kBJawFErrTR9+PGH8dVXX2oemxWyFDq4FvX6Pa+VyXFprM4UtAMewxqN4Uo5nj57Em/evJQl52LtGKDYJKciJ1dIa0D4n//qcxX3kAJ5H4xp4EoSIG3aQoKHCIZsquUYIeIAd1IAurhjxYatj5K6a+7Vyfm59mR1ZtQZogiHEpmZs6xdso/fbXc176bAx7QBnXeKEQmFzEC/rAwlH3C8zqMQtQaORezrUgCXxQxWpyxPyVwM71gZxFcYZy/7f0Nk5b6oGMGooduJ16/e6jvLT52R2hT4nmIJJjA+3nauExKZNlsUqBitSFUO0aWNkDM4HMRHfg9xW/r1NGg4dsmBzPK4ctxi5Jh0wZGlPOj3FTNBykaTcZyenkqUg/vP3H46H6ngLKCMRfcvLoxNNhiRDQf3QgbR9ga9IC/RoR4cHQolQd2KovHs7FzPB2QF+DlTUmPbgO0dZsUgR4rzlYoEhbicEGMpEPgdx4dH8fbirVUbZyu9K2IIKnmsjkqqUuQswEPIWWURVA9PjvUe52OItBUVGrC0pVP0wc9PWbeLyzdDfRCSCQeOD+5hQZIoTK4dPPgsmBHweajMIgm0JFKJ4XP5pepUU4KhS2HwTUWdzWilUES7Li1nGMZe3AaJJshxULziZIF8ngZqXFSS/DySO7+dn4snJpUfSU9KXIgSVEkCThzz5SrqSCLi+i0jBAvQk6QH74Z2C1mztL6QKTPfj/+u0sB6yvrMGfSU+TpSoEiirszcEG1imN/MzSFEYTA/ddIHDuu0ZQROxQ5czr8z7R5YwnZuQNQoMWG7x0G4ublLzFgM++yqxIsX4WLNjLocJeAqnjvL5nRxaGlz8SDq4NxSbwoGdEdjr2Hk/qj0UaGxLCOkNMhw7sCp+o4ODhXwONSQumyT6CBEIKMbwUQbGcVOt22otEQiqsV4AmQ00p5pqVyPQhGCBbvlk8jlZ1HIs0/HXrNZphRch8eHkr/DKSnwx13MpRxVyJWi1iyJVauusdSIWqMrRS2ePzMdzp4kMgVfmflMkKVTgEyYwf12evGuOgWVBCRAe5iPJYnDfW4dk/vraDVQDtpI6OLLr78UW5Q5rMYlCLa0bDZCsucMHB2dCKqSxncOWM+zXDoiYGm6EHZYEV2ZTlEkKke1WY0F+9WCzU7iu28x72C9j3c6F8pCIqaIAKVgf5yvSBd7c3+XuhASylp6z/AgLi8uNCPbbby7LSvJsMA8JC9s226uB9rZh9nN+g57oQiUWPbVxija0acTqDCrmykBALXSZWBGQAeGRnmh0IhytRkrOv7dOGZY0nVb8fr163jx/odxc4dgQjF++MP34tuvfxPz+cQriZutmMzffPVVnD2iE5gpIUFUHCeXK8kA4r8tJaJKTDBrQXQClI2ODSewfU4kQQpIgjcjGMR4QCV4VhbYgd3qTgz4lgDP/PPq3aW5B8u1NgEk14qMKfegWo0WWsPX14pN6GBrXKQza0MKil6YyEcK2hsxgCliuWt4w9Ihk5xNFjRZCN4C0HZNEpQQu/KKkaMBFpMumDM4lu8hkxJGeEuYxza+AN6lSAMVyYp0rzbWVaBc39worsG/ATmiGeCe0wHj4sQ/JLEFQR8XuxLcEL7LMPoodtGxop8OXJ+UzuhYEVEiSZplzd730lsrYgETj20gIsEKJCilBwBaauKpfNsZh1GMCQE0qYti2e5uhu65K0dHR3F7d6s7jKjTuzevNPqkC/bWCzoGtXj9BtjdPwebSs46dw5Ug/fMShPFKp/71avXgrFBFRl58jNQqJIERrEQT84fKaa+fGn9dr4bRcPTp8/jq69+k9Zot/G7v/ez+Jd/+r+q6GRdjD19Zs6sfx0eH4ldfZVkWykiuIeIJXEm+Y6cR84wv5PCJvfez073s8ky5qNt7OQYxHzSD5UqmkMEzGOoIuRoQyKZL2bRbLTSDuVOlHPEJphn0jFQUYtrxFIzL5o2fE4l4VkCiZCLDVOZuRiOFRAakMuDyETns8lDQy/KIIFuj4QLjPTk8Xm8fPVKrX6xUojpcKGkgkuP11K0ACAoRXNsIBEqbeBchEWKaScZlww5fpgIohluUtXhO3PoeAYZJOs9W0MyHH4ON4QrDpF0gJlZaT1lqkvN7Fc2YmWg8pYOPxcHxq4t47wvKY3bOofarkAcGCpHkpsurMg+zMTNt6g1TJ7AHHu5tB2kpDvZn5XgA7Na62pDduBC0hGr65JSlJMeLObsAtFtS+4vdYeQaOSDPAXOaitJEzylDDZfRKvXie1yJXMNEnCpVtScstHsx2pJtzCL42N2On25ZvNhVMvuLDKmN9+bgA9pBhJICT9TxgMIkuwqYuDyvPDFhRgBc1kzwvaRzADoCnhnfB+eM8FsNvXOo9ymxAy2H6qlAtsKhJxl5reQwrhIVM10C56iwrwcxWT8Jnq9gxiPhzbukEUilfJCrjYUSsDCdBqQz/icSNdRUHT6bXWmqHXBk6B7944uWtBmoEJgoTuChKfCYRtCI9p4FLOPLuGbdTQ7doNixMK7J5FCZOSZknAowjL9YIIQkNx4hLiM4XbWqgiATfa5x/PodFkTQYZxJcSg0WqL4zG8u9e6DtsBKkw4D8wvWy2RbCgaG81iPHv/uWROCSz7Tcm8BjnLNOLy4o31p9frmMEEbR4o6A0GzLXXtrDb7yVYwM/jc9moAJ/qtbTKgaYFcZZLemYEV96d93Z9XkR0BM4HCl/gosaqCnao2OxReDMiAg1jvmlmLLvXBFjt49JFwuBHR3m/FXpDBy+7Pb57MSfGOSgEoyFWf5g9UzwxR4TkRmyYcsaPDpXA6HQg59E9MWNE9F9wp5ArmyHY2Yj7WRLahZ476z+SACZZsW/KGAORoPw+mp2uPIJvrm9UxHNuRQAsleKofxC3bH3kS/GOeTmrTUXOL4Qs9JtL6ux5LqsVKCJ3wTNaEDZ5GDGSoVkqmgip4kGIUl5a8qA6xFuK9HIdn+1y3F/fqdhF9EP7t4yQUAobjZUcaYLYzBCikkQ9sjEjDRbxhcKVYs770SJ5KEbRaNFV8s6lkaCRpIvZFdr1BZ8J7tNiOY3+ST9efvMyTk+w4qRB2MbdNRrtnkNzh0CJGD/xWYiLIKriYAjtscwysZHzj1gG3gLsq3vLgdhs16Z+r+87CaoB1M6YDr2GVjNGw7EaH84m5DHGfTSPGj/27MLGdxRitVwJReCM0YTmXvzsfM/ubqPejlffvokcbGNmdyzmaXbiZXWqJg4y80IG1sCrLCBTvQFJaA6IfBf+l8lgAZEDWQSKXm7WLRUIhw+M/PCwr86BhISOKH+W6unR8zNVH9eXN6n6hMGc174uMxQpHKHOldupq6DTFMwq83Mbig9uEcl3wJa7EbOJHVUx6jlAQ+yq4bADASCvg8Tf18B8A3wHrMT3mduXc2wpOiI4XSFHXfAQUFCq8vi7JHqKAv7hEKE05dloXoGGsSaKS0C8/DiZbKMqg9XY3FrTBJxOvydBCf0cOFRJpYvAwTlimE+HD7yIAD9yacC+Kl5KJgB4no/DSVHf4bvvXka+ZDm9bFUnIyi1e20ZZ2sOR3HBvHq10WoEc29pCiOZiCJXFa1i1hFAFmpalyDYgHBUyo3odo7ECq7WEG8fqstinUjqMiNmSGaWMzqgA+V/p1pHbIHvV29C/oFYB+kKqH2qVZ4ZggJr4LyWXJaw/pPqTTHn1asESUJo4nsokaeCj5mXdterZqQzm7NLlJ+t9gRR/qqjVY6AxUzrONYxpxM0FOdOOy9YnF1TxgoXl9dxfHCoHVuNC1CJ0poI6kkzkfpQVFMnsbKU3XrvVTPex+Oz8/jyyy+1Q8yzwkxhNVvJVo5illm9JAQTE1rIC0FoNVfXQtfLfPD8KdD3a5uPr5jJGv5EdWqWWMz2jc2rMILoJwUnrhOrgOzsI+8p7246DeBL1lpQvJrGyfmBugagd7p2ivGnjx7H1c2lfg77u93DrrgNkM4qjVacnz7R2tlXX38bq7mFDzgzQMggCyA43CU6iE3SKOffc5+lcraxnCmETRxu6AYJfgRTikfES9g5xgJueHNnboCK9X3UELMBKdvsY7qY6wxB0AH+5r65q2QmiDqcJXO1coiHbpIjhZ1bTlKY7H6OhzZKafc68fbVq2iBAEF0Sqt/FODwAnlmWUzjjlm1zeIS3Kkt3BzcxcTGMUmn3rR2N6MiCmK+NzAlz8VzWoowdqqTJKakXtFRBp4mXBdivQMWrUl3m2TK96CAoxCS8hYOdzznCM1RGdE4YSEFySYAMUz8S/EGTA5tP5hCqJuXFjJQ/HUqpkG9DNmzQSNJ0LRZQbKnKPI2CXrgPve8Hyksyo95F61eV3GUnyk+RtGOX3SP89FMHTpjv2fPnoplXK7bbpZxgfzWdvmo11vx3dffCPGgSYCPwtkj1xAX+fmMAjhznG8KdPgqjFlAIOCc8Czu7gfqnL0GtdWYgvdOnpDQj+Q8Hc84PNxLRin6ncnUg+YQOJ730z/oa6xwgTOftgTy0kjQcz/7sLcH/2ZgTUewnG7i+i1KRxUFEs3KigQgAoA9FyGWUGGCd3NAiK7Q+TlgGBfw1/jFLGFbZrKcMj5yIsjdGcJjFiQpRb0D3rqtodS5VhFQZyAP/Mqcjgqj5FUmOnIcevgsjUbMxkPDSfimFoEsI4Zjd+gESh4ErT/QLSQDuiw71ACZk7hMjOI/UjLB3UiL6LMHmUqpJYmY4dUV7dFKbcvrUbwc7eRurR5FBSvN5nxo15GCgtl6u2c1J34+81KgGn4mgY1AwMviWaAFXGsgIrLUHIc955Pjk7i4SFAKHTsaz6xaaXevFFdX97IppDMSoYfC6B6D77bnfewXI/9Z8fsC8uNC8g6MCjEHK1ohquV9Y0yqBftIoCIvZIICgYMo1unGs2eYzrWkBGP43ygIgRORdLq9zLUEuI9Lx8+DxKF/VymKMcwl6/WPxNKly2Gdg/8OtZ/Vhh1xZjZ0P3Rfh54HjkaeI6M2JQOKpnybefcgMDY5MNtbTE6Ja3je7Y4YMw5m5Kj7gJ5MYngPs511unmMxgPvOS9WQiV4X1wkigDUz5BkHd7jMERSw8+YPV17RfOMsRakM+ZzsroDoQZiHJAlkCufG2ifM8pqkmwj0WEfT9XhY1UJeqMqGuME4KsdxKqpdXSlUmTjCd6d/jVSh2vp2kUDsth0HvmcSY0kPM4wz57NAIIc0B13GcbxH/7hH8TLl6/j8u1l/PR3fxyXbzEeZ1QU8fjZ0/j66y8F/wJ/E3xgINOJAf/TX6A6R8fAXnhXjk5XcX8/iePDXgxurVbFeQFipOD86suvk1iHiaAmyO1UnMlbfD4XUS2b4WdsWbptuWXpuVhtSF1esaR4ttsubWbRbkelhk78yOI0e0Q5EN3Amu4o7WKzMeHtDdAsdAMEwRLj6Cvl9OSEQXyiK5Y/dwvC1MyGNFWY/JW4H95FuVDWn6GI5/PyOUz6McmNhAVjn8RweHQY9xQPrPWs17r71tvfKnnx3RZzr7J4L9lrm9zD88dPtCp0dfUuHj86is0SmdCJ7hQQG4Y5GGJQhIN+aYdWzwvBEPap94prnEnuEJwBRmoSlmjWYjGZq0vU+tKOtR62F+xDbujYBSwJqNtuSZGL60FHSKNjc4qC9odV2O2T0UQBx6Kxnj93lhhKTBGJS6tUtcQ/YY0Qd6K1Gh92a+9H9zp3NlWgcTHvhFEIvJbLt1f63Yw/KUq02gbEXazEaGpyMd9ZhRFFeD5n/lHayuFsZN+JpAyfhGdOgS7NjCKEuyFkAerEBJ+jn2CuA/eKOEoRPBjdCyXWGp3ij8mZqvuIuQcvWnsgBg6vLPnSgHu1IClsxJaMGU07ydNrNoKHWMsZj51cYXylfTp9KZr8tOJBYJMouNaZsqG+d4dRv9JMAiNoeTLCeDNcSpIH9ik1iqrOqyQ3Sd2ZUWjJwaWqTHQ9qdZIpvxeDjjJlcOPUhVBbzxdxOB6YLhFLOPvWdy8HC6fKtTi9+pRHAZegPZJEwZGNaiArsrDVHsevAQfmMVq+Z2ksRPMgnXgfMEcmPWulQwaWAxn1konZINzOjWrswADMtSXafWe5FjVzjJUfyQd5c1a9XegYuqwdH6HUhCBmOoboo6tHrlEHHh1mnQ9dE75kN6p2MwwXouwz1HY2svcQWLwIihBJDO0T2KoVK3QVCCwJBcT5uNZQBmMR3F4cmh9b9bBthutykCAIREjksIaiGdRsECTcbZs09bR6TYk+cblZo0FaJHgQ9LiLFQqkM3oNoCCLQvKzGu29D4flmWTGfJ7QI100qAHfkdcXAKqGIjAkMw6a+4OtNOOB/N8pY59v4Oxz6za+5gSHaBKJ1EjKQpHYT7TDJNCDgk6YDTuOEkNNSICOIEJlZ+723t5nF7fXsfjx+dxO7iP3XoehzDwl4u4HyIY0JAjGH9PDkudjuDRq8tr/V6CF3PF0f1YiRvW8vB6GiePITkBrzM+2Uh0hmKay08xxW4zz+L2+i76R0exnq9kpMF54AzzDBvtlgo2UC2qfs4SRROs1LPTvljfsNLRvC7RgffakiIFmqZYIABy9t2hhM4m3b7dwioK6Af90/j8V1+rSNxgYl6r6O/SqVy+uZVtKAROJwaIU+y95+Lw5EAJWx3O3nq9/C6gX1AYIH6IMQhXZOpP0gqo1xSc2wdY9eVim9tzlfTnKXT6x4daP2KXmNk6qyjcg8ODA3XcCtxqBpzwgH1drHpf3gRNxwtGZJxvEvx8yq64V6GIddYMAAq2fnnWea4ZG4lxrDG9kBug8HKtrUp8EgAAIABJREFUrs9H0YiUrPg2JANEdzBv0FoTxaL9f0km/e6ByZJ6StPYryFIlURQZA1RZgQUhpjCo/YGEkTDoWRru8NsN/hhswNFP4SImN1utzKmIalQpI2TU5kEUPI0V1ZDtL0gOtlYObKBgJPZRoUa75YCmoYMtBR5SMvgEtMg9RXECifOg4bStUqIBfKk7mpZspOMGKSSVszHcrrUGI3uXloAMoOo6J1i9nCDGRD3WtrpJcdiCGEbRl1pIyKpeoGS0vmDjgGl53O8M5M21WSgR1BkLMIeNc1XLW6ursWAlxVscrQi6VPUcy4Q3GE1anTLrN6jML43n0kIzS6ZUJz9oLun02IzERYZSYALUiju44MPP5C83s2b+7i/SLtckpUzMYskQUUl2y4gPJIJykvAOJpBESy36jjk8yvpMuZTHkZbA7QUiynzD1ZwMDueqIOWChTswSo7pdX48IP345e//FXMgDA5IGjbpnktQQjIdjZmR44DZQ1q5nJUWDwAOvjF1OQCKjGqLi66rL7C7klKuGX8cV3ZAfM5qVsVi8+vjhOpzO06DiC+vLlJO8+eD5EsYfOyTyyJyAKKNJZw40Lz3HQQmdd6oGwBEohbWJ5tdiI7kXxyezxJScaUSmbBNtHflXUj3p92A5LdFrA+WUD/mJDE5aJrM8mLO5ETWeH67tpQY5plc2kk5aeihUTDTN4w2tvX7wRhSgKR1SYgFGQzk9ACiU46wHTStapgLay9eIBSBiswr1mq4gP2tGIRZwYVKmbb7qAPDnoROWDkqgT3gX2oFhltEKi3zMTa54K4CHRaoM9tY1ew1Zsl6NxB8R+qWM3x6LZxzZl6j53vzXfhIk3YHYSMJ8iPyhtnnKUkMhHGwKicDpzPC1ubBEByBgoF0rZAicVhmAlrpxIp1DIez4gYLM2SbniOyz1gtj4e36uYcsfvfWTZTy6Zba4sHjNbytaNbjp7pzKdpygZjyWUQrJE35bKGmcuij6IaYLUVyt1eILJxDFgn3km5zD+PAGVf0WBxfPl35FIVKihULffxNPHZ14nWy/j8uLO977gZ+zPyRpKXUXd/c1Y8ePZ+08Tb6Chu8beOChYr3eq4IlcJtaDPH/JvCKZKr6JoXH4GCbJoOiGzWchTiHBXV5rductgb3ijTs3a9ZTELEWwsiCM6dqoEjD4F1SimK+I88dbXlwVmBSkTSHSxWq6gilA4+Aje8QM2SZwKsDjpiN8fX2c6I75jsAX/PZICihZgfKwJaFdlfTRgV3gYYFrgv3jM+i/dLhvQpg7j93RsQzkQhRcYKImFNxLeGWqY0KSCAUBdxtSGB4hu8CVInd7I2Uz7L3ynPCvcjGKUYTrY0+UHwQsVBcBccOoSPA8czs5WlsgRb+e74LAiK8r8w8geeX8UbUgCxXcX56Fle3N7KOFJxNIlyuNHK8vb1PydLdtiBorRo2tFqmXflc0R0psDGz2DCTeiUhHoia9ofmGSL6I/4LHAsauJ0NVPi4rK1yZik0UJaDsCfnpBQb4SJwpzKeAe9f7G0xsGd6XiRuxrIUvXCjhH7WqzG8H6tgEAtee89e6RK0rcIMQrE15nm2JF/cxGhi2BWmOGN8lXv84cE+V7TrkdZ3MrF7ghmrH6xnHPbi20/exGKxi+PzwxiOcBRC23krtRPYjRBxWKthmZkH4wBlk3sODUxGoBIOn4g8KEelBApTlI6Y2RKBHbhMKyIM+Zeo8aC4slOHzOyOioU1DDpTXZT8TpU8q2PAIkAgrAxlFm/AxNzH+RRrLma6fS1WUzMeHx6KcVySlBp6uisrfOXy6tbokGBY4qQCJC+kPM98rqbKneZ1gh2idKhDczIIJ8xzYTnOhqvYLumOPL/JVFc0XyAryjmJGW3aaZOFo5e70dhmiE+C1e5p7OLZ4yfx1RdfaMl+zy4hFTNKoGsHJ6pK7pK6/LUlK+juVVwwj4clzioRnZRkMTciQD17eh5X767loMRsUTua8tytSPqQqn8yGklaUStR7OLCrp2OY7nZRP/QloJ0BNw6Epp0xVljI2DudyqQRNhpN/TsLi9ulBCBLgly3C3moOx1H50caBbHihtnbbVjv7SW9jIXEnNpQDDaWhglg8hJ6tMZ8y/vYxIoWQnRnh8FxHqZVN2YHcEWhRDBPLEQrQZG5dOYDthjzgcgAc9Ic/pgZaMm0QreK3cFJnWr1jDCgzABgvp5Aib+oijx5LQLyfOhY4zC3oQN/GZJ3BW0Y919kxQp8mTyIEitHrPRytZrcljJ6+dgdMFcktUrDElEdNEdA+FYxJF4FbCU8TbGmcYSo9ghchpQubq6vHdOhyBZAPLlfrIL7vWoXqenZAYiYmu2Yjx7/p5IPdwv4GDmcxBWnr732OIQy3n0e8ci7lC0Mv7g3FAckZSYcxZzldgt1/Hu3ds4Oj2UiAIzAEZJ7VZXMoYwVymMuB+IylDIcGd5rwRmFaI4LXEnZN2X1+dBjpYuPvME12oK8pdpxQ71I21lMKaiI85DqCRY8zNKWkGisKGophoA9ubyiJWONnHLRi64nUH+Gk/HhjBlzo7CXvIWx7ryoB+3Nze6d7wHtIBhtXN+M3MbCRzJ57kVs8Uk8hApc6wloo++jjp+5KwUMqNne6He0HgrdgUllPFg5DEhZ4yEvODPef8Wli0jvv5BR0gAaCAjKLp+5qDM56fAxxSu7B7jyCTfWgw2aimGFMQ8dlFJ52eDeQiuPGsSKYUBMZZxFYGRbtOdLHu0I6sakoHV4UvZQrGZmTURGZ4EHSR3a0cXiQjMeCQEg/h3fnouROfZ08fx+eefaq2OlR7vsF8JdSAHYAsIDwEe08npWXz1xbfqwB922rXFAdqImhn6/biWbXTOy/VaDO7vbLyxJx7geFcVofbq4jqOTnpqipDfxeGK58sKLciW3P3WLsA5LMRDxqoUNBXFQfQYWso7/D4klXu9tnhTQOb8ztzzn5ztqZqoRkiYl+8Qo8DuCT6oDzhzS80HijUN+SEH377FeH2qnUh+OYE9k37D55NKgNmd5jVJzFudFuwDOvECC9ueMT96cqpqaTJd6HAA8/JgYVq3m211r1wOAi0QNSWMqOidht0wkiaz5nR0kVSzTVe+JG9mMfwZlukFadabcXthMoYUU9qVOH90qoD67vWVqjIYb6ePDwUVS+1qBBRCwIt49OxUB0ezidU8jo7O4vLqxuLx5YIEDlDmYo2l0YbpN4/vPsFZhK4PY+utID0nRcTqDU9pfUZd1lwdAqQkFMMEE1FtMWufIAFnKz6gXtycOOP8HOQp5SFL4TKd699TDZOIxFbeUEVTGNAlZsLl/gwUcRI7R6Jxy8y9JOhpntiyIr+wq12j+hvqz6MCA0MaByDBcgWIHKicwYxFCL2hwux+BAO6Kh/OgezVTCiCValCo2blBipOLjuJHM1xCDRTZlP5quQjERrRfUYudMlsfx2Hx890qYGegaRkeEDQIEiL8drQn5VwPMgFMzBVvSS/cRQ1HmHOXpMQwXQ+kBh+rdqO+8GldjPpSuSDXWTOfmWLTlAGSC9CDtxNc6FRWCIRihmOwpeClwvZXretf0eXp5HD3pD8zc2VPaKLeERju8gzwu7OhZPPg4tIunUCBQGZ6p0gqpFLEp8nGcJAZ18VpIWzTgGSKwEF7mI9I4iC+DCDg8CHBSeJaaEORchBt+0thX3IyAFInCTEeTSRxcIbUoGa2kyDtR3+DM8EVi+FE7vCk9EgSnXGSBD5KPBtQsEsFj6GELK0ZkgHWQDtSOxTFe84rUm61sRJORCh+Fa2axcSuZYTZexA10Kgz4k/QYHQ7/UECPGzrJK1E6OYeMVzFYLB3HeKYXzdOsuViuBIrRGJLWVipmIicqERguYng7HIaSAcIDl8P/7h72R2pNwLirnh7UDdeEbwQnWPu8o74X9SlPEepKpUCHWadWavJQSGFmLOEr94z4w5gJJBlDRWylnCl2djRAmVrpZ2v/kz3Fn+oZlg5k4iIJYSj0Fb+PPoEpCMhZZAkpuMXQQxGpzBAm5LwhF+BTEKl59uu6NOUTr0uEZt92okEHE6PztXrJUWgWw9RRV6WBcEESUpsRIGxCv/YVkcYmnrc8ndZZOCOSqzcRubgAqu1ElS+Eh7n31nEXw30ex04u7Khjs0VPxMoWMan5oTAbK1APHBdwDEZcl8vaZ7NUiiTqAQ8ItU6NKYJmSS5yM4O1k2jiYjFVl0ufAa4IzAcbCPAugnjlUIMEFYbdpydGrFMaHFZ08P9+iESjibrmyxVgXS6NTi4vVFPHn/sYym2YUr5csiZBQ2eFLC4uOwsWbDpbFxAdCyoDWJaTAbsLiEyB/s+SJqkGYDBCY+SLkG7EXHXFeQJ7BQEdLCIxQOjMzlE6NZD443mVMFbcMELgj/f6zq1nH26JGCJhV7tV4XbV3whKQiWW9pxqe//HX86Mc/EKMN4YDB7TjOzh/H9eWF9vU6fZSzbnUAFojdw4ZjZw3oZ8mBgeBB0DrUgSYADbHv4kXjAwx0TlcxX8ThCYdiFHfvDMGulrtEFmpormLJREMYqqrTCgkQLAGcSysCEIFDe4Xuaih06FDY9yVYULSwR8f30/MZW4dX6lsFkAyW3oH2gc/wE3ZHKkH24UhdmMwqsPZi/oHlpKrjstAL5kKCnKpA2l794XMQ9IEAZYCQVM0sm+d9Z5IX71fMxkLRGsfNtiUwSf45LkUptmi3av5qf1AZUOCJvLRJOIkWly1gO+aq/r39mEyoLl3EePfTsC2/i2RExyAXruRa0u4UYrcZRK3Wkb4rHS3nhr/LPvZ4TOGGlKk5BPAF+LzobStAsgqGx7HU2CiQFg/ktG6vbaYzoicSZUHcwN61hQJne6k5t2X2OEdGJHDMIRnQNbE7O52s5LaUqdOJQyAWuFcnnLiI4Jby0xoJykHsZSaVH9Sh+LygJIjR89yRxs3uEmMnyEXHJ6ca1wCJsgcpV6FSXrJ+BF2qLc4Md5yzSUe7nDOz5dIVlFAJjkinajSVQ9oQ5j/kORjV7BUzz1xFDsKeiJrez6VDh9UM0RMr0ZtL9HYpOsxjMOHNutqcQXSD1dkwE65aV0BuQszYViuhA1avMpTIu7GeNKRQyyeSVFh3YQJEkQoWAtMfCJe4wfeF28HdAnX76U8+im9fvoxGtSFiEuUTfA4cp7ATRMITwiXdrFZx2FRAkEiJmCJqG7VSzcUwindFG57ojFJgsGJWyGkFbYCsrQwm2H6gO0UgCSGdiqRWma9fXoEyeM+Z+MBZyLphkBfY3loHYmacjAaIQ6BiWJjy7/h+hoyRUWTsNrdYxxot97bMJSg4uf/cQZBGdLAp7Pn+2uVNUC7yvMRCrUChr4xIyYq7beMcfh6xScYlJGoZISy0siaDG4obFAQzf3Tm4snZLBNCErMfgiwbJUqceUmrQiCloBd8XiiIcHd/C+ky2Uzmmd067zA+YhYttnsSiWIktJBfPa5vnZjMgamtKf7Rxx/Gzc2tkinWnaCmcFfo4BnH0eWjfEVTwx0kKSOuQ8HLiIdnh+jJ1998HQe9Y8VjijBJ/G5RaqtG7uCss+eAECQJFohasErEThSrKYu1F8oly4bP4mgRgyt+MSy1ZOaOewaKUJgVJHau1KmotNDJZQ+xTfUCdKblYFXC2d5pq1uXeAb/PZcJCJ+DOboba8cPRuvt9ZUG8W/evVW1wTyThMpFhLhEctQAvRhiZwOF8OAheqFMBHEE95Vai8A5URWNSs9wOBUcu1pupWbCgSXIL9a2GmNNhHkDRCEMEuis6e5hEXd7Pc1IpZbDugYdcuxiiuZqCgQUI/jB4oNcKtTipP8k/tW//D+9o1mC/OJAIYEHOo3FQgEahiX7gps9HrXMg70fvZxNo38Ew9ez02xHm4POTulsymyiKFiHjpbEJa/jSlGkHw4275l5I/Kb2mmLnS5QFiw4OOieEkR4pmhPU0VnovHsnorFDC1fxDqr35DwKIhIpiQC4B78aS3LZzaohRjopumAPF/nM9L1EVAI8tmzazZqQSrd7qiwmbdABHPH7ABG50cyqtpsAzJHQPFnnauiywbUK+id5JWg2qPDVlSrq3j96mt1BKAgVN0Q3fAVHo9mOguyf6swxy5KlOTu5l4JSAYXoBHInOozsVNJ8sd9x56rvDPmlvhBN5kBC1a1Ww/BXrKK1ySsfVJ18y637BblqJUTukPBSEKio2s26nF/631T27Xt9CxJMNe3NxIf2OFLvDDKxPOhkBoNpoJUeV9SbJJPrbsh5EqZI9M90r3Axn363hN1UN9+843m1kBOJFY9DxjajaqT0IxxDnuqt/aS1UrTRncEpSCK1fPzExXyZAxEboQAbPHKpXjfStwC0iDPiKIQRAdYl+DPaEpw9IYYAvnIPA256yEmA7EoCW7I87hQlGsNCYm7xPP2c7JjD+8AdjidPHEKNjkE0G6bDhZ43QgJ4xQ6RLpdTT5TYWcD+EkUq8hy1uLlN9+J7UzXnM1B6Zr4jiB5EiSiCEC7nWl/sSgUhkTo7rKipIGiFd0XBbUU9pL1KZ8RBIxzqTUp0Kh8Tg0JBRP648Q4OvfMzzzHHB8CJvKZpaqKRu4ZRQffAxUoIHHON92y1iiVMJEcZgfZHTRJkmQv1yH5Jdtbm8QijfsCPgBeZxNzPUkKG5GxWBNnj98NGtJFFnhKx74SkidEWuIbdnPDaIJ5Ll00I05201V0aYWqpmdFEuVMT4azaPTq8ZMf/yR+/fnnek8qXiFiSQoYYivjGjzZJ47txXI0uw2ZNDBf5ueyZkluoTkhblA4o0vBMxJKJwMetAWmiVC78VnceBuC7/P46bliGWIhfA5GTpDKiE/EK0RyJNJTawo6p8Am33CwcOPLtQ7re6QNqQh0UDndYSr1fGYnHBaRUTa6vbxT5TSdsvdmTVEunBwuRDjw3zW8ZgELqT2xvMkKbbKckpQixs+8wOVKENNqvxB7jQoK9jUzCboDkhlVIwEVT0aq+YNDqOsssHOQ96r+COyioi8WkjfDbk3zEea0SMBhvafOHAhvJ9nB2XgrwhAPGgIRM7MswAIb8yyYOfNyd9uCkhj/ndi6EBRQd8nB8B2LcdrtNcRyBnIa3IwFVekZbdgVYzVoHbMJ1orM1qwSw4E1k9z+xVn1TvXNv8/IbgowdKsSLichMb/h0W91gRwcKQKqCl4cDuZUqO5YNs6zeN4DoglUwQvk5jDTaJmRznMgl8pxpQyUiGoXyRuLOy/qK2F2YETSGeUeNE+Pjg5iupgaVtfCP0Hae3BUzq5SbYVmy0S6W5O5KBRgzwrWrJgVLfJRciuhqqpWm7pUvHMCKHNjKujVCqTEhvD1mvc6eZZUxhROBFUJocvX2uz8Tgc4eaEzBJS+363FDm6htJMgSTpfLffvNkI5WEVCwhTYlE4PNIbxC9AknRmiHFpP0e5lQY469Ai8M6ntJG1hyFK4pIC6MAMbkewhFjHw0dqfDSToCIejoY05kBxcTgVpA4lD8OFuUHDRcZFo1NlVveoBSY+fifdppVZXIYDyGIGMed3HP/o4vvwNgWsX93dU/5DiCjKpgERHMNZKCRrUXdyQQHZy8eL997z3uZzLro1gsl6aUNmTvOkihuOJGdLjochTd7dXKuwIrrPVSMXKD3/4o/jVLz9VYmKsyTPVrDu52XDOFCuYvycje1mQ6j6y58tIAEY0zlAQiu5lf9lqIdxiPWa5fdUwhJgLUmW8BOwtuUA2CwjaSaCHe6/1nuRSRcEDovP61TsTuhCoAEVhzl8MOSlxnkEBmN+v5ss4PjvRHZQZjBj+nGlW9RAI4V6D/uT0bPQ8eePyFjcplP/JOyV4w6UhGdBN0TV6bGLBHRjSHgMNxKeRklW1Lp9hLPDosoknyIaK1ARLmefFmh0zR7ZZxAuhuGbDwPvy8Ev4OzQ2jNC0W0zBphjDmIb1ONZHnViysZcIquKyuKjgfOCaxxnicxj6X0rRisaKOKaiRKJM+WgwRsSpaoaISksoH/dIjRxmFfrzGOc4DvM/fQamkn4VbL9axruLS98HCZXYkpUkzv0vlWxsAVOfH9o7yAq7nUi4zWpDOt1Zscb3u4aEKTEfW8tSvCk/aPTHfjz8G4oNK6PRMTNaZCtlMp0IFcUEBBTwyZMn8lbms9JRwwVQbFwvI/fj3/3BnjUD/iUsxbMnZ/L95dJ3Ya1dXksK7xapsm4nys2C4KN3r6+jsO5GA0k9wZPsEJJU2UkkEBhGYNZCN8olF8y98y4mhwpTBRIwL6DVqkejSWeDUsguhlO75MDsJSAXdkBaJlk12nWJ3p+enYpEoW4ol493ry7j8ZNzQWRv375WZ0O3RuFA4D047kucgyBzdXGlPcP3X7wXL168H//7//HnXlPJk1xtQgB06IVt601beB21J9h7BC0gP7D2giTgjo77UarBaMbDFwUfO4Ss5rvYzj3PEmzD2goi9HJRsUoRlTgzZubd+tlajgfqdNC8uLzUSzYrbx8r9nzppnBWkpIYXbhXqBB7J/FCYJButwQGIBZZ7xZSFBcQWJ6DKTFyCc/b0Qg4j8sq2zQk1DZ7SSySkIH56FSYt0CsY45frlqZybvU7CdiRu69OcYFntWgWDZKLpYki7IISyR7VgeAePjOKD3V0eteAb/ZXSaKpehjnD6ZWqQj03ZuYHfWEwGFQMWM9e52qK6ADkVGIdpBL8TN1a2W9UFpCnnm3KNotapiBXPOptM7BX10gmXIzSpXKiS5zFxCGN/MexRECnYxkloYMpp0AUkPl8KGzoCKHHk6WN3sEoo8KEMOw3gEPwqcTBkMNyzuhZAhBG/oKCUwUxQJMYOeefaC3MS8NJNXGrPIfhIZk4Y6yYaqGx1dzTNhS4e9hNe7eXzwwYv45F9/Ed2DTtxDQELtZz9Tdc9a+mAwjoP+gYQueCbA/XS9CkJKFEheLjWC4jOInd3pKBHc3l7r2QDf1ypekxHrdQlfeKfg+e7NlcYbJEORJOmsSuVEJmSbAUp+COr3Sh+Q/U5cC4ovOixdVBV63ufErILntF/vI18uaMcWpyD5K48Q4ICBTDKpWIsbspi8ehGGAYHZxWBA4mK9yskXFjFFB3cTcidnmTEdHSsCDchAzmQEQCHSU5KUqcMaNbCOmMncb5IOs2uSDZ/N9xLBCQpcdF6pfilIjKqgeEbRTJwAvaCw3cuBzHdNfJh0RlUs7jeBJSJFYaZrQGDmrCEKA3rk84eBjgt+ihUIZpAlxUJPegoUjmowQJlE9MNtzjoIlWpNyl8Qz2BhQ0zk3xOvsIykSQMi5s/zXUBK6Rop2Li7ReQqJYXJBMOdtdzxtmvFOrpYCHW8I4oangXvGj7PdDDWc5Hx/YCmwZrUnBM6Zmbp5+fnKvbx5uXdwbfhc7AvfHR6rFjHzyTvQAYFDkfiFzSSwpvmsNKwII10wjWq2Si/gTIx+hS5FSRQhGK/RzkBal2TTtnkWklesuLbQMfCDl2QBiEIkttyh+etPcw2dI+3LNYD3TZ98PktPESgy36nqwVouXvAYkvVKgfG5j6FuHw5EVRKkgUG4XJwWfVik9+j5M60OwuzlPOd14PGNkqdd9PM6aZ0pG1C3z8+UmdExUAXTHcnPWi0pxG2Ho6jd3CguSwPhg6ADgIWZq/fVdVBd3x3dRPPXuDPeqOub639NNjJdDGekVBtAVfnoyTTB2QhWYkiedJB8b+joUsiEntcohxWVYKZ+OTJecw3zKmpYik6cgpIhS3MQLour2Xw3SBPCFqaL8Xuu5WnJTC2Z4W8VC4IrDsgJ8kwAkPeYeRtlIGOmO4aaIdigxkFTEkSoNbACOKS/2vZbYXdYoRVsHVD01hL4Xk70mgGajKdfVzNfoSGn5FHeEealWqFBGgNQpx3oKXtLFEJkxC4vBQI2g0Ggs9DlJmoUh3PxmIXktA4C1LiYR8Y4QHJ0hGUrFAlJuwKJvg2WqiJyaycQo+qnhkzO37riALrSDwD5sauxo0g5DVi4e++eXsZjRYKOouYzbG3tAoShcrg7k7v/tH5mbSuZbbIbirflTl6KR89WMQX7J1CPsQkvS1CB3A0zHxGKAQQ1KsU1GF2LhZx+ugkLt6+tXEBgVcdF3Nik6g8D6fWgNU7E4NV4vixFXtcSnJidlsUQD7bSFYm9zDIjUCy+FQzSz/s9uLymh3bVtzdogXcVhE5HN1HpcbK4UyKTtzj4S0FJ5sEtegfdeLRo0fx+We/UeKGUe3Ow3eetR/urD/zWgEUgh0dmu7QbhsHxycxnw3U1XGWyKMUmtrVZd8alTLeD3uu04WSG7MxUBkC6O/8zu/Eq1cv9fyuLi+j0WkJ1sTPV8hanueCq1VLrk8wcu/vbxV4J9ORUTSph82if3goGBGlLTUK+nt0WQRWpDyLWlGD33D++CzuBgOxr32eTdzCoYtZuVdJrDbHDJCCULbohUosxjOLuvD/pLLAOlNE/+hYPwPSFM0JSOFa2tcmYSE0pAJK2goYukCkMtEMP1/5xhKHg2TLuUcYyRArd5NCgcQHmkHghwBJQoDMJwSSnV9YuaABs5kKGIpsxFkeSG4Qn2B9c6LVeTiuaQ2UpJG+MyikzWbKcX15rc6OuMPqqBMafBxm/iY/0TAAz6qw4fMW/XmBZIkzdI6SP1W+8NgRAi6FFv8w/uLuEWtROuP7kMwEkedgUVsTG0SV+8GIgHU/CIgYoBB/WKeiMJbz0j75bbc7ujsUqHxOCgJziZyn+I9GZTnGmSZCyhIU3XEhjjUVH4yHNKffQviy3KjQLk1/PDKTCYl0MTwagF+kVVz8rkeTyP3or3y4/+I3X8Tpk54JP8zbmH1o1cFdLf6Rl+/exc//2l+LX3/xmd1QGp5tEDDoSghWr765iuWESoTO0YIONrYnCCbfUwgrgla5xEkxiyBbgUq/jB/98MP45tUrdU+a7f+YAAAgAElEQVS9k45mJpuV6evMxwqlbawmO3m7Pn//kTqYTq8rCTMCLwNxKnnZR61XmmvxHWbDqaAHDo4YtlgvovsLgSFftD7tAlu4hfZ58aDUPvCGRGZfYcT9SSbA1LBBme1W6lXNzLfLXRyfHcbZ09P41SdfBA5T/dOWPtfjs0fxzVcvRfIA2uJnEwj2MOWKePDySXZSCBsxJygWHdC1hgGRxPtwmQLVcslc3gYWdG0cMCAfqXGVMZYgCee0g8qBlA/lUU9VpfacpauKVRroBV2mDzbBj85YwQdGNJAvwiSgB0eHMR0bpiHYqjuj+ef9yJoRJSugcA4pyRmzbdSENnFw2BUJhn/ETG+jcf3WWtG8J+ZPYi2jzuOELDiaHVr2TMX+NVtbbMJWQ9V/rtiQTifdH4v56+0ySpWuKt0q7N9ZItpo8Z4xAMl0Hu+9OIvr19/FcOzxBsUZKwyMLUAtODOj23sR+CgW5cwDDL/dRLvRiFrLhgMQigD1+OzMu+mcmIVy8LVeTgUNqQxDetS2MrtP7dKHnGE0ckCgnXWyPasMOI1N7aksH+6JZAslsF82kkBw4Hdy1bVDyx58B4b5QB6niGVADqKDRYQidnlZShKYQUU4x0DGSqDUyeu9vpNYFdu1OlnOVhUD9BkrLTDRrcNMl5CtyYm0V2+oMGCjoNc/lB40XtDsarPCoQ2CGWuK3uWs1xoSZFHhgw0md6pQUuLCFUnBmu0LdAm0mkUBZrcz/qGAhWPAfb25u7PucKEoPWcCG5Kyw8Egnj9/IRa0CFv5fdxcXUXvwLNTaRCzUsUqUGKAs47F3J6zrh3lCFmqZggKXfcOfsF4JAUrMeBXVrFaLDYxHQ0sxsNqinQHEL+ox3Q4j6PjE61NgXxhkThjK6DBuRoJ3ZHiVj4fxycn0iSWz7hY6znZE4qQlfTLiYsqjPG3Zm7aBrWwTjvoIXe43mxq/qu91QKCGivJWVpFkDHTVjNQYjLnRyp/qMhJDcuMbOwtEV5REaVVRJPbtIM8tZiK7j8jgmY9rm9uJcqibrAETOyZ83Ay1M9HlRB52JvbW415QONY15tOR+aI7AuxQOFOUseGrykKuOv8TJoZRllIOqL/TOLmmYGIsu8POrfcuoCniwU2pzMulWva5Qa90BYB8ULcEOId/ApiEuMuChpL4Wp9loTJdrXiIjPjebSataTFXdRWBWMmCuzMNEUwPaMRSKX6bvOoFgsab5ITKeSQQiUWsgPMM8w1+vX9vrCNs/PjmAwH6jaA8CjfCOxAB8ByuH0AB7TaHSXUt2+uBB09ee/M8nhyqtrowbEriuhFKarx8pvX+uX8PC2B1+i+RK1R5QIBA1iHQ8HvOzroCF7OVbDggmG7UJcmZRWk9XaupvPliMOzvtS7IJDYp9Ji4pqFyImjrOqcF0F1TfAS7V7QJA4rtu6i+m21WbUKCZ+zWoMoBIXFzbtBHB2eyhSBIE7CEJlFu2swvptmdq+X8Vd///fif/zn/3P0MG4W8xg2JfquzAtMeGDPlcqQIEcnI4UU9kS7FrAAqqLKwoJrvp6LQUhnYRhpqYAhGKiC1ijSZwg4LESaA2ITTLTdKZEDBclqL8dcCijTgQdyEkpEkmkjsCTmsggu7PgibpC6R6BT+akqCsCUR4+bnd+hIEj+hmD1xEQkScIX4MB6taagrrjdJml65QGxEi4/zE+CMN2BheqdoNkh5s/BCWA2TeICfsok64AtkdjDu5mKGegtj/ISbNKAkGIxGNS9UB2CmCLyUwF5U4ws7jToxh+axEXCvbm81vd5/PhpDG5v482bN+r4ur0D+a7+wR/8fnzxxReGlyT2v9Xsz9UxAvYeBTC/hXAGXCjiHvrYNYpPmLOweLERdLdAR8DXBl0hyABrgxSowuc5wRiFfYzEI1yBSjJhwNpN61iusEGGSPy8R2mr08GJQIL6EMxlViGq2gndFSIadRyx1tIDl2LYbq8iFhQKghiWhhB1SMgS06Bz1KpTQQQlvJu5q6AmJGCCin+/3xv3TiRCFOxq3ytG4ZEsSHWxFvuZYEUxwM8BDWm0kRDtRbNZizdvLtL3Br7c6AyxS8uYxF6z7lJhvRKcZWQSeZ1Lkgzz4LvbO5E/J+OhOmWeMXubdKKQ3CRdmVaHeF7EPTpbYgXjGX4PMLTWrAiYFBqQHLW9QYzDVKCm4phtBuLAVB2IV2B8TpitNrW3zndsMuK4u4t27yCiwNrLvZ7t8dGxClgcmKRKyIoVrmJCiJaawXLuKR74uXRfFDJIYVLt8ZlwMOO78S4Y+3jjwSgVPxPHMYkJ0clisQrhSxaNQOve6fU9KYt0SMxnG0DfH9nS0VAx/+zRmfemByPNomE9c64DW9uJR3xS4U3e1pxBxFfEv1mbN8NIAHSFzwZyI/Jbvx/Xl5c6Y5xF+75/7+bGPUMrXTPgJF0pJT7ep54JpM+5kjTWtHhtY1hBce1Rp1edMAUSP6jKShaMvp07cpI6p6jsGbcsJaUnb34FeU77zNwKkiwe2sQBtCOSnCfvQaqKCsQgp8DlbF0YkePd4RgGk73MKKVz0JEZA3M8rX907fUru0CMlNNBYJ9QogSID3RagkWQFGx0ynF8eip4jczPoY1tMW6vRzq8/ByqQbodxKhFeNJKRjHWs7nmc7T6QI5k13ab2UxF0BRqRIdnBwpSuIYwNxxcDC0LWNjE2aMTHXa+LKIhsh/chYIpmrUyLgDmhY7PXHk41IyGB8EchkAphmkVYQgMo4cPc1sCK0H//nbgOQPwZ7ur9RsUeqZjz2q1hJ7HVcbWXCyvAwvKOm2zkbCHYO58XjD+t999q+p1Nl2o85LiSi4Xp+encrIBeiKgSj6SBJmM5Cl+qDglWwe7Fdh7671huis6ebp1ipPMzxKUgSTfajMHNmlMQumCr5jNGlYX+QRd6VpVs10OKxeff8+eKsQLGMTMifRdEHBQgvb6GBcCsgvwMnuXSF1uVyY+6dlrDgXbtxhtoDv2WmX8DUEGFrLdT7gEIrlVq0IxUOzi91DUDZE/RLkmebdqHi041uxSyA50qwiSEMgW24LHKcwppcVNUirG/e2b6HVrkvHTCocgLrovEobRBH4/z8fz+pXZ44RqZk9ax2Hto6ZZEEWM5mh4Al/fqmMgSOosMLNXsDPzk04Xb1Lm8xWSqZjjkGFmqvRFIEndF89D7joocaFMxfR2411IEr3JL2uNJChdmJsDoSNQb+apleRQLuv3eG5b/R5gcgoHSfQlkw4x7zcbC1pQ8I1ncXx6JBKPZmvcN0mfckWp5EuCaUGhcI4pIICzYI6HhZvYerozjGamY9a9TITMEoewAZSk8sW4vrqW8A0+0JxxEkCn3Y/XL19Fq0NygTSJfSX7zcs4OjyWzzKfqVwvyWWMe8qcFagdSJxEKZnUzVrjDt4FK4Lfo3CGMbPxmAL6bBlYHMokXYx6a5+PB2MVgBqLNeu6JxRqxCTGOCTOy7cXgu1fvXwlxAamNCMCZvcKzjuv/bEpkmPNDOSg103recSSSRwcYgF6o2TEnJ1uFiIs3aCLPvvzkmxZgRM7GTgUL2R2eiGoiZAE6mfzBPNPBkoyCLgQ72hAeFcQ9GBIc49IGBSnkrTc7TweY1wAgbLBKhvM/lT8sf6o/FDS6Kx/chTX7y5NICsU4uc//3m8ev2dGiepq+XzUnRjGwHSY7aVwbDK8LljcKaqqBnrdKqzwHs5OfW5EOmTHeVmI15++53uwR/+238jvnv5Mp48ehyffPILfR6SMTNcvOoRbFFDITETzUk14uP7aM1JMP9Sq2jM7fU8y5VY4Kwnj+O17jt+3SJo0RHTBJXZkJiIjAevZS+ThmqSyTWxSwJGq03yDM4kmHNqCNsHnVhOZtpAyNU7NSzjLaxQK0kPV7NErW6wU2hbP1puAhCJ+M3b19E/OpDQ+mB4K4jKOqC7GA+m3oOU4Hsp6iIBebcOSzd+hitDWJmVYM+kwIrMFPJHQ7M8zIphnJ6cHMZ8RVfnRXPKDDPVtjJH94qGLzMBgd8PvEtAJBmTbIBg2cW6HwIRgcHbSDupQIrMwYNmSZpDC9wIc5F/BJ9NbaHI4QT753NPxsyqTGyxEQJ7fBrKaq6VVXrT0VSHUvuMBBIZWMsxWTZWElmHUAMBquJlb94FA3uo71x0Dg02d7DoCGhUpVw4lrulXib9XTtUUYHyefjHjExgo7Lm4KPJUMYBmUuJYWYtT5umzxyFUUCzoeejQqnEbNRQS6PRFokjEz3h8ohggZoUcFjaN5WbClaQM8tNygOU+TKFxGYXT5+fa2aP5jEwPsWZ1ygstp+tNqA6le2LixUr7kA1Gq2W5nkKAikwUnxQsPD0lvNplMpIyiE5iAh9QYUDKydciN0WNuxKVbD2WjfMeSj45uJBaB5Xq2s8AKMW0giV9NX1tSpzunX+DO8NQROYw3xnCgkuHf+OC0/w8RrWSqta0u+mDEHqlb1odsspiLDRQ7M5CfmL7SsHLZ9BQWda1XKHy9xdXq2sXaDWVS+rYEWpDda7NIJHZgJD9EAhDHEAAg9FLUpbYg0zowObkfKcxx7A5hmRzix7ZvQWfQHt4Z3f3wyk5kPRO5kMFbxnYyB6rwvyXUfDmc5ktwO7FDb4ToUpQ0+0rElYFMTnj86UGPluwOWovqEURvdEgIdIRzCWlWSjrCkoHRCShB18rfMuKDkbnCkSD/NlFN20N03HQ+wQwsDoq6wzKCOXZEqgbiURkJwMQkWK1Mf2ZpSr02YFCVW+TifGEwRcuD+s1/Tj4t1FdPqdWIxmKoCIT8xvjQrQLxATMn18NyQoNjGCuHp3EcfHJ+7MVZizdgXBEXYyRDSSoglDWcHAPaVbb/cgDCJAcyT1OHgO2VYFz4zinWKQmCGlLnWbdcX5t9+9jUoTudeqeAOOx3U9L0Q42Il10i9p7GZ3Jutg8274PRQJqCRSJAxRNUsMY+KFxUHK0lBAkAU0yaMlvgeqgRRo3s/X7DTdC9439oaSZ6WzXTPuswWldsJzu+h1D3Su+DO1KuIWrN5ZepW3yywd2LzeaBESVTxmxiEUAnIvIibQoDChYcumWFETIx1rkdy8xeN76DVGGi8amv0enYCOxoSQwTz7BdkBpaCRhA+IqpkJXJwxtnW4r8Q4ecAXS3E3HESu0anuoVWvNrN48dGTWCwnUSzD1soJIuBQv//0Qwdzdi7lLYtsGXuk6MtOkooKO3d2syAb8cKBP9+9vlT1x0VRcNkA97bU7ZCUEd0XnKJ1pn2yhSuq0oQZjcA+yQ7nGCBs/jxVpmaH66U7qDyHFFq/pcQcBPk8+LaOVYVyuJk38XMkt4mXY6fmjlPBrBijexaqYeNhrVfUv+MCkEgoQjI1IlAAmVlLSlPPWy9B1mEiEDBYo0K1+DZVJlURCVPJn6pQJDNXYoK2uWxpv1nwpYRLcg9VIt+Xjk1m2awiUOVrZcxkK/5vKkDpkFIMJYUkvWwgS9HkrYTNP2Z5Q36ws5R2B4GIWQGTupl/LoFHu4GIR+COAokMEwmgFi2zV+UaxWfmGWUm31ql0NoQELS1UUk28oe9Hyj5Q0YjefOueWeyNNSSe9OBu1CKPOsccvwxQYQEzRqTkrN2Ca38xbPlmUFmyReofl2MAH9lrpregQYOmrs6h4jBDByIvNGOyRxLNSdN3i12fpwnnvP5o/O4vGLsYpINsKfY3QWUiqZit3IOdZ159hwGfTZvBjDvAT2Re1Expy6EoKoZO8iNDpG7a+l6p8KX+Sd/PyMyoknNn4PFShfEzxTULycfnwntQ4scaXEW5qWYRvCu5WqW2PhON4YgZU6RiJOcfZkiVKuCQbkHsgBNZ4c1NhAHMfX3Zr7KqROIv2M1Mrr7ijTgESjg3q5UOPIugfaw8WO0xNnnrNg+ExlDmMne96TIIiED/25WuPCgWlXR0GMCPNuoe81wvdbohnEZSIDdzlBKghAEHMy7ysZPRlgIlgqukpfl7KV7LCUrE964b/x+7bkmkxhQB2BnIRrEDc31jRLMKcyx/Us+4iCCJFuSGAkB1IGiDOGSQwzkt2h+e25oZyHendXhOD+at84X0cQaDwGehb8jZ5JnDRGRhggIWx097OciVo2WCYbzwIvhzLJnyz/cQcxUZkPWEHFuSyQr7Ri76QKp4j5rF3400XiO901MJY7wH14C+QAhcDpb1qtIaOzwcm44W+y+jicQrtwUiG8DuzzZsIKOMgKasZKUAinn92HbA2W6KToNeHZz7j1zpjHR+lZac4VgyDkV0a8AM38S548eC9FkZKo11ORLrriRlK2JS8QS/oHExb3mDj/sbKtRXLvQZ0TCTH88tfTsHL1u7ptJxiRgjZyE6LEfzSjRIib/5t/8RYq5lj+VAhla5sTj0/ca++EdwguVePb+o7h8dyVFl26nKzcWEtXf/Vt/TwQhHgABSzT8akWyXXS0uqwsVLPjKYPjovZIs4NJlYKKiGCGlSuPrJsjMPPfS2sYaTwSVbEc3S7C6IYAtSkn1qiXwhELz1SxMgk2op1WGpjBSf6S/8+3ShJ8Se7M1YiZp/wxDrR2/DYmX5DkYXJz+MRkFIUeLN87r1p6QHbR29ved4M4kNS7xIJElAHCirw3nYiZa+pn8nekxGKPYP4D2QumpjpnBQyzAEVhZyUJwlrymTRD0d0yQYIqTI6Qqcsm8QDJQd5hhijheA6rgjizDbo3rwAQiEjsfF6xa4OEbwFxJcS0E25G6FqjAypBEZoSi1d/l5JL60x01JaUJHGYqJXt0cEShRnpZX/tVybnGM2eKfCAvWTI/b12tUlgdovxHrKTWpZs5JnKuxFpiP1O3g86xBREiIWYrEZSPTzCDxaNY5Kil+/pFtlZ5pLSvaEKJ+GEdMGZ5fN5nLTcOZF4qMwFd6kyBgoGCrSZvZi6Kshsv4ZeOvB2ZrQA+pGZgQDd8wC15qECw/OnjEnKO3DxwfzTvq2QRXhOgt9FePTus9Mp79vnRXv28vH2vj2fhyDKM9GOpOzTXCh5cQYUzOYU6saAKJO5eeb0wu+QSlTSJieB6c+zBqfAS9c4likEQRtuRpZQCYIkYK2sYUCSXHAI2DwPFU06dwhYeLdfnboKLauGcbfNh2CWCynNrFv+ISlqn1bvF213j2b871jD2mhMIT6Gnh2JymRCKdDB3E9VndduOJcW48i6JUZ1sO4pmlTUp0LO94X3ToywUQ3jGa1s6bvCXGYlkzPpsYVn0PIBNYdGhRgSvZA7ayryNGeEUITZCQpZJJ09SnqsXrq4NxfDylluCmgO/N247zw3xZIUK3SHshUmkdRclPszuvCH28J7VJySSUYmhpIanJX5Ptwl7bqnIkbIYlKF0qoOsV1mKR5BGHnULMMEN5n0MBKcJ83orPMEIoaMCm8CQpmLbBGpYJWz8SL5W8dkF4e8Az9LcghoAt+DOEOzwdnRuG27jdNTRqJ20ZIBh56HdSukpCcTCuRrGWV4xm5WswtK7ezrnZvNrfgPlJ3kevk93C/+/n/+X/4XNmTYWR2SLQkyM6uhufd/1ttvt0CIG0mtAdHgcwhcqlnWeh9/52/9Pb38o5PjePv6rV+yLgHCGOkilAqaX/B/Z36KQMwkCXULzHwJVM12TCfQ4dmVMqGFFyBKN05CSbBDTE/mJWrXbFgt5jBBihDPQZYZ8064OoGUF8XBk8WcEqyhX0Hsqui8t7iarxU0+X5m2xY8H0UvWE4yJglRXTOn5EGLJKTk4gRMlebKJ1R48BIF6umAWbCC76eAIZ1AklQib1Hp8jz0IpPIiA6I/Xgl8kEFyx4t1a66U19kQf0yuyawekVB3R+iGvxPkUxIODhbeR2AZ8L3tBk1yjVeZyEY+8/A0rUvqCrQdFAzCUAl4lRJS8M1HVAF0ayCFKJhNScLG3hfXNWvdNg9N+ageyXNHVNWNUqnlyADTKhA5i47S2iZsYJV2RKcL6N0X3I/X/95dTsigHHhnHyzEQkzQpo5/Jolx6Rlfxjn7BTzDphX250KBjAkCnV/zL2pjpWwbGVJUuL30z1OxjZZ4IVwtvnfDRezyuGZIeQQukPJ/8mLmJkc7zmNOhy9nEjT+eKZckZg6EKi4szy7+he+N1iTWtO6KJSTGMJQKQzqOQIcxoWsd+HnLhSsNH1IpDw/CjAkmwnP4cP7zU9J7zs/WWoT7oSOuN0EiQ3ujDOC3At0pa3d3cKTDwr6wrbLtJFVrbKltyFKHQQrKGLZ/eZtR+K/mSmoYUOCDNp3gnblWdPXCAo03Hwefk+5kHggWzDdt1bISWWqRSzOs3pSVC8byV4PbcstnCskolAKvz43Bg2wE9BSlP/Wh1UtosKl8bkOvmnpyI0i1u8z2w/nTuuZ5rug88uaAAjwIIKIGaeRiPYOjHpUmRKWOH7vUQfWKvirvH3QRKUAFEbS6s+uoPJ6pFkQRLIikTBwapG6eA8kuI+0UlyB7P7zjsVXKvY5WeYKdlpFJfGXTZsYOUIpMlxwzGFWOXdVp0XklCCbl1ocfr8LFG6oxDg74uVrnm0bRO5Cy0MDvBXVlhNsZmzyz0DQqaokL69i2CtoUEWk70gfIWlPY51XyhIXdhnMVCrtMmq0FKdxHU7H2WNSfb8QC5oBlUgpS0HF4DECt+tf/JP/0RoMJ+fMZDc1yRWVIjcwVFzX2oVpLhzezmK3lFXIvgZ+wwd5T/+o3+sLyMygDwu7UdJxa91IhiEmhO4+qZq8Yd2stKXQZhe+6XMMql4bb3nA0WAchDI5huGrlzZ6lIAJ2olAR1Zw5HMfSFCSG+YKgyLMQ6RZN9gX9rFB/hLB0H7eanDAGaqIV5QtHG6dGfdpUqVau55J40PRYQcZRB7z6BQddgJy03JiQSXCYuokEjPwB2kLc4svu5uSkQ0zUdReWFfjbki8AoVmy+17OCYkzASSRUqqwhaDgeSyeZX6kLV/zx0NFw0FTGSO2SGb6lGLokuJTZhmvfaCo1AReDj0IqIl1h76iDSd1BXt2OBHWeiclpZsQ+oO0sulmcp6tZIjirxPVMXQQjz+bQf7mdkFSDBVAqGPlOKC0TgXU5nigKPz8xFpZsAZVHXktAJrZwogLiL53tbqnKnNSt+JrNLbOQIKPpoYhlBTOPvcomM0vCDEC9A6pG5Db+U86PCDVUeRiCMJSDrJNs9yRGqAEN4hndJYWSoiXPLZQQiZSzC3+NDcs6Y5xHU9D5AGH6rmxBZDhvKtj27GQUwHx8NJ3q2nFdxKvR7bBUo/d1Wx3vfnAHs8hRoTUoz9F+SD25W4FAQah4nMk56rpkilRimyL0iYu/1OMYNgrtTIvUaGSpTdRXczMakj0vCTzZ4gpV5fhUT/BhFsSqUuRoB5+odbe22JRtAFZQUREU5JYkclRmYSOHM2tfEC4p8zoKQuMQElxhOErHIArySsJA17kzaQy0guuC/R5HYaLbEeFZgln513WpqWt1yIFZ3l6xTYdTqHEsEw92SpEIlreq5aZbwufPybBYJ0v/eHsOggdz/VHhq3GF0isJCfBORfWz/yfP0Fkdq+x5gXO4n8PHI74ift2M9MUNNXBy7nbBcJs8xK8aAqbn/4oFIkCN1r6loE7JJl51WTLNmgxziBOyO0egjXb+l4IRO0sToHQORf5+cs+aKwpZnQgzMYlvW3ft5e0YL4uQZq+EDNgwyTpB+R0rm0q+XO5s1LfisjDQY8ziC285VJDuc4HS+ictuDvl94rsk1IJnqjOSNMq9dUIXbEtCdcsS5cj06PPxJ//ZP9XvrmH4gCIdrklT6yHkXvzseF/M18VGBAoStLfeak3Fs8Vq/MM/+uOHl/VQySlYu4pVwKL6oqogaKdlbS6kYA3JAPow8XLV9bEeEwi5s47jrkvG9oJMndCpUqiINQxHEUsziATXUdThkSPvz/RZsO8S5IblFRUkusTACOD0yRBbL8ciGRryCx62ikoG4amipaPTS7ONH4kFeFYi8Wl1REldf84QqpVf+P4O4FYfcjWo55YML6QQpAVuzwSzLlx2Yhh1Fwv6fIKqJTbhzyjYiuo1yXs6gJis4wOXCdGbPOfdYC61WZiCWxJZgP9e742LT/EiGBq3qu/F/LXqJE1cNiB9iQR3y9rM4hEK2slxRDupKWDI/3QyTVWpq3M9X+nSWgiECyMoUwIHfv4qulLxwiySnycIDQH2BP9wJjUqSJ9H8qHArinB8zO4rDxjQYrpCZF4SIysK7iQMLRJjncV7MvNO4MJS5K6vR2IOETR45k7FoX2zc6gcgKqCgzNSl3Y6LPJTQdeAmIu6wfDckGanFGKK5IVSAA7rwkq5Jmry0OAZEmBxM+jOER/HRarfWF1/7DW492xspTgRO+GJ59dFTUuIrTiBYFLFn2sD91JsIGzTuDxOAn0xwiCYFshLwTNpLqlUYHnnpphpU7dUKRJTrZsa1lnXGzhbMbH7za8J5KVHGy81qcic+8dVUYCnE87joFM7F1AJSRFXX7DhjDA2oIF2akuQ0hjpv79fJBnLZW/wUDFy68++zydh+//x+njJ/Hv/vt//Jf++8V0HF/8b//Lw7iFIoUCzAnfTGkJeoir4eRjtA1I2KQcVlHgnWR+4nRM2ef9vit2o0KygyTKveSZYbEKjM25krwlfI5qzVK9SgqOL/wc3pG6Us2HXbzz3xuts9mICmLFF1A278WKkESB9ZA8vZvuM8Tyl7odd/Q0RclAxfvS7jKz0ZNIo3Ih8tqjGqfUcGjLMCl9SVJT827HLsVnIR/EAjuiZaMAnSm4QXTJSfdA0quJ2MG8n9+ZoUlW1DK/SChq4it12h0RWTNkieYBcpqRlq3vs8RmnGd4z5JDhleUkFh9r4RqsnssK8UEXxMZShQWmUCSzq9XX//TP/kn0T/o637yHiD2cR9ZLcudftDff/jRh1rMvry0eghwMww92IF80L/zt/9+6mLX/zgAACAASURBVIboEFh7yQKq56JcHsEuiQDE2oBo6gqS6ZIKZptLxUU6vcy58N9dpS9FJ1xGFN/zSTOLqYA9V3Z3RaIAozeFXTNpMc8SPJPUV+hiCLZrBDxScM/2VTVDIWAJpnDQd+nnwyiiTzYHciQVVGEhdf+8rGAQxJ2gVxIALy2bVfMzqIo5BFm3B0xH8AMKU1J2Y/iQgOmgCS6qiBOZywc1+94kc7PI1bulhECRYXahk4uq+wRvaiUD0pCeI+IjTrReafIFFpCjC2WoRdW1dJ69p8s7cRULicN7rErg6VLzWWzd5pUmiqwsiFs4gp1Xd1g6sCnZc/hV5QLHpqThytzzMCXdNJvSriLnhjUwwZnsVzsxCMqTIIUDGRfYhVFKvSoQEhwm8RM6lAyFSNAjqzYy3TaZQoFMXbhndPwsAoUuoZKSJfSyd+afl5QRse5kFzbNIOlAsh3E7PtTFIl6RXBBF72YV7FIZw/JLTuLLOzDWpZkoWam7KLTqXrdiQSmgnJttIaiFJMQCJSZIQDRk+9iaNAEnQzpMBJQjOl8ZvUxVpfWG7H0+Qxy0dlvJU+JMpHm3xnpLXE+vPNqgg7nhT1Qnj8wraA4EiujHXbQRWBKM1LkPoXmpDl2IgLqbIsp69UxWc/RYfg62uWsyiqOix1MKyrJYYnPTEwRLyGhKzyL3/z6y/R+0qEILDp78bf/g//4YVz1lzIw7zPFus/+7L83MSy5TWXNB/eIc8nzZZPDPtR0nEDliQCY439P5KVE+PF1MpzjROmZMo3JIq3rEMyRr1QSTIibk56TKP/ILYkuGiEfkjdyo8jnau/UXJGsUBLMC5SaSEMqXhJKoc5bKCcGD3Y7e+iwE0fBpD68mY3mZONCEYpUNFNQ0nSZu5KhBA8cHqGhqAN+v8OuxigR4bzulpS4VAxanUroaoLmRUoUXJ1itSNakmX1meEmZqt6nG3Y0WJRp6bHq6nm7WTjTJ6pY43Xk0BO9NlSbCQZe4vBhQU/X52vxmgUkQXxgiCwqjCTXSoSy834Z//VP9O54dmxWnZ7PxAcj6BM7r2fPtlTWSlzbyPkyZkCBkGPH/AP/uiPPfcSnJlzOy/SkytCPQwtgeQEDUymY8OC5WL0XzyPWgdvyszNxi82g0CF0ye4Qp3kwypPSoRU7FngVvLzXILfnwXv7IEY1nW3qdlakszTStVqHYN3l3H5xbf6/A+VUtbNqgt2l+O5T3IvSbNnh2tDopoHJ7k2/R69KFewMPJ0MTbYks304Pm+VHD7ZTkauUfRjfejvX8epT1/Ns23/SMTiSNjZfoZqNhLeWAby1gXhjHcfxnz6quYbi6iXDUsDHmORCpREgXD7w3bPXQlMXhFK5sVc6BU/YpsZgEIVZPpcD1IqjHzF5vcCkCZQhBnBDg607X1XMv2dXS5EvBIZBFm/HwRPqN2zBvsjWIWTyVpZyidq+xzQ3B4SGzWUvYcycWHLo8gZydYV9QOsCZNGErSP0DKC85zSwk8m8nbMtEsa81oZogScPlBbL4vDrS2QJEltSCLUmSoigQ1HgpD2LNW8eF3u5vwCh7QegYF08Fr7sjZDnbjrdZFMZn5F0PQEsSsoG+iIn+P76xnpO6CPQvv4cK+JVGy0yu1JLlZ2dxeBDgSEu1+GqNorAAShKJWuSQxBT09jQQ8U5Xc32Ag4QTefwZZ63mK2OVgyvfns3IG6Qz4eUB7vCO8tPndfH99jmTKYjU6FzywhGHgyi+co0q3k/Zx+SysNRnxMOzM+dJcWpsFOGzhAc55qioRupvaxl/8+S/+UuLlv/i7/+F/EvVm+wF5+X9Kvr/933FPfvEv/rm7cKlF2bfYiJBJelodRE+814u7mxttCFCMypdXdqh5ra25y3fHrOLst74zKzSC2IFVQSFVDJvnQZHFGEtdGUp83El0xTMSVRoTZfNaRk5ZEZrdGSFNjArNbPNKG+dFXafjFs9WhgnsoQOdEwtSZ+jxBO5IRgAUKhOLn5+Zg2zInDPNb9UApLm9Z+PJIz6tHjmhObhlWxCWjiw/wO7E1bPTs/jggx/Exx9/HL1u7//tdT38exq07777Lj797NN4+eqlzqS0I6QeuHzYFiEeIUIDu9kscJ6/dQw4i3xH3VmhmW5GNCJMkqwagdCNp2fqx2sy3H/93/434ijR1GLVybNjr12d/tOfnO/lTpM0M+9u73W5WdLXw95u4x//o//I6xUbVn0MqQJhULG7CuPy2aOUpuz8Zx9FhQoaJajz49jUijGno07B8//z0/v/6Q/y4hvFSmzvJ3H/3TsRRr775FcxvbkXpV9MbDEiqeL5zq7mFdzSw1bn8rC6k7rERIAyUYCqdxM//envxC9+8Vksp/s42v48Dta/F7HhEFJGFiK3q0Q5WlGKhvSms/UHgZ+pOP++RvcDyDplBU79v1Wsc5NYBXtvVF82u95UbuMy96exbr22DnNGYtOKFrCV1W4M4ZrQoSSSWOEiuKjzNPntt2Fjk3AMTTLD0zySKk5ev9atJplSVVty0StAJpWQCBMDkkuq/TqLm2QzYHX9ICIJOpPsIvZzKgyBlJwg+UzZjEkrTiKruWBgTYBgLQKH1MK86E+wA26lMifIyAhCRZq1wLGTy9xzstUxwX4alZhprs8p6UeMKBDHNzuUJCQmPlCzno9ZltmMV/OrVBAaJk9kEwJR2hX07qA7ChHQ5A9ttrxMD1JgrVVtrcezyAhgIifu99Fo1nS/RAjkO5YdoFlzyZLmQben5yvNXttAuZhRwLPmuSC/9DP5dxZ0MLHOrONkFJASAcQ07ovflV2/hK6IC2LNa4icxH0KlYxQyGea0S0R4EXAIxmBOvidSspWtnVIFlZjtYYNa0lK1J9w8tFeqb47uswzzfDENymWRE769BefWQjjt/65urqKv/n3/0H8+K/+9b8UXUjY//p/+h/ig49+rH3i1sHh/+3PkCw+/bP/Tt+P38O6nEUqLIcJwY67pXgghj+rmi29E4vb1KRLoBFT4kvoHAqW96YCBu433X8rmp2jaGh33NwKxwaPtTgo2cjG58bkO5KBNkA4Q2L+JlZ1GvH5Tvs/TiTp/0ibItomeCBVJlZ+KrBwjnp1cRs/+r+4+w44q8oz/efcXmbu9D4w9CZFRYoooDSxJipgb+nZuJtNNc0km/x3N9Vs2ia72TQr2BWU3jsIAoogSBGlT5+5vZz/73m/c+7ce+dOQ9EhX34GmDn33FO/53vf93mfJ7ZNLYAE9KlfQCc9ZVrBRaSQzqhWyAWhlDFkB7JQEUKT1GzVu8z7LZk6QwXRTMFXVlTi8omTMHDgAHkGzsegwt7GDRvw+p5d8vxx3uJLx7nClMIVn2pZQJGQSdUz5b/MxbWq96s5jc++yVdS5URFIGQmgvPL408+ITKkJCXz+lADgJG83NGqoWXS88x6XWFRgRTrXU5+CZmaBNcI7r/7M6IqxdSEqskxtaJaaMhIY4sRocHicKBy1FBUjB6KBgt7bePK1DoeQchwQzofF7OrffLB9FDGzeoQshUnheixWsSbAzi4frtQxJlalVYcksDNFKb5EBurNqpB8QEyH1zV7gFRfeLLw3pNeXwiSiNXIBq2wKkXwqUXyjU1U0ipx5oKtD35e9q2ZpqVKzJLGGFLLWLWVsSdp9GSuwOJ3JPSH6wiEqpyqbq9kjZUZCRmFRTwmBG3iujNxQf/Mn1Qf4ytPQGdDfCG/VhX1/18/56MZkthMVY4fXiz9qyK3PkyCxuUVnkqapVeVdbiDVY5U5gUVWGNXAELIw5KaCZw8x2DkxV1lXs2h7rQbfQO8+fmNuZdSf2M+kRaGGLspe3iZi631PY/+7dlcDjyRJnK7FGUjgESlYwSghnZcuJiiUXS+BK58+9Gu1IghBy3FxG/H0P79kmWL873velq/4zajpypo0iUSK1yBcn7ICl11lRFalW1CEmrCuVxSeZiFM46odHuKFloWQiqRRaHKKJFoti5Q/Vfchw9ehSXjR8rBgIXTbkuhRsAHNqxAfMfe1xkMJkhMXkDY8dfhrIBIwUk8kvLZD8E6f0bl0o2SRYfVJKj05NwOSgLqvo/VTpXtQURhGTRSAIc/xRzA2X0wnOLsBZodeCEazQKSqtxMFyOnLxiOCjh20tGLKGjvqkVNdG9CMYS6Ne8VvXdczHL4IJcBGaeRMPAICKF2WdM5Ta1MDRJVRLRCxtbcXpocEIZ1ilTrsLYS8d+5Gd89OgRrF23DsfeOyocH1WuMft/1XwixEoGn4awkkkokwUq8YGkOiOLKhoiomjITKEdf3307wgbNX32HjPjQdVC8k+0/Moi3eWxK4aurshRiMXFsYUrVq645t40r61OIatUtYLhZCfEKAClA/sit6ocsaoCJBxW1If9SZ/Ij/yKdvGFfEjyHR6UuHJxcvfb2Ldso8iLsYYidVWj2VxeLmOyMyNgthYINhGo2etssJlzG0cJ8FpC+XAliqXmkzp3t4tq203t6gddAXE28E39nPn7hCWEqK0OLe7daHJvheZpkaiJExtrHyYrU9o0xCvY0IRW1GBV54jHMHNADUYffQuapCozz6KX3FlearsTC4urcbS5RamPWVTkQEU1rrQ5YQrbPhGTiJqpN2Z9mG6ed/9guFzqfh2rW4hIrOljPTGHLQ81RTcJdrc0R/Cbn2xERWWFXH0uGrxutwCpBMMEAmnNUuerUnyqn9Om66j05Yi8Xm8ex+sbEJW2PKNXU8pM6nkkWYUtXlwUc9KWVK4RwZnsXWlDE06JIq+xXrx96w55d8kIZ9R74ydvkM9fNPlaQ/4QaD57Fsf27ZCXmRPuyy8ulOe+X79+crkumzBW9ls+cLTMCQRhgvEba14xGLxG76iRCRLCotHWIyUNQxKUEZG5WJLIV4zj2Qvskjk0EIziTNlsnNUq4csvht8wReh990w9a+FYHIPjb8D1/lLVfSJzJhn4quVUugVEAc5lyFqq3mEJ3ozaNM+N2QJmdaZMnoJJk6742E/34DsHsWnzRklZkxAsiz+DvCttRmxtowCNtCOqw5WOFaMHnFrm0nEjvcqK9MYIbcGzz6jSFcutNgrXRESQSgJZX3muXlxUpAQvjN7B5voG5OT7BNEZIcy5+TajfmS0VxgtCzJR82Gy29Bv8niES7yojfol8r0QRq7dhVy7Gw17DuHQ6q1w2ewiOKKUoVStV9nqqRuhgE7lpAlcEkmGbSgOT0B5cAZc8WKDHZqOrh81+KYCctTSAt3VgDr3avi9O5MTGxdQkho1onpJPckpqlQon4Vv9S9H6O29Umu8EAYlSwMXj8NT7x0X9xdRMqIHrJGKZxqQ7FmmgCiXyXO85/MDqPCKI2eeM06xtywy1PM2oHQuK8T45oMLUdO/Rkg+4h1t9Byb/YsitiJg7JC2Og/rZtL6dCHcOfXcnaZJg9QjFZOVQEWCmurnNBiLhiuWkpBV7WW8z2Z6Wrx+3XZs27pTatF0Ixs1eiSGDB0sz/vIKdfLBWk4fQqt9afQePq4ukBGTS8VhPl8XDL2Ygk2ygaMEhDOKymVCHf/5hUC3KpkpY5VSiH0ZzZ8xE1DeiUPq0udmxO5sL/FqS0PwXAM73iuRHPeGGhGX3pvv2O8FTlOGwqbdyD/7GpFIBMtAepuqrlROC9G/kdaRlniiKpFI+dNRsbjx43HlClT4ctVvJneMtatX4dVq1cK25wHbMr7mmAsz6bUwFUbrDfXJe8dxURY5lNpeEUOI4Y8Of8JlfKXLAG1I1RgIEJl/UbW6Gzwpwh2bW2tFKkpPynNzIYd4bxPKACWvjARtac+tFJi4UNaddkoxGuKUa+He23U29HNpaZrlbcA9bvfweH1r8FpiMiregvF1JX+qQImpcpD+g+jRme0CMXBSSgIjIczoYgBafOd2SvcwdTeo2g3FdNTPmj+Ndu+kj9jKcFehzPehWj1vqbSKDLpKAax2V4kpAppJ7PhC33LYNu/R+pJF9TQNOwdOhrbGpuSvYyqDqqEBKRWyRY2PY4HvjQIR88+j4Tei6N7WezZUVN8K77+hZfRf0B/qSWpnlGyNVVbC0GI7GhOEnxma2iZd+GgrzxiCU1DvXg5qgiYWQrlRtP2IinCjlED5QLYiJY54YmxSELHsXePoaGhUdLOjE5unXeLPO95ZX1RNWQkwtSXbm7C0bdeE9BgZkQIVZqGF194SY6F7wLT1Uxb81hKay5SFGxNQ0F5Bd5Ys0i+z2y3MgVspNXEEHcwAxqVZVKZNdZLTQaz1eHC4UglaitvIo+93WtmcjB6xfsn65+UrB5r83YLfE070adlo8rIsEWNSnrS16xabqTnVzTFaXxvCA85HJgxfRaumnpVrzi1bAexadMmrFi5QvghSlEuBPZgU+GQmTPipNmexIWg4oEwA8XWXY9YIoo8cCSM+c/MFxDne+tvDcOTwzbMkHg7a5VDKnSyJYPsaTKiIiESME8tSig23HHLnVLjVSQYBTOqFUZD2cghcAzvi7N68IKJfDMvOOvDfb1FWPaLP8MRpyerV1bclJyTOoUBrKrfTqkXJeIWFDRejn6xG2FLKCvDXgm+5nERhG21aMhbgtac1+RgSedSrR0qjcKSA18ij9OJz7WeguUCyWRk3k9aEf7eUwCNusIGG5tRlFIlU4pcd362GkfOPquEOC6IYUH/4rn41oOL0X9gf9WGZzxx6l1U4jMiokIXMY8iYV1oI+zOQdzQnjbBVel5K+Ij05xC6hP/ZFPekG2CSryGYLl9y44k+PL8b57zSQG/UVdeK4SghpMn5Fl4d+92lfUztIp5DWmDt379Brls/fv3x7jLxxlylBrKB4xUl1PT8P7+HYp4Kb2tbE9hCpzMdmUOwadK9aoq2OJETvInSUuiU08DkoiON/PnQPeUGLdJRyISQG6iEffNvKhX3TqWB55ftx8n/BY48+hCp4hVNi2BmgO/hJdlTMM4QrVxqp5/Rr8mZ8gUbpk1g+B7da86v45AeP2m9Th96oyaLw05WFUHVh0zwjVh2p2kQUplGpooouYmnRgWLHjmadTV1Ym5RXFJmQSxfM68Pi+0qiGVOick/pDWZ2drT8PnzVUC+wSbSAx333mfSq8YCifNjS1iv8ejGnLjdJx2xdFKbc7eWiPsxq1mTbh112G8u3EXPFbqWYsMk1JTMiQPVeO80ukt9k9Apf96OBNFHzr4poJ5d2u+HX4m+WqrBXzIcURAOODaryT3jH5hyr/xgeK5fdUWpv9jN65a793EO/Qi/Px0vUFy4WLSZF7HcNv9feGP70Br6GjvPYEsR5bj6g9nYjR+99MdKCwqEoKHas3hMoIpTrKFo3A3119w0W/ydOlvnVco7Vhk6sszSZ12WkFSTzdOTWj2lat3VFjChtqWRGB2O7Zv3YkjR47ILjm33fCJ6+U6jZp6A1ob6hGli43NJgAs6lRGfzHfNZJGX134qnyWE+2NN9+o+mYTOqqGXJI8zGP7Xkuyz5laZRsYwd00zjB1t/lZtuKYfrRsTRJ/JLsNh0NlqK/6RDKo0UJ1+OL0PnBEGzH7sv7qhe0lg9H+uj3v4mzAgnUHm3GwNU+4BpoeR27TbtQ0r5a5hCUedg1IO6IBVCL3yAWwbsGMGTMxY/qMXnJWXR/G+vXrsWrNKuklFtKtUdvnTSPZjDVvtlPyTy7qGCHz/CX6NTok/vinP8rPyTPQLKrjgcQ9kT4tKvPpFjfttrxijk3HDtYoCL5Mr/ABvePWu6S3lC+CpBgAlJWWicVfyfRxqHcDEVLpL/AxMKcU6379GBwJpZ7D1auyqKcohWqJ4cUrDF2C8ubZcEYqPnTwVcnu9oza1Gxit9LOKRF5KogntChOu19Ck2+lsmcz6rtmvzHP9cuRWmiGIcSFeks1pxO/dRZIv2Q0qpxgDPMo3PdPFXi39uUL8tT6ldyMr39uqaSiRR6SEonhiAjPMOIS6c/TJy7IczMPOlFSYbQyKY1eM5Iy2yIlcSO/UA952wJEedUufmWZtARxkLw24fKJso+Bl1yOUGugDUT3v6YMS5J60RrWrFqNpubm5DafuPWT8ncS3PpfND7585PvvAmbTSlEmb3homFgCOXw3rC/Wxx2qOscYE+3UzoP2JUQgw07cm6GM69cgX3Uj89N8uKT46t6DVM98yFSegvAtv0n8NT2JhxozVflq0QUo47/Ruqf7JpREpvMVhhtlqLvkMDwoSMwbdoM9Knuc0E9n6vXrMbKVSuV2iFLHcJyVxkAJVXJtHREtR7R0c3wklYGOjoef+oxJaXa0ize0PSuJwlPtAwGjK6SZKQuGqYWON1e8X+lzZ9qT4nj1hvmqWZ92sl5TEu6OPKG1CAxrBIhagJcYPWmbE8A09Crf/FXOGIQmyzxGhVtWaUMxX+Tdl7aOAN9gjeBSfwPmnZOKlMxISxN3G2yjWoFrKQzlWuK+rdaBrSNbgOysWHUdgaNeYsRyNtlkAzYj8sFRgKxUAhfizVKqvZCHpwEfpNTYtjFKecoDrYaXTJzJ+KJ0AV5elaLC4/+0gWr5kNxSbESTDDcteQdpALT6fcvyHMzD9pW2U/JurJfx1CoY5sSI1yT8GQqHcm7kFR2U+/Gs08/nzz/T96iAJTbuHNzUFI9NPm74wd2JX1hFVBasGnjZpw+fTq5zc233pxU3Oo7vK1FJhxsRcPJo9L7zXqgEqhQClwcEi2JclJcer/lGAxTAhG80BzYXvJ5OK30owY+P9GNa0flJb/XVMfqLTdSLdDVf1zsvXbwLL73SiNsbh+siTD6vv0z8XVWAh+GQYoo1SlNcC5ypk+bjslXTu0tp9Tt4zh06B2sWLUSR48cFl6C0rFWXUNKbU2Zb/DETREjnje5BeRjPPfi8wK+nINcDjdi8bDSU3A5oY2cOFA3HTvi0YREwA47G44dhqtRDPfe/oA0H8ucbK5IEwkMvGEqzuQA4W5Ev0Nzy9HPVyzCFx/12HDqABojbSvfjr4/x+7Cll88BlcEKC4tkjSY5KfELJrsthhyAsMl+s2J9ftA4EuwY02BK8U+lwLDp1nhys3IHBoktyM7onhrVQzhVholqP9M8/Cegq9srwF1OYvkP3GrMvRdea6eQACfjtJE/cIGYJYPHnEWwEEjBbGCVKpgt3+6WFqNLuTRt/Am/Md3XlOtSSLoQbEDJenY2twIy9lTF/Lpwd1/iHBPmM4Vkw5DSU3kRml8Ie5IahGqyKFUZ1NuOdz2mfkmox2YM29OEoB5mSoGjUlem/fe3iGA4qVvOM0trFa89tprOHbsWHKbm27+RBJUCMCpxKhTh/YYYj2KhKM8ux1KI9iq9KEZOVNVzVTL43dQLbC2yY99fR+U5bTHDrzwORX5Uhuf0qM1NTW96h7yvJlVYC2T5LRwDLjnd9sR8NTAEg+jat/PUFKUr9pVaR7hoExqWCJ+ZmWuvHwKrr5qWlLoo1edXDcOZsPGDXjppReVeIhot0fFK53lEN5fZTpDvQHVfqRUDSnda8f//e0vYlyU66UNaViyqza7cjnTBlxUoYviBx2FqHBF42fqM4uqVRy+fB+umXqDrOTEg5aGAKJ8ZMOQOTNxyhEVkY3OBsF3SsVQ1OQWKx/dj3jsqjuGxe/tRlM02Ok382XY+csn4YlZUFZaajTRG9J5lI2zWFHUMA1lzbOh6SkLiW6yndX6RVnpVV+cwJCpmoCupxDwldEwof3h8Sa21ifQdJpKURre2RLFvjU64hEawLOekKJn3UHaOVNhi8fR5NiO5vyliLvOyKc4cXAx4GppwGdizbBc4BEwn/5fuAuRW5Av8nIeL71+rZh3fwGO1b3yET+BH+7X9S2+EQ9/eQMqKytkkagYw+qF12Nh+A8r3eMLdfiGjjbUvxSpiSgl1nq0CzUsBE0Wv4r+DfF+kqjqGrBq5erkqd8655aklSfzS9VDLk3+7syx/YiGgtIW4rAyjRjHiuXLxUubgwL6V0+/2nBXcqBqyJg0AD66d7syj3fbxQCCrZwcJklHyb2qHlilOqd8gVlnDoR1HOj3L7K92xLFc5+rlsi7sLAQjY2N0pViCoL0hvto9lQr/2wH7E43Xtx+Eo/vdcGSCKPyrZ+jtMinFLgkFavU4MRhzumUXt/pV184td/Ma37w4EEsW7EM77//vqHTrkBXBDfEgY/69cqSUIwj6G7G8qWmYcFzz6CxqV5MWShmxZasUDCCHK8bWllNvi5+sQQGStKJ9iUVWjRVRLbbcMv1c0VXVtm72RD0U3/UgiG3zMAZV7xLAL57wOUYVlApAPb6nn1oTanDnM+Hq6gwHwP795Fa55ZTB7Hi5Ftojal6YEdj5y+ehDsKlJdXiEiDknxj3p/GEVFUB25AVeDGto93G3y5MoyjbFgcg6YAZUM1+Eo11L4fljpUWX+nqGmljl0rmtF8NooxM3zIK1HykC11CTSf0fHG8ij2r2FbDZ19bCrdZXw4G3Er83dxS6sAcHPuWkNqUPmS2hrq8OnwP0IErOF/yvrDLhE+Swi6OPHc84ViHG9Yfj4fu/O+7+rCa/CtL25Anz7Vol4XotwiWz9ofBKPo5HtYxfwKBx5mar7GgIxEt2LYH9C3IIYXhB410z5Kd5vjaMxGIW7vjF5xiavgT9ok2xUmZ/v+9Ymt/MWl+Khw8ONTgBTplGZlXCYKVfz7/eUHkO/0OHk53/UlJ5ODTVF4PVZcM/J3yTbNrlxKgAr3WU7mv0RHBzwZdmXE2H8/c4Cef9KSkp6bQ3YvA4EYbK6G6IefOXlFmjxMMr3/hSVJYUyByl3r5jyh47HMHjgIMyccQ0oMXkhj+UrlmH16lWqVGjIfXLGJugGKUnKTAxr32I9qZykmKp+9IlHJd1Mkw3adfoDrZIZEKuH/sOr9XhCaZVypaJbITtioBoJUdVEx+233i4+ukzr2QzjAT7N/a6fitPOWJcA/M8jZkqvR5UUjgAAIABJREFULcH3lWXr0NQSSBP5O183xefLwWfuuRnlpcUS2f9s3bNodMaVpGYHgwDsiiRQVVUt4vR0yRDdZGhwRStR0XIt8kMXq093E3zJUCUFfdCUBMZ8woLcEsDuUiYLry1sxeHXQhh7Uy4GXOrEruXNeGOlXxq7m88ClcNsuOIOLwor0sPjptMJnDwYx761Ot7fzYVClmjYQN2O0tRNea+ipXCp8iKlHCP/O3saD4TqQL/63jT6/OARvP//vqF0obszNA2/KaxCTp5PjCfMPr07PpeLk41rurOHXrtNZcE0fO/BbaiurhYSFvGCi2jljJTAmd2v9dpj786B9btimhBaqNim5KoNZSxDs5yAHLTnYdMVP8Rbp1uT/BNPCgh39D0/9K1q+5Wm4YdN3W+HoQre93PbousfNk9L7ivYqLx2OT4b/Ss8CKp+ZqN3WLG5Y+KJTu1tPyPg/oyAdbgQxmP3FBs6wZ0HCKnnxQUC05mUzzQ1nLtzfT/oNlxQkKi2//0m/GCNTSLgsjd+gvLiAtVZYWi0k4TEltYrJ12JWTOv6dHXEsDpwmaKYHAuJohlG1StkkUo1bU+hO06OtC1a9dg2/atkoZXlrl2ZfFp6CmI+YtoctNrVGU8+PfHnnxM7hPLC+JGFg0JtZfGG1rN0DLd7M+KhOmKpHrtpIAci0pa5a5590ATBw3Ts5XWYlEMmTMDZ906wl2koE0Anv/8q1iz8XXEE0rU43wPrkC++5X7UVOtmIYPv/AnnI61wldRApsoCbUfTEHnxq1SXxNHGYpxGPWlEv9kFNfPVC5GnYBvGuuY4JuIYNDkBMbOs0rUaw7ep03z/dj+XATDp7ow7hYH3loTwub5YditbqlteQoTGD/XipEzVAScOihyz2h4+wsx7F/HdAhXVam2eG1krWykrbqchQiWrDCIAzRXt8HZUI+7Gk9kJLbP953qfP/lX3wIBVOvwok//RFNqxYmTQS6Oqpf5pWjok+11AwlCrFomPMpO041ru/qo+1+b7W4ccWQPyDXVaNcTz7AoBxmS+hdbDzwRcQTnZdFsn1NRf5UfP/LOzFw0ECZ4KX3UGqOzE4FcGrnlg9wdB//R/tdMV2xoA3TAjGHMPI7lAHkgmr7+G8ikN8Xb55qSR5wdwD4KzmbkGdpI+Clgmh3zjwVwH/RciVadeqp6yAAm6NQa8S9kaeU3zdTkoa5vdTrjd5Y+sHvq3lQSnuxuiP40i0T0eQPKaMMY3TZhCSmGw4UuxO4tDiAisqPLsKk+cjyTXvwX3tKpQZc9ubPUFFKL4GE+Isr4qrqIyH4Tp/Ws/Tzvv2HsXbdNpw5WycAd+UVY3HVlPHt0vJkl69b/xq2vaayPhPGj8HVUycIYTZ1MMBcu347tmxV+uDjLhuFqVPGC9m4u4Oa0atWrcS+t/fJ3KzU6JR1qnATqAtt3rsUfHtywVOIhcLw5HrFJpTvKc0tqNCnVQ0p1UkQ4AHS1SgcDMLtdCXNubm6un3OHUkbKaZQ6BxBYBp0y3ScdcURFu/IjkcqAK/dtAualW1OH2wS6+5F++aX7kCfqlLZnAB8pPYk3Pm5yOsAhPf8+ml4IkBJaYnqY2MqwDCXrgxcj5L6WeJckg3Q+B3twDcexcApcVyWAb5yQBrQdCqObU9H8e5OHb4yK0ItQOtZRbRSj28MnuIIfNUhjLjajqET2X+dPprOJLD5aQXCNo0PhQHCxmYdMaabHFvQUrAE8DQklbHsdbW4t+k0Gyi6e4nP63aFN92J8nsfUC4vuo53/vVLCL9/oOs+V03D78v7obC0RLIXnARj8SjmfcaJ000bu33Mlw/+A4pzlQCDSXzr9oe72FBcUADUte7FpgNf6PZuy/Mm4ztf3I6hw4fA7aH/rGp3EEGOeALvbmlLs3Z7p71ow/6TZ0pKnb2y0uMrpjDK+o1+2jQ3WDXtvyQj11MAHmSrx92eNpOGbx69Ap7C7mtlpwLwrlgNnm8dgFAK+JqX8ZvWv8DPydap7AX57IqjmMMupaxgTMPbfb+ESMMxlBQXo6C8BpRSVUNN46rObf4kHY7b/qXDqQcxujiE6X1D6FfT9yO5k9QL2LHvXXxvtR0WBhjv/QEuiw67y4WELCLUM1lWVo6ZM2ZizOjRPTqudRtew5q1W5OfufSSiwSAc6jwljIyt+Pvp0weh8suNURTjG03btopgM6Fgzm4HffZk7F8xXKsXLVCyiGUFuV9EH1rinCQhCX9wErBTWmAJ/D0swtEk5zZZOpjc3qm3SF/pvUdXqVrbF3QldpMU20ryvtUojXQisbaJrF4u/P2u0RpRrQrDRckpjwqZk/CWUfsggNgXnBPfi58laXyQqSOXY88BWcwjqo+VYpAYUjI8WGqbLkeFS3XdQt8RSAgEcPAyXGMnWdJi3xTv2//Rj+2Ph1B6wkPLBp9aRWtva3dSO2n+uIwxs+1oGJw+0iY+6t9T4HwoS0ULCAId92uFLGeRHP+EoRyd0GjRybNxevrcU8DI+CPH4C9oyah/7/9ONnGIddN13HqiSdw9rm/dKpRzVXzr8tq4PX5xFGoubFZ2uhu/ZQFZ5o3d+udu/HS9caKu8tYpFv763gjVXdcuHNyt/ZTlncFvvtPOzFsxBCRt2M6jNkrIe3Eozi04cJOsQ+YPEvuVTAYkrIYZW8ZDVNkg4QXRo1rZv5WrlUaADeyz7Lz55Z38gcpaWgCsMwH3QTh7+ZvgD2hot1vH5uEeKrpSsrd++fQ7yTdSHUsSU0baEozAzrnNLdGsLf0LuTluFBYXoNITB23Sbwypa+lDTHj8cumz+GyaRjtq8c9433iz32+BzMUh0824osv+CUCrtj7c9T0KRMTA7bpMD3L+u/kKybjmtmzBax6MjZs3IHVa7cm6/GXXDxcwJL+9Klj85bXsXrtNiGQcrDsOHXyOFxy8Yi07bZu240167ZJoMnBCJkAPGlim7hKd45v2fKlWLpsqbxzEgVLa2o0uVhiDzCvjVgvCuFYx6OP/024CzTfoA8wVcVYyqULmNZ3eLkuBu0sIlvtaKhrkovnyXEbfsBRzL35TlApySQlsBeKKjRlMyegzq2L0XBno7dFwOaxegp88JUXp6Wj3/zd09CawygvLVeFcuPFiYUjqAjciOoUAlZnUTAJV4OmxHHpHCA3Je2ceZ02Pd2CbU/H4bD4jBRy++iakZLDF8HgqVGMnmVDfmn77AHnna0vBrD1OXrv5RgRdNu3ZdaBhZGtRdCcvxj+fLOupcPd2Ih5p4587G1IjvKBGPY//wfKSrYbhrPKnpunQ+9QMETDH/sOgic/H3arRZHoojHc9nkrzjZv6/JdU+B7/sskqQfC+9wdEC7xTcS//eubIsZBb2P2Xza3tEpKKxoM4sjmdV2eX2/e4KJrboLfH1BqdCyq0BmJaWiKjdgsImRBACauvXU6JQXNeahJMZg7G/FAFLGwioTibDg2RndAmN3ygQZVp039bOb3fbH1V+IfS4Z2KBSUyEta/sSBy4FIwoL3+n8WTl+Jkro0UNWMeqWpzIx+jR+mRsT8PvPIzXfbbQNuqjyOvjk9qCN3dbEMNTFmQvMLCgwJVKX7cORkE774fKvUgKve/hVK8gmO6riVEUFCmM/Xzr62G9+SvsnuN/Zjy9bdAugcE8aNxsQJBvcmZdNTp2tBcD36rjLV6Gg71pS3bd+D13a+KdtdNGIwJo4f0y6i7upAly5dgqUrlqrroCttb+Wvre4GCWiqX12JchQWFOCRRx5RtqeyIIvB6fEybw0/ycz9R1bpTU2NyM31ScQXpn+oT3mQMoxu8ftx/50PCImI6dg8X25yFVE++3LUufQuVbB6KwDzgmWmo1/7+ePwRjWUlZcZHp9KfpLesn2Cn0BFQD1MnYEvH76csigumaNj8JXtJ/F39/px9lgEZTVuHNqi441XLarmS6Z5ln0zOorpYdhyWjFxng0XX+OV7TJXws21cWxYEMa+1TbYrO62erDxVLUDYU1Ha/4StBYuUxKGTI+cPIE7Th39WNuQbEVVGPnYU9DEqD772HvfXYicpNxgB2wxTcNfh42Bw+0SIBVmZiyGWz8dR23zjk7fs+suXgWbNX3FvmbvZ9ASfjv5OaetCLNGv9jV+5r19yvfvAPTRz6V9XfxeASv7OqcGFTsG4fvP/gmhg0fKu8pbdLI8pZUeyCA4zs2ndNx9ZYPDZgyS3okKd/HtZbosbN2Go+LVCpFYlbP/C3qA1GcaG6r5/J9cNe1saE7O59AfXaQ6g4Id/TZ1O97MPAbOFxOifyam5skkmNkymieKcqYbkPDpd+DtDl3AL5mq1UbKMtbn5KWVt9ovgG8LiXWRhQ72Fpljoy/dUauzPY71pntdrGFZLQ+VDuIfv37w+vNweEUAK4+8CuUFfqUd66hns+SCMU3rp193Tk/WsoIp82NrqMd0SCBI7P2m7l9d7fr6HuYgl62bJl0CfE0qXYmzaXU0jcUwExzG1l0OZx4Yv6j8PvV80bHK5tDyf7ymmrTbpqkHzl0VHolvVxJN7VIqsdmt4gnsE2z4PZ590hvl9nTptoDNFTfNAX1zgsbgHlRBISNdDQBOCdukXYAt8stLzwB1Rb3orRhNioi07pMQcf1GIbNiuOyuezzbZ++3PJ8I15/JYxcXw5iATuCDVTcsqe1EqW+WFxJDZkSw8BJMRx9M4Djb6say+jpboyexraMtsflyJ4INi2I48wBFyySik5/STNBuCV/MZrzXk16VzrrzmLu++98fABsdeHSV1ZCMywEs70Iu2+7GbG6E53XgTUNfxo8Et48n0QfjERYQ/zkAyHUtbTVALPt/6ax6TViRqWMTn3ugZg6/G84eOpR7D/xJwF2Rso9Gea+OvvsT/4yCiPGdGzRVpx7KR5+8C0MHDhQyYkaFn0k+ETDQQSPvtHpIenBODT3R9+P393rVHTRJMSpTCUdCFGZ2DjZKaUv1dqx/OpH8NaplnaFku4QsXgcoWblyZptdAXCBNNgQxvpKts+vm37myyQiR/+VnpUG8pIZORbrAjEdJwe9d2MlLOa1DljmBrfAs5tmJsO1hlfLL3g/M+0TpXTY3nDnAMML3NjckmFZmPTjOUst6cMr5rD6NhUrR/DkP7VmFBwBnFHPv6JKWj2Ae//FapKiyTtzDlTfa+OGdPOLQLu7rPyUW936PAhEISPHjkibaUEYGY2qIbG9jLqPfO5NZ2wpA/42afQ1NQqNpnMqsajuigtnj19Flq/EeU6zRUY/dDXl6gcaPUbbg+Ax+PCLZ+YKy8CJzHzxeBkVjxrPJo8GiJduOb05gjYvIGSjq4owZv//Sw8EQ0DBg6QFbd4XdI8O1oK38mrURyd0A7UUsGSYO0qiuDSOTqGXdV+kovHdGx6KoCdL+hw2LziJ5pa880GmGJxVRiEMz+AiqEW1Ixy4q31Ubz3VgSTb/dg9LS2mk8kpGP9/CB2LmRUzf23aVpla0ci+LbkLZb0CD1Kc1ubcfOht6Tv8iMfCQvGrd7cKfi+fusnED1LqcXOj48P/t9GjYXT44FNVN0oF2jDrZ8Oob614z7ZEVX/ikHlc5OnvmjnVCQMn9bSvEmYOOjnqG3ZgU0HlIhCT0H45R1XqrYazYEbLm1raUm91m8cfBGvrH+4QxAuyr0YD//TPgwaPEgWzVwQC0s4QeawjltvVKz/jkZgQxM8V7bJHn7k97mLL3zhlXpJOZO8xGhKjO4TSn+XpxnMqcDmCd9Kq/8m3+NutCKZ23YWyXYGwt2JgD9jew7FepOU8fx+lRYXwTKDBR2KAqdHfy/5c4kalduhnLPqXlKxpPl3cx9qi/Sh3oY2gJUqjQm+InGb2uec8jujTzk5h6V1dySRWwm9GJGox2HB6NyzGOw6hV/sKhMArj7wa5QXszuEwKsIWDzwmdNnYuaMnjGge9vzmHo8VANbsWoFXtuuCF2mhSvPl3Vf3m8GsCKZalNe0fOffQyxuCozhAMRuFxuhAJ+RGjG0HdoqUhR8oMOpxuxWEScRhjKB1sDSMQSuP22u+UlYBqPbS78s7S0BLh0IBrc6NKG8EIAYF5kErPemb8MPs2JqqoKqXnwyRMHjIYa5J+ehtzYYPNRzwrE1AcdNjOGsXM1uH3to989K/zY9nQMkQb27rFtKL3mmw7m6isIAIMnxzBkShx5JRbkl9nQfDaBY/vCyC+zoM/w9HTp5hf82PRMAlosV7xks+3T/FljziIwCub9F/3akycw9+gBWAyG7kf2MugWjF+3DRZ7xz3ar98xF+Fj3WBAq2kNj4+dCE9uLsKRqNEIH8aczwbR4N/b4WndNJZWdG337eUdiqTDUZY3CRMG/Rx1La9j44EHkz/PjJiz7Xz5nlswc/TzEkmnjhVvzsHMUW3axeq+6Pjpn0fLYWSLhAtyRuEHDx7EoIED4XJTNpYMTNVmleO14ztfa1N7ynYsra/UIuf64o/s1vb0i771/c2GoAMnMOXYxSiYBBpOYttHfwEtJcM+MACn9u5mO8ZsIMweXgpudDX6aidwh2WxYgMziybexXGZtPnvGOw4Neo7ye6DdsCbBsQG5JqevCkRsXkcyeVoJtjKA6UIlqKZbQJuCkCr6Ndo9GrDXGPXKVFz8qQ1eBwaKhLHsO7tJrhyC9H30K+R73VLkMYn2OxRvmbWNZh0+aSuLtcF83tiJY0ZVq1ZqRT6aTlIRzneV+M6mnrQXDQyOn7sib8iGk1IidHhtCGv2IeGE43gJ7SqISWSo/Dl5orlEkkdZHWFgyFUVFShtrYWd867R+owdPigpm5evhv1ta0omDEOTR7LPwwA8/q99/IGlOb4UFZeLr64Qt6JxeDzX4qyxtlwJyo6TUGz5/eSOQlcNrct+t23sQW7lrZgxORcBOpt2P40JPrtqOabDpg64noY4+bomDg3nZAUjai3xe5IB/qWOtaCY9i7in3MBOcOGNE6UJ+zEIHCpaJVK6WHU6dw49t7PpIUtBIu4LHpKJp+PYb+x0/SGc8pr+W2669BrPZ41+1H5mc0DX8ZfRnyi4okJcYsGokT195Vi0b//k4AOD39TABOppll4lM1H1MtiSnlrgC4o7RzZ+non/x5lDrGLCBc4B2B73/pHQwcOAAutxt2uxVxnXKiNvhyXfjWV9r0ji9EAP7Gdzcaj4V6NqSNJ+War776Eeia9QMDMK9NV9FsJgh3tb15vZl3+rrlL9KzTC4NIyWBOCOqDYZ1nLn4ewaxNSPqNaJfZhmT6WgjFDYj4uTDkbzBKalmw5zCjIBNswr1J8Vw2wwszBR1JginVY7bgbKKzumVEWk+g/qWIPq883uU5udKJk0MbKJRVFdVgQA8fHg6I/mCQdsODpRtSGRDK/9jXaWVaU1IdrPIwqrFDHWiaV604LknEA5G5bowRe32OtHU2KzaXMv7FcjlJbjaLA6EpH9Jk1y+0Kh14IF7P4OG+ga46d6gWeBwOWTnBTPHo8Vr/YcC4BOLN6PE6xXZNPHxDEURDUdR6J+Esqbr4NALUh75tjskK0uRrAwJ+Wr8PBV57l7RjC3P+OE/a0flIDLL7Tj7jmoVkjpByk3OTBHz31QpGzo1holz00U8unqI1y8IYdPTGuxWT1oaOgnuRqqpMXch/PlLlHpNLArHyZO4+egBaF2UFbr6/s5+P+THj6B09uy0pvoNl4/GxOWbYPO1r31uvWYGIt1IO6d9Z0LHo+OugDcvF3YHbeoUSePmTzejKXCgRwDcGcASoLsC4EU7r0ZCj8Bq8eD6S9pkMBfumCza4G5bNWaOWZB2TEkAzgLC+Z6h+MGDR6RMQga06gFOSKdCTo4D3/la560VvT0C/ubDm5KZIZUxUBGwSkNbsfLqX0ldc28KA9q8eJ6Gpu4v0lgLbqKNXOflDBOEuwu+5rF8NfZHWUiouVQThyf+HyPhaMKGU6O+3T7lnAq+4j6kwE6onOa/M4hYZv1W3u2UKDcZ9RrAq5oHFGEoNUVtLibNn8nxZ6aiM4SH1OFocNo0HHtrG/qfeQ7F+TlSLzYtGUeMGIlZs2aiolzZtvZ0iHqYZEC0TpW+zB54WRQYzlMdfZdEqkm3pp4ekdp+BYlYK5aqPmCZw5ndUOQzIezGVOlSFlBWDU8seFw0CBwOti25EItHhGDIzJxWMaBAd9idIpHW3OKH005NYqI3iVYJaDYN9932gESCLodLGH30DuaJ5E2/DC05VhEX72xcKClonsN7CzegyO1B35o+4lrCdgj2b7lOjENZ07WwQTGQswKnnkD12KjUf0v6qwh4zWP12LIgBI+L9oZOaQ9KxDJ7fduuXvp+dXhLIxg3N4ERk3smXLLmKaahaXWWK3Vmc2SSLercLyJSvkq1eTCKOn4cs5YvhKequlMW8jk9ujoweedbsIjAfnrUrsei2DBhDCau3gJ7CghvvfE6hN492KNJNeZvRaT2LJ6ZexcKiotk0uPzyhaWm+6rQ3PwUI8A2GxHqim6EaNrvimfX7vvfvUc6IkuATgt7axpWLLrWlx78ZK0dHRmy1MaAMts15aOzvMMxo/+5T30618jTj7kZbD/kD2y+flOfPtr4zq9Pf7ldfDOLDqnW/hRfOgH/75dzSl0XmO/JaX+SBcWWzsNK67+FeqDUZxoam8p6aFTUqBnVpPdAVabw4JYpGe98V+N/1GBp+Gew0yaWPNZLGjyR9E49odttd5UsDX+LhN4ys+Tf1fol96GlEK4MkGYoKAA14x4U8DXBOEUwO5pFKyeBR3RhvdQ/PYfUVzgkx5tMWGIxzFhwkSJgHNy0nt3u/MMUVryzJk6nD1bL729farLs0pRkpvU1NyCkyfPStm0pqZKAsXMIcS5YBjH3jshoM790c1ILC97ONasWYU1a1fLtbXZreJtIPeWUs1smzSuubRjaTqefPpRkQtlVoDfLba+bOu1WaENvKhaDwTDkk6wOuzSm+TL9UoKWnbub8Vn7v+CrBooT0mJMVVwDqHixsloyVHuHv8oAHzspXUodHlQWVkpVHsORoe5pyejpOEaWGDvMAXNifCSW+IYO0dEemQ0no6Cus371ybw9lrAblHtRnSgUqMNiDJBXcQ/RkUwfo6OqmE9Y62uerIFG59OwO3IF9BvqxGly1M2eF6Cv3CJtLKIVN67RzFjCeUe1Sc8ffqSOdLDRzTb5hqm7toPSyc63IlIGOvHj8b4RSvhrq7GhqlXIlrbBds55avI1A8ef0+OnZPVC3fcB28uWyOUKwnrpbPvPIGWENuXso/MaLbRfwjr9t8rG5f6JmLi4F/iVOMGbDv0kPxsSNlnMaxagXF3RndY0NxPOwA2HhXWhH3uAfj3r5xCv/59hTSpJlwNiWgcOXkufPFTRvq6gwMKvt4K9yU9nxS7c34fxja//dObiIYjymOVi0KHQ6JGAgoXGsuvegT7TrcgW+BqpUJRQ3OPDiPYEE4yhXv0wS42/kr8D5JmpKYxn02qJYlzVYJa0HGcGWOmoLmwaDN/kL8biw0B8EwQztKCmGQ6dwC4pn+yaSQghHIjrW9GxjydZBTcrVqwSp3bEEbOth+jpMBnkHdV2e6qqVNx7bXXGnXhnl3Z9Rt3iBKWGZ1fOWksrpo6vp2E8a7d+0Rgo7lZEd3YB3zV1AlJmUjzWxsamrFu/Xawv5hj4IC+mDplHKqrOicsZjvqFSuXY/uOrQj42d8dMzyBlS63v9UvU3pSfEXT8OSCx2F3WA25WLtco2AoJItKrWpAka5bLfB62d8bFDo1X2q2H9G9gS/BPXfer/wuQxHV+yTooiN/1ngECMBdEHYurAh4PYrcXpQUl8Lj9shLz3MuaZyFkkamTTOiSeMO8XklW/nSuaz/AntWtGLvKi5slKdw1QgbWs5oOLBWE7o6QYGqaNS2VbKTbSBngiVfFpsnhPFzdVx6Xcc9sdkekpWPN2HD0wl4nAWGUUN6Wsn8jua8VxAqXqraDexWRN4+iFnLXoWWcU8tLhccRedG3GFXwox9hzoFX/McSFBZPWowdKsTerBNZKGz1zd85gz0aAYxRtPw4u33ILewUKJ7MhIZeVx393G0htv8XjP3my2dfOD4k9h/6veGyIAyHGfaqdQ3FRMH/3vaIqqraWbRzqtEdc5pLcU1F7/Q4eZZAdgA4QkTRuNHXz6BgYMHoKCACywaguvwNweQ47Pjx9/rnPTS21PQD//7TtHvFmU2m12iCA7eR07sa2f+Nmv917yY3W1FSr343YmCu7q3mb//UoBymTS3MbpHDMIOA5ZgBDg7hm1IGcBrAK4ysVcRsPwpfs/mtm2kLPlOIz1sglUSbMVBSqWbzZ8RGNLAOIOcpYC8jZCVWQvOlqzX4iF4t/wQfSvLZKEkad6Ejquvnobrru25CAePIFNicvSooQLA+XnpJarM7WjYMOXKcZg4IZ0HsZ7Sluu2pdlJnosUJY+N0e+SZYvhsNvExjUYDBgKhoYBA4V/aLxh57MLzH/6USE4N9TXwe32iPBTIhZFkFKU1QNLdY3FYLFrU/29qmZBOzCKh2u4a+696sCZEqLfo56QtqTSGybBn2OXFFhn40ICYEbAxR4vavr3hR5T/Vy8kL4zU1HSeG1SHSlbCloAeI7q/934lGI7swbLn4+cpaFiuIZgM1BQaYONQipU8lkTw36CsoX1hHRwVzXlCEbNiuPy26zw+Cw4+kZALnW/Ue01oVPvwYrHGhUAuwqUb3CKfnXqsTfnLUKwaImon8kr/u5RTH75pXYAnHl/2adr9+V12jKkJgcNMw8c6Rb4JkGYQu/DBoBp6cyRoKZzUxP0LtTXOLO9eNvdKCwrFX9OTmDM4My++z34w0o1J9vIXs9VqbxjZ1fiWN0iVBdeh36lM43+zJ5lB1LT0Z0pbXUIwPSp9dXgyT+2YNiIYULyEIawSACyv9CFH3y7rVUu2zn2dgB+6AdbRASHKTsyTTnkHCk4AAAgAElEQVQvcULnf1F3ATZc8cMPH4CpbtV5Kbin+ItPBf8HORZ6GquULAelb/ks+YNxnBr5rbQUcxroGgBsgm9aOjqLPKVKFhi13WSdl2pUZgpa1SlTU9JJUM5IRytAz2Q/Z2NDq0tCAHZv/iH6lLOsoWrcHNOuno5rrrkmjevR3Yu4eesuiYCpYMU5eLxhnpDpiER1KwKrqZhVWlqIqZPHY/iwgWlflRkp0zWJAJxNXaurY1y+chmWLVsimRkGDGZZgdgoPdisCxtOWNF4HM++uADenBxQTZE/b2huEkxJ8Nz6jajQOUlyomd6VclqKe9U3jBGw3M/cXsyU0pXJJHb0hPInTkWoVznPxQAv/uiAuDqvlXw5XkR9scQCsVQ2jwLpc3XpqdzM2rBbEG6bJ6KgDc+GcRrz0B6cTlceTHYc6O4aIYFF89WJuMcjacS2P5SBG+v14CIS5k/pLCW+TC7C8MYfyul7yLY+rIf3gILJt3sxaBLO9Z8XSERcFxFwNKKlJ0J3ZK/CMGCJRJtMJLSjx7FVUte6RKAu3pIZSVtseKTDX5YqNTUgxGqrcWSAZXQU5xhevBxY1MNC++4G3lFBYhz4jGi4Bvuex+ByKmsu3NYKjD7kmc7+SrFbzRikZ4fUg8+8ctHJyAaVYutzJHv64Nn/hQSAObETG4Bp8x4LIE8nxPf+cbYTr+ptwPw1769XvVTOtUEJz2VRnvLwcqrcGTQjR86APOCfdhR8OT4RoxN7FKsWHF0Um0riVhMhDhqL/5eMso1I11O5vJ3E4BTIuHUdLTEwMYckqzdGsDZBrRq0UKglf+SAJz+dzMFnZp+zgrARoo68+GSCHjrj1FVxmyMCiL4fZMmXo7Z1IHu4fvPz9fWNmDr9t04dOiY1HbHjxsNGjJkDpKd6IS0bZvq7ed2HYEqwbrNDYnbjTmnxcGKlcuwfPkyWUwJr87I//NPYiMznCw1cFFMQH5h4XMIGryEaCQkJC0+3z5fLrTBo2tEazERo/QbLQjDiMR0WXk4bXZhOM/75B3yIqjomFRrKqLqyJ89/h8OgI++sBaFDg/6DewLX14uWhqCcs4lLdNR0nwdrFobmGRGwYx0R13PCBjY/qICYJKgWBDm76JxGioAE29nRGo8SjrQXJfAhqeCeGsV6+xew+7OTHUy2RmDtygq8nxNZ3TklMRxxTwbxkzv2Epr1ZPN2PC0Dpdd1YA5skXtDd4XESxYJilacRw6+i4mL17Ypah9V1jCpMitLaEegy/3u/zKK9C0Y3OPiFftJgVNw+K77kFufp6a+DQLovEYbnzgfYQiZ7Ie/mUD/gOVBekm612d5/n6/RsHX8Ir65RQQ+bw5VTg2T9FMHT4MJE35AQlilFWG3K8VnzzK52zoP2v1MLbi/uAv/7t9cjLy0drwC+FmWSGLQGsmfYIdEv2FiTzOp1LCvp8ALDFouPB4O+FPGZk0Q0mswXNgQjqLv5OWoqZiymJojoA4ExSVupzkYx+jbquinxTANgE4iwgnGRGyyTRxpA2J43UNLRZa079bgKwZ+sP0aeijHUCme+YUb3kkkvFCamwoPB8vSYfy37ZgrRmzWpyn8V/W7qFWCZg1Ct6Giw7Kk40Qfjxpx8XtQf6W1ML3GpXC0tGwVr/kdU6pdIoOhEKBKDrFkQiNJPWoJP+DQ23z7lH+pek4d8guPDM864Zj7DvHy8CLnK6UVFVKWbSdoddUnyesxNRWDcTNj23QzDjasxVFBQArj8ZwfZndLgdJCbwuiUwYFIM4+YyBd1eoKPxdBy1xxJ4e1MC79DONe5IRq4ibK6bnqhUBYng8nk6Jt7ccV149ZOt2Mh+Y7tPkb5SHtXUdqemnJfQKkIcFjnfyMFDuGLxItAh61wHPzrvHMGX3/lsrsOwNDvXI1AsldX3PQBvPtV5aEcYlUXjDQ+8h3C0NuuOp498Fl7nubVMfIAjzfrR+uZ38b/P3JD1d7neMrzwFx0jRg6X3ma+5GyZo9B7Xp4b3+gCgANL6uCZ3XtZ0N/5/hZp4+DgwlA5knFu17Fm5m/QFIrhvcaOfZTPFYDPBwh/Ofo7MblhTZDRELW7+fdowoIzY74rkW5qndcEYfWnqv+mbWMQslJZ0Ao3U1uLzNRz+p/JaFjAmF0P6bXh1DR2+zpwGysrM1MvALz5B+KGxJZNsqAJwAMHDBQA7t9/wIf9enys+1u+YhmWLF0MNyN7i/ID5vwpvsCcnukXzvth1YQ0+PfH/yrzL5WydGaWaeJgtyGHWtD9L6rSIyFaJzGtzBsTlxakotIS8Su0ahbcetM8iYil4d/w52SInTN9LEI+pUXb2biwasDrUez2orpPlaROpDXHboer9mIU1M6CUy/uoAVJvQTRBAFYh6cohq1PxxFpyBFNZgLwxTfFBYBZ/802uHhsrk2g8aSOvat1HNxE4pBKH6eCZiIRxWWfZBRshTULBjM1tWZ+EBsWMAWek+bqk7ofHkOj9yWEipcZtW4HLO+/h0tfeO6cpSgTsOKO5p6nnc3rMd/ngR7uuUl9u+upaVj3qU8hJy8X0C0IRyKSgrvh/ncRiddnvf7XX7JG1ct7MGie0J1B1bOejFg8jF/87bKsH/G6SwSABw5qU8JiFEylqIJCDx76cnvXmNQd9fYU9De+t0mASqQbGU2JFjT5KFasuOoR7D/TilgnUqme5hYg1nlnRkf34sNOQz9k+bNMvFwksdOAiySeRzCmSw24DVwVv6YNdNXfU6NhE6hVG3BKCtokTqX1+WaAsFjOZgBySq04tX5s7K7bdeAkCauqREBd7pvVgrzcPMycOQtjL+28JNKT9+Lj3pYLQ/YBkwktxDiDREfnK7POr+rgCTF/4T19adHzCIUiEsRGYxGRJs3N8YkgikTAOs2uhYjFVg0nIuGogInoA4ejuOm6mwXJSX7mKopRIR+q3FnjEMlzdhuA9x84jD8/8RKoAsN9n+/B8/naF29Dn8pSUUP6wUt/xtHak51+LUlY+XYXBgwaAKfTLlKcfNe9LSNRUDcL7nif5OeTYJZcHLJ2HsXYOQmMmq1hy4II9i6zijMREdRVGJae3pHTOp/kI6EENi6I4fVFVtiY8k4R7DDZ1uNuiuPyeQTz9tH0/u0BrJsfQe1RL2wWd7LOkQm+suIvWoym3Jeln5RPRGD/fkxYTBZ0zxkpo3/8U4z86lfF7/RcxpN5XiRC2euePd0f7/2qu+5GQUlRUiKOOtzX3PMOovHsjjldCWpkHsPq7Y9g2xt/79ahjR91H64e99VubWtu1BERy+MswnN/1jH8oqGSteCLSc12vpv857e+cmFLUX7vRztk0UuXNi6CRWHIZpV5hiIcqR7A2S6onek9egOfy9CRtBs8l49nfuarsf9BKBSQuqAYtDOT6HDAH9Hx/rCvtTGdU2u+BGIzAm7XjtTWG5z6XZnCGioFrYhXZjqaoJAE4ZRUdBr4pkhSdpeIRQDO2fYj1FSVqlIlgzkkYLfaMH36TFx9VefuXh/Gdf6o9uH3+6X+u3nLJmkrEu9j1nwlM6FUsLjY4uKJxFY+x8+89LRsFwoEodltcDqsooxFnpXWZ3CZTmTmi0yUlhaZuGKfMh3N391316eEnEUz5FCQVle6vBS511yGWJ5b+sk6G58ZMhUDfKVSsN7y2h6EwnG1qj3Pg5Pw2NFDkON145U9m/DKns1oDvo7/VaSsEo9OejbrwZ2J1MpijRhaS5Hfu0sFMRVdJEJvubPqNtcfSnFMzQc3BrGNtZhHUoMg+BcflEYE+dZ0Wd4xyC8c3mrOBpFmnJVG1MGgYpZigm3xjFpXnuzbh7H2measW5BAnbktXNZykxFBwpfRah4idSdyTgN7T+Iy0jC6kEKeuTDP8bF3/qWkgzM5hbexX0+sX49Vl03A2Q4f3hDw/p77xUlLL4ISos3gZl3HEBMz97e1BMAPnbyNTy1+FNpbQ2dHTufxTuu/Qv6VmSParN9tiMAdjkK8MJfNAwaPEB4CtRu5/vJCaAw34mHLnAAfuhhpqDjIlofkWdCsXcJYMuv+mWXAMxrea5p6A87Av7XyO9FxpeLUqYphYSlJxCM6nhvSAYAJ0E4IxJOtiO1tSyZPuXmc6N6wVNY0MmabzropoJysvabyoI+JwBmH/C/oaqsQN41DmpIRENRTJ9OJvTsc3qtiTFJnwJHx/MlFxh8ThiROjvRGeBBSClK14U3wXeyp+PkyRNYvWYV3txLX2FVZ+deWAKiXllA+nujws3g7xisPv/yc2hpbhYNDbtDdRdxwUQHQq1maLnOlQo/aEjPwMmGcQuNhsmETuD2W+9U4bSoulhFqpJg7bvmMsQLPF0C8PC8StzQdwyKXKp++lGPrYffwlNbl6O2tanLrz764joUOlzoP3CAFNNFGzsYhhbwIe/sDBSFr+gQfNWiJQHNFZY09MBxFmx+OooD6+jP61L1c0cYroIALrvJhtEz2rcSRYIJrKNb0iINjhQVq1Tg5Evkyg/h8rk6LpmZntr0N8ex+qkAXl9qhUPSzx33LfN42QPc6ntFGUuzPnX4MMYtebXTFDSPZfAX/wWTfvEL0W6WB/kcHub3li/H6k/eAD1GcZdzrzlnvamaho333ovCsmJhB4tiTzSKGXccgK5lX4R1F4Bb/Kfw3wuu6fExEyD/6balyPV2r/m/IwBmXf/lv9kweNhgscxk/zab+nlfCgpc+O7XOgf53p6C/vYPtknkwPsVCUfk/IQAGothTRc9wOazcC4A/GGDL4/l27a/CAOWNT9mDVkbpfc2bG4c6zEAp7gkCXakiPikKlplpJrTI+G2qPjDBGDf9h+juqJIOAkEQ+WF68DUKVNx7eye9wJTCevw4WPY//ZhVFaU4eIxwzpUwiJjes+bb8PjdmPcZaNEZSpzEMfYqrTj9b2Ca2RU53g9klnpydi8eZOkoCMxpfEtIMt+X50p57hgJH+mfIlV69bTLywQIq8SsWK92Cq6GuQWaaU1RXo4FARz2C6HFfEE89cxZUavc2WRwG233J5kpJLwRetCfpnjqlECwN1JVo4p7AM0BhGPxro8X5fNhvF9+iLX2THLd8PRw2iSRUPXY+/xwzjZWNelYhf3dPi51ShyeVDVpwoer1dS71y5BpvjyK+9BqXBmfKFqRnazKiS+s39L49gwlwr9m0MYeszOhxWOhOp1W846sf4OcDkO9u3Ee1c5semBTFEmlk75qqqvV606g+OwlsURuXwKEZPs2PgaHWtti1pxboFMURbGD13YsRgXDZ/wWL4814RAOULEzp4EBcvWtRpCnr8b/+IkZ/5TIfGCZ3dkePr1mHZjTdAD/sNxmV3np6u73H7LTRsvvce+IoK5MHn6pj3cuqcNwFL9jR3dwCY78bP/za2x+BrHh9B+Bv37zCY7p2fV0cAbLN4sfgpD4YMGyKasqIvzAkgGkVRkQfff2h8pztuWVSL3BvOTVTlXO5ETz/ztW9tlEU967+MepW4QwzvV0/FoRFzz0sEHI8kEG5t33fe02PP3H62tgZDI8p9ixOuGa0FIzpOjf52WgpatIwNqcq2FLTBim4nS9kegNW8lIX9nJZ6bouIP0wAznv939G3vFg6NbiW5nqcf6cU5exZPY+AKZyxeu3W5OW8YtKluHrqhHZKWNt3vIE1a7chGFRYQAC+asp4uN3p2EFZy7Xrt2PffiVDW11dLv3CAwe0lRS7c6/JgGb9V3y447TJZMpdOSJJDzAjW/op0MHLxqAmiv/90x8MxTrlD212EQkLurDSp+u6esC9HjfsDqcYVVvtNvkv4A/hznl3ySc5VbJVSdmCWeCcNgqJQm+3AJgnF2hoRtOJM12CsMNqxecnTkJFFmF+8yL9ftMGHG/qOqLtzkVN3ebQs6tR4HAJADvsDni8bsnn05TBd3o6KoI3dQq+3BcnQ5uX9V4d/cdasHF+CG+vsyaNEcIRqlslcOUd6dHrrpWtWD8/hGB9DhxWD0SUO2Wk1nB5Nwj0sAZw5W1WTLrZhSN7gxL9Hn/LnRb9ZmNAy3EiAX/eqwgVLpUHw26zInb4CEYuWth5DdicDLgPmwuV06ejesZM+AYOhN3tlvJCuKUFZ7ZsweEXnkfLOwdgNfswhCjyIUe7WW+yhtfuux9uH7MAJPOQCZ7AVXPfgmY9dwD+6V/GfODj57vz0Kd2d/lodgTAVs2LRY/bMXLMaLjEaCImq2qWiwqK3PhuF1rQvT0C/ub3N0vbDqMompsrDWUrto//Ok65KvBuQ9ckvZ5GwOcj+uUN7ovj+GT4BaUOZURGjH7qmgI4aQhxpIptKBKWkYI2679GTVg9x6oGLPBr/NnWh5qu+WzWgckNkF54iYy7B8BJRay09XGb41Lqw6vFwyjc/RPUVJXIeVKxjN/D42MEPPua2RIl9mRkU8KaOmU8CtjVkDIyt6MONAU2JozPUMLauANr125N4yudixIW678U4mDASiAIBUPio8D7wvS7XF/j3Hn+xIInnqISllPhJlnTsQQ8bpe0/mqlfemGZAjxE5EpXM/INxaD0+5CIODH/fd8Wsn5scYnCh9kTMfhmj4GelGOcvno5ugOCDMC/uyEyz8mAF6JIlcOKqor4Xa6RVycqx1ezNwzM1DcdF3yTDtq7eEGdG5hS9L4uRb0HWnDpgUR7F9rkVQ0LcrGz0ngyjvTAXjdfEa/ujJQSBHk4P4yCVQKgOO4aGoMV87TkF9qwYYX/Fi3IA7QB9iilK06Al/+PK61ighH0LdGHigSRMLvHMaoV1kD7kFkak4IGc+AYlP2YD/dfIa6tZkG7Lz/AXh8PtgdlFFl+g+4et4+WGzZJ/ARld/AoIpPZt09J6+f/fXiDwy+5s4Jwt98YFeHdahd+57Bkk0/ynosFniw+CkXBg0eiJwcSshG4PF6hDns9Vjw8EMXthIWU9CMfCVlayxo+efqmb/GW6dahT3a1egJAJ8v8BWQhI5/Cf+3LCagJSRbwf8FojreH/6NtBajpBJWKggbMpSpspTJFqTUeTcpKdmB+EYGKSs9+m0zbGjrA1azTvrr2zEAF7z+HxjQt0LOLRJVHQcEohHDh0sU3KdPzyLNrdt2ixKWOAZpmohrULuZanapI1MJiyYLjGwHZES2b+49iLXrtqGuXhEwGSELUI8b3dWjlPw9z2fV6pVYsWqFmtcIsImEpJN5nyXDIYJG/JcivzFCfv4lCnEEZHurFofDwXc1qngbBRU5Ok+Q/zkcNnhyc2DRLeLwACtkdX3fHffLy52UVJOUVxzucwBgnk1XIDyhb19MGzQEuZ0oqJyvCPidZ1ahyOlBn5q+ovVJGjkHz50s6IJ6lU7pDHz5e6bQqC7mLQvi8ttsqBpqFxDet1YZNUycq+HyuW21it2rAtiwIIpgXQ5sKR6+WcHXaBe7aGoCV96mIa8U2LkygLXzo/DXeWCzKGZs6sh2vEHrAURKlkPLP6xaDhJA6J13MGJh5ynobj+xH/OGr99/P3IL8ox3RRmjT7l1L6yOjiIoDTeN3dDuqBtbjuN/nrnuQwPfVBD+/NxXkZ9b1e47f/qX0R0SvDTdg8VPOiUFTUcXRod8H+3CutTx/QscgL/zw+2y8KUDmzk3iQb0rM41oFMvoocs6G4QCbtjR/hBH+MHg79OmhQoULYgGEdaDdg0X8jaemSKc6SYMqj9KL/kVEKoYjSn6D13FPm2Y0Gr/Ug0nbQe7D4AF+76T/SpKE5GgEyzcg7ifbt66lW48cYbe3QZA4Egtm7fgzfeeFsITVS4oh50tmEqXPFZGUclrIzo1/yMbLdtt4BnZ4pZHR3o2bNnBHx37d4lhFVx0OB1ZO+vwYURNyguHlketTDgsuLx+Y9TFBDRCGvESrGOJUQ3+4CLq3y6EKuo1qRxBZ2LuGEz0tTSAofDhbtvu0taHEi+Ur1oVlmduq8eBb2EEXAPQmDj7DoD4U+Nn4ABhUWykuho7DpxHEvf3t/tOnB37/47z6xEgd2Nfv1qhNkmqxmxnbIjr2468utnif+HObK19siDbBCy4noYBf3CmDjXhtIaO9Y9GRCxmMl3uFFYqVLMu1f5sX5+GIE6L+xWtg2pn2eCprlP3ryRU3VMvt2C/DJNwHfN/DD8tV6JsFOJV9kA3PxZi3c5wkVLYXfGpF7BLwwcOIih/yAAvPu+e5FbSClOq4An35fLP7EHdmfH3AFGppG6S3DrzN+gtuEQ/vzCLepenKe0uakH/embn0dxwUA8s/RLOHx8Q+ffF3fjlSfsGDZ8CHJ9ZLqrqMpis8JmieP737qwI2BKUaYy18VBKK5j9czfdKv+y/vlCgRhCYW7fO3PZ/Rrfvk38L8IR6g1reYzZhPZB/zukK8lFxhtDkiqlig1YNOEIemIlELCkj2lOqkZwJnR25uphpVWIyZ4G6VFE7hV1qoDLehOpCiLXv8J+lQWi088MdzlcQsIcb/Tp83A9dddd06s4y5v4Ee4weo1q6X+y6UK/cWVT7FNFvas9TJI4/WUEoKV9X6Vq3liPt2Q1HaRWBRWzYpINKZkbYeO6q/X1tfC48pBAnHEmYI2qNoMoemFe9cddxs3SleePeKvGoPzqpHQS3LVSuAcBkHY0hTEpH4XwedqYwSPqaxCDuW8Ohm8ybtPnoA/3PaSvfrGFtT7z7H/z/iugwtWoIARcJ8qaYPg6ourHMoY2huGorBhNnLQPw0gO4uGRXHGEoarMIQJt9jQd6RdSAr5ZVZZFe1a6cc61n0FfD0dgK/R06fHMWCsjpFTgfIBjHw1vL4qgLULIvDXuqXfuLvgyxMI5L+CWPlKKTvwAaLQuf/AQQx6cWGP2pDO4daf/49owBv334ucvDxRptEsXEBaMe7anXC4u5qYNezbrVqVzhfwZl4AE4hVPa/ztH0i5saSp5wYPnK4pJ7p093S0iychfw8F7799c6lKFsX1iLnxt5LwvrGd7dILdGMfqV7AMCqGb/uNgDz+naVhv4owJfH8ZXYf0skyAnaqqnUeiCawJHBX03RgmbApHpJM5WxzOtgWham6kCnPkfZ1LAySVmp/zbTpOo5V5GzWuQnUTjlSVTPZLaKkiUeRvGu/0S/vm0qcmQcK15CDBPGTxBXJF8nnJ7zPyF8sG8gmC5dugRrN6xVghtCmFNZRoIun08ugJkpFu9xapnbufAHHn3874jrMRGxKq8oQ31tvXL6cjqhldUU6QTZSCgqfa/8BfPTJHSwB1VHHPfeeb+s2lRNkWkhpZplmzwcWqnvnAGYB39V3kBMrhkBr7NjY4HuXrpN77yB+dtWfiAQfufplSh0elFT00ca5jnkxbFYEAtakXt2JkrDigltPKbt/p4JyARhKht5isMCwqOmOWC1qUXLugXNWD8/AruFrGWaNPCmmsYJfClIlYpj2CQNI6dakV9G8Nawd3MrXl8VRuNxB1rrnLBauh/5mi9csPBVBPKXCJOWtQre28D+Axi6eOmFD8AA9t5/H3IL8pOAxpaDcdfugsvbFQCrj7y1+4Mt5rr73PZ0u3jEjaULnBgqKWhqh7N7IS7vpzfH1iULureTsL7+nQ1i86ZU+ZStG+/dksm/+NAA+KMCXxOARVKT0WmcGgoxtAbjODr0q0k3pDad5xQbQkMJywRg6fZLKmCZCei2p8dcvKVJTGZJRysQTgFdA3XNPmJzZkvv9Ejmpds9rloijKr9/4XKknwBFbbnEGy4W54rx8wZM4SMdaGO06dPY+WqFdjzxh5551qaW5QpkbEq4WKDCQ4Sq1i2pOIVQZop6Geff1Z0zU1lRQavwu7nIrOgwqfb7RY47B5EacQQiiGhJZSDRYL9TA7cedvd8iKYxub8VlHOmjgI1oqCcwZgwsyDI2aiylvwod2Xh1/4E450oXbV2ZcdenaVmDHUDKhBrteLaDSerH9zdeOrm4HSVmr0Zic4ZY2GDf9YErM8RVF4CsIYMdWKMTPcaKlPoOk0FzWq1zEaYoO2DodLg0MJaMmL6yuGEK1OHA7j9VVBvLMjgdZa6kW7YdUo/p295tsRCSuM49J+ZCl9S7GELVahzweZgl6y7JyUsD60m/gh7IjP1v4HHkBOvk+eXb4glGgdP3sPPL5uCn70UhCOhpxYsoA14MHIy80VhquKijT4ch14+KFxnV7B3g7AlKIUaVxhkwJOhxMtCQsWjvsx3m/qXushL0BHEXA0FEc00HU75IfwGMou/jn8G3m/lHOOMrQJRBI4PPBfFAAb986UNUyCsZGK5kWQclyGBKUKiNre8FTmcmYtuM3xKL1GbP7cXJQbcW5KHdiMNFK/Kf3KMAIuf+OnqKoqF0KSMKGNGjPvI/89ccIE6Qemu96FNnj8i5e8inXr14mfr2QO2ILE85TSFhWxFEmZ5QP2GVtsjJCtkoamFrRk4axsRSNjWkc4EkOMmhFVAyp0HRTZsAtqM5wO+P3SSqJqoDbce9e9sqIxXwpeQEH/CQNhLS/gXs/5ml5e0B/T+o5ELtHmAww+cIvf3IJFuzd1qXbV2dewBpxvU0IcxcWFCPiDkjKi1B+ZjN7aK1HYeB1smnqQOmMZJ39vGmYLq5DRcATe4hhyS2JweGPiajR0gupbY3aDbWAWK2t6KhZurI1h50o/ju6JItRqQ/NZG2Ihh/T5qpRzegmgo7p08rx1oMll1H89MWEWsteSzOuWt/aj/yLaEX5M7OUP8AykfpTz1YEHHoDLy7Q+UFKeh6bmIC65egdyC3ow+fZCEA4HHFj3cj4GDhqAnFyvWrhFOOkl4PHY8OOHL7+gAZg1YJ4To15RzEsksGncQ9gd8iEkoirdGx0B8EcZ/fJIq3AScyLPSVunpCc1Df5gAnurPisRUjKqNcBYAbBqM1LA2wbAqSYM/H0SFo3XtY1ElQq0qdFuqmlDKunKJFxlppo7Tj2bd0FLhDDgnV+jqLhIMhcEYWIJn0kpHxge89OunlZ2t2UAACAASURBVCYgfC4KVN274+dnq3fffRdLly7GocOHkhLNPAcKjiiyGeByuyVrzHdQ3MkotqIrctbj8x9FLEL2s2rrFYa4RLEWaGV9i3Wmesh8pu6xxcECcURJp8EiZIg5N8+Rh4TyYlxty8orEUdoQDFyRvaDNYvySHcvhVO3YJCzCNawmkDOeeg6Nh168wOBbyISw9GX16HQ6UFFRSU8OW44JDXOlE0MFlgQbnKgsOlaFIWmdMmETimlpGKfWkGx9zoRA6xR+Ep1eAvUz9jepUTlOFRNKBa2oOkMEGimRqzdaDFixGzUIFIuWnfAlze/JWchYiUrlHKX1QqXy4FAaxCBY+9hyKJF3WKQnvO9+gg+yCXJoc/dh6r+1UIGkXpUIoY9r2/A576tdM27PXoRCHNdtOgxgJ7AffpUw+vzKoszSXEqD9L/+lnnloqti2qR04uFOL7//3aI0A8V6EheYW178aT/xBtneqYTng2AP2rw5TNmRxRfiv8v9DgBj++4hijsWKnPRllZmREFt/X1ZtoOSrLZAGSZFTJUsNRznMJeTlPFMsA3RabSrPVKy5HJfE6p/Wa2HsneO1mPW/QIhr//J1GgoiwqM4UOlwJi/p3HFovHMPaSy6QlKS8vr9uv3se9YTAYxJIli0EFLHKdRJjJpghVVOsiJkpK3zhnIbUxpDWyNzarBU889XcEgsy6kUyYEGy12xyIa1FoFf1LdTIMY5GItCCFAmFhcEWiYWg2sqM13H37fcKzUnl9XVCff29MhJA3dTQcZYVKBeQcRyQQQuvZegSbWpX12Mc0Yv4QTizfjqqCIhSVFCMnx4guwhFE41FJhXFxkls7HcVN14vNoPHop/2Z/FlG2SQVHM1Uj7AUKYkhLyb/VNdYgbcpvM5VMh1hSNAwkcOsE7ddrO6AL7dpsq1HrGw5iqrVS3/mxNlkz3BzYxOGP/XUPwAAawj821fgdLvg97PtiPUYO95/731c9YmjKCjtYYTfS0DY32TFi3+Lo1//GnHsotasKOsY1nJcXf/4exPg8XQsfNCbAfjM2RD+8H/7FYs0nkBLcys8OR68cvlPe1T/5VuRCcDBhki3tbs/7Cnoy5HfiX6+SbTSNSu2nHDDPuLmNGENE1xV3Tej5stXXqLkjkeaKIeAcvuIt20bc55JSS+bWtCpX9Fx+VeuZ0PdGczEq/IcSmuNhZ0jbfVfZk79/oCUMyeMHy+14P9f3Zk+W3ZW533tM8/TnbtbUreEBAaBBjxATGwwEIOxXZWkHDsYjG0qZZKUK0NVKh/8IX+Bk3IqlZSDXUaYOHalKnYS25DEjJJtsESEikETLbXU6u7bdz7z3mdM/Z717tu3QRJqJsGhukT3veecvff7vms961nPWuv7gYomwv3oR//cPvnJT1ihXLQCThOmkA5tOUqshKgEqqi0YDgDYAOwzx/aqKJ2/oM//H1FyOMkkQIahpOWpFn6UZ+5dXM5HI8sRzutoFqbLub+gNS5pWB/72d/Tv+dz5FeMy94Kqn14dGhNd56jxVvXpOz/lZekzFO+NDibl8H77v9WpKXuXpoR3/zmG20O7a2umq5Qt5b/Z0Yck1TjuFBxpp7P2mt+E3XXeZ1DvDEpn3evHB457X3pIfhWmUfSPnaabs+53zS8b8oCEivMFzP3EY2bP2ZFc4+aKurq7a3u2f9A0858A0clFs//GGL4MK/j18ckv1/9Y+sUq9Ldc5ULw4Je/jmOx+0jTMZOyG8f2l3+jI74WlidrQf2V99rGqvuP1229xi/Js30UlzbpQQ/uTbztjb33L2Be/pezYHHEX2G//mMzZbZK3TaavSAgeMIfz03/mPN+yAS6ORZWLP9xOZjI9eYu7/pe2GG/qtfzn/TzLYrqqPlPZ57uqBPbH1y1bSAHc+Lh2u8jXlRqnTvUEHnDbSOOlw9SxO1PrK6qS2KoS510HTlNp+gbuNFlPLXfiovWErUdiAX6jWqzakjwQU+YKIz2l2ukbx3W94wxvsp9/101Yuf2tpxxtagBv8ZfbcQ//vIaP06HB/X/aRUl1FoqLV3QmnuXY+nmDqeDbwDN2JB0y/83u/GxgMb0WKnyVibrQaFm3etLKccogXC/+CbEaKX2YBt9ttGw7G9p53v8eTyKwU379Y+PBhW9puJWPtH7zDKusdi76FXDA3MI0TG+wQCX/3nfB0GNv2Z79o2aOxndnaVH1lgRZjiAimc3UbyuUyVq/X1dQ7Gpyy9uE7rT690w946lC/ZsO+FOf7dQ70RSLnE/70eEt9o8g3pY84IHHtAYtXPmalRmLz5dwm44ktZr6pODAoGFsf+rDVTpR33eDe/Z749Wdee4eV3voma6+0bbnIyCBwWCq1kn31iafs7T+3LSd8w6+X0Qkf7Zl99L9GdvbWc7a6sioDli84BZaCZ+ULM5H98396j22uP7+B+550wFFk21fH9pu/9ZDPzaXMMTT2Bzj97x9/aVOQTq5nbj63QtfLyV4O6vnktfzjwb9TEKMSFtLacxfiPD7esuT0m69zwGmM60NO/Ecn86YvFAO/oCDr2Mmm+dxrBiZ1wO6Yn+c0PF9EfGzrFpbsP2M/Yg9Ys9VUChHtispy5Kgi5Tq9jIycfk5OmMjwzW/+cXvnT/2UVcrfe6IsND8Pff4h+/gnPm5HRwe6xvT5Uy2CyMrH80aWz+dUEwxzSd43ncbE37l/nu99H7nPZrOF5bLc/1h6oiiTs3g4smjtNK0o/ReJ9mY001YjDm+jxZe9993vC4KIyHJqt0UBt7/rud0d0dC1c1uWKyMK+uapaDnhcWL9nf3vKh09G8fWfeqyHX7hSVsn+l1bEwOgmryAbKBXeMAgVxViJ0sr9e+y1eE7rbw85U74e9j5sp69wqfVeCNX64kqwmiPh+MwLSiSBgCEfnh4aHf84X9zRdj34Ys9+PSv/IKtbq4qX1MsePtP8KUOQi5rn/g/n7T3/YuMbd2Uv7F8cEBL380SJfbVwc7cPvZHGdvY2LS19XXrdDphChWYOdI9ABYxcvxJkth+/QN32daGi9BOvr7XKOjpdGF7BxP7zX/vc4A1MYgpSEyNyTOMYWF/+qO/aU/svvgo0efbqtDQL7fz5br+yeC3jpsxYLjTVo2HvZE9kbnTbO21x72tUrVzyn6lNjVdxm/kgI/96InRgse82vM12XghivlFne/S+t0Du336kP3AylytiyN64IfRmFCuaViCD1Eb47R1YzZjg+HI3vSjb7J3/dS7vqfoaHK+Dzxwv33mM5+2UTJW3baXGzFNjT3JZDsXBxKoasrRjKmBPhdYjTi0vnSmc8r6t3/3g7JBaH58IM9cQR26m+jU2TWtF2iMBcbpFjQHN3PsbN/98+/VhKS0o5DLsBeaIXx01LW97MxW3ninVbdWvi1OWHS0IuHvfE54OoptOhjZ/kOPWXludnpz06q1ms2nSxnqtCGArBh9sEPSXSVamabZwVlrDd9s1dkrro+ET1iDr41QXzAqvoHI9/k+42QkfR0gWM5tVP0r69f/1JrriL/mGt1FPrtUdudE5xrGpgG++v2+bX/pMXvNX3z6+1IN/eg/+BnrrK8r4iB/mIxj/deb+2eMQ0aru4c//wX7pX9GxGh2+uzXjzB7UezxXYqEd7dnOtSf/OOS1esNu+XcLWqOQ5mg92SnJJDoIiPhC8wV3YhoqoJD/vUPvE7nemMdwOW5ueH/2rXqz6y97NBqMp3b/n5sO3sj+9BHHlU0kYo9Cdrolcs9JLmaffCOf22T0KHvRi48f2nPpvR9fJlfvzr+oJWXI9lVzHletffOrF3pzu2KnbHp2r3HV3ldxHsCQT2v/ip919faj+sKeU+2rLw+1P36yPfFlc+A9P7Rvt28eNTuXk/UspcXjkkqX3UOzKkGGB8htvR45jDsqTurOIntDT/8RvuJt7zFarXay0pJqznKaKRa38/cf78aMHEPKimK3NF6mArblBc7SmRPiKYof7GwwWBoZeYAqzwJR+zdBX/3Q7+nfhqICZE44UtVA0xqobFeXXr9EsO8adsX2eHhvoqK1Wwjk7d3/8P36uFykYTYvBFU6gq3yHZ2dqxfydj6377LyqstKzVrPpz9W3ilOWHoaJRj34nXZDCyZDC24fnnbLnTtUa1ausbG9Zq1q3XY1xeZI1GXV2iNKoP+gRuP8pYoVywJJ7YZGSWn69Ye/AT1kz+lsq2vtO0840430m0a6PKAxbXPmuZ0pGtra9ZHI+lZufggMY4DFw098deSJKpnPHeI1+y1/zVZ7+vnPBjf/cddvY1r7JklGjABG1M1Ct5PhfYULlVFGkvs2/PP/6U/cx7J1auenyBI2Zo9kt6fYec8Gy6tN1tz1dO4sge+GhBzezJixJZ0P1KL+xauFCMOUhdqsxQCoEBZC2hy371fa+2Zr3kw+DvP7TKm9p6r0pZQqnIyZKW1OanxjkVBaUg7+vbQHwthZlemX9+aFscGDL+nrHLl7v2R//9KU9/ISTTDaVCFo98FVmUqvZvb/uNl7QkX/dLX736zb3v2/yuXxv9B8svKfVjb7khV5kRgDCObbeb2F60Zc9kXqnUX0o9P1/XqxfiGL+WQT7uaHVS4XwdSn8BIeILRMRS905i63Q/b+Vixs5VDqzZaCo2Qe0LYFLfBDkrr4klGlRDipwzh8x05p5YW/blcDRW+c5b3vwW/QFYwj6mPfi/zctw3cdxP4Bx/jz00IPK91IpgcNF3AjwTZlggV1anDKKN0mO20pWq7WQ12d079Q7RgoVK3Gg+/ztD/5n/Vd6Ik1lm8tx5/N0wrp5fTmZenKcWb3lYslmJNZppYWzXS7s/e//gI1HY5UGYMg0WgpPHvrjcsiv7uxY0ixa54deZdXNFdW8lRo1JeC/2ZfoaKmjv41OeLm0ZEA/5oX1n922ZXdoy4OebayuWq1SkYGTEchkbZpMrFqjvzJoznt9EkXxbDB2h4ddPbdiIW+LUc2yyYbVx2+w2vj11zniF8vR6mff9sh3adNFzwbl+61yy3mzwqHF0z2ptssVugoV5IShU7gvDg0AA6esA7LEQU2s3+3pzy3/88+sDnS7QeHwN7vuN/y+yKwbmfV/5ResudIWemVdJpOZpgX1uj0JJrgBFxNiIGgdF9ne/oHtXNmxK8/tWr44sr///mt9vl/qdTz1xI1To9/osz/3F3kb9iNFBq12W2kR9iJ1lur7jCHnzNLBjBwwjSuoz88hkpxoT6opQDI7TgthVFRSN3fjn44VpW5RAhrGbk4mMg4ynkGUqbSLy6x1nnHsXAOfR5OTOaVsYZ40dBwv9tNwNJKhwo5wZkRFho5QGs8XKh7k7KOsfgbrhA6B6ydyUhSczdonz73HHs7f/o0e2/U/P7/z8k3jOnElzWXXfnH0e8cNb8jfqfe6DLSrarnP/nBkz07WtY6DSda2c7cdd8ryj3up6b0TB/UFRVQvrq667qgv5rYyu2iN7MjK5YJt2SVrd9pyPKwra6YB9KETFL0JZtO5HFK6P/lvvV7T3mHt8TWkhwAk/H96JLMHX/ua19rb3/Z2aW3Y4zhknN63wyG7TZjYmABkBnU8tU984uP213/917Lt6ngYAkdsoyYcHU/lijRBifejddK4TEWyNOLIyCcS9arlKKm9OA5zf80+9OH7NP+b9yp9y/CGJV3ryhatnGovFwse1FyGmWgzH3qSrm2uWqGYtZ9+B1J5n5A0m3oOjY1DZOFfmLN4ktj25W2LNps2mCa2evftVju19i1HwtNxbMP9I4v7fpi/9dfSxrtHNnxux+ZHA6tEWWs1GtZe6dj62qptbq3bwf6BjUYTPbB6o2EjkuURwoKM8qWqb1tg2DI2SRI9DzloRgBO27YY18wGq1Yb/4iV5+dUt3vy8FznkL9NzpfDMF0MLa59zubNRyzKzs1Kh7bIHqr8pozkN4Q11IpiqNnUpBUQlYGlMKbcG/fNNbKx2KwzANb2Vcs98VXbeOYZy8hJv4SVCLT9NduRGpATh98Dnht7hfcsC3nbufOVFp272dY21kTBlipFq9caAoo0wHe2Zil6k3ar3Bs5x3KlqF7cfPVsmtigO7PD/UMb9Hui5jEgclBcWRh2kJaIKHpRMxrQLJQS0SegLCf6NxVEAdJUqhBUrCejSPYO70vVy66B87IzDA50FQaq2W6q9R2GKHW8Uj5LDemO1D+DoJLNxGdcU7ZynRgHjfaLQN0YSo9KAVtBEIuyUqA5dew+Ss3n8aY1qCg3xZZlM5q8lKprYVFSB6FmPTBWujzSWSWJVHhmiKv4DHQmkzjx6MiHoboBk0LUy4/UYUggw507f+d3+IOzctDKU/DnyL6l1hRhmiKxYJcw9rwAXhhcXgICmiAVynSCaMi7OOFUMhrJOhcF7mDbn7ELbbwkkKjPo3QFPF9Thomt8utzoKJxmHo2Tk8WSwVv0+gHzUH+fKY1oRJhOI1sz7bC51+Llo9TYoFV4Pt9jcLZCj2d/fcyJ5iFtIA4lCUxRo9nHobKc488W86Hcp7p3O5wb83FjlWyibWaTTki3QsM6Ymex6wDe5fnBJDDV/CsEAqyXwhecM5Hh0c6P7mCPwOn28Os4jDGELsK+KSP9L33vt5ardbxfkv3HSCRe2efpE1JNPs4dKhyyHINtLD+X/7yl+3+B+63q1e3j8uFlM6hU1lgfXmfgq0p1xvmu2sUr5txUeyhFJcZ6gB9roX14xkCKHyaqwtbf/8j9ymg47rYB6T7LOzxaO2mNTlgPPRCg68jd6q5jG1tdEQL/ey7ft7GY/rnprJrPxROLTHj0Etk2Pi9Xt/29w8su9WyeZa2XNPjIc2pqu8Y+R2rDMKDCgtxzFcF6oThECikNeg4WHOnzby8IJXwn7Tk4dJOAEeX9nMQM4iNeiOrlspWb9St1ULxXBLdPE5GdubMGdu+fCXQsT4MXJF/0YvMQeigcjUmCQn4QqEodWMhX7ThYGDzadYWo7pl5u74aJJQXt5k2d5tlptsWXZZt4xB5xOZnaztPVluFArlA2XldcIzm1tii9yRzUrP2qz8VVsUDrTYtBIttxKbZw7kjKB4MAPUnqFmJzLUXFKL1O8bwIA6GGqWLliTCUYRdIfBQ3QwtVKhaEfdrt6HI1YtY8iG6BCyJjoIHmGub6zYpYvbdvbsKe2JQrFgdJIRwuQZWWTJeCznQkTXPeqqHOrypave3lQlI3wmVCqzmPO2ublhz168aBU5Ih96zUam/q5YLisqq1WrisTSCTJ0nQEsOc3Kt5LHmcn5kjrgYBZKGeVyiCop8ZnEEzkqzelUs/WsjcZjGXfRecrrRBbHEyF+/gDE3B1TWoIB96brRI04MICNVwx4dIozkqPlPdjxkF9Km9Dw7PkujCDPw7vRpU3fUZl6usj3XQCD+nze598jJ6j8lOmZpBSwJIVRZOVSKXTqceSjgfcg/siNIGujf9NgeHc2gDOdX6JtGgkU8mEiTGhEsHBtAS8+3w20O2H2Ripage5zJwhQcYevSVUwTtPpsYNNO0F5Q3s/4xgwzhnPWOcm7TCnKg6ZcH2eAyLEXOle4t98/YjEuBapkQMFL/UumhcJvlhNpxBZK197ymscLDhwopsddLKvY2qXWBsBcz1WBw1yUsGx67qI9AGDwdFJZwKzGJTsXtYS1hNwN1scg31dR1hbvkE9hU84XwFC3Sh2d+JsCde7hLkkgHBTKS0E16p190lhWlfKY8IeQkPAGlNDD2jCWVOC6eyq71013JBNZE+7A1PUmHOmRWsfeh7P+P4lgJU9BijM2Xg80sjJlKaWbT/Ru1qgajb1AQeqvHF6G4DHvsaWUw1AtCyF+WKuPC6pJc5tCnj5HPa3n1+i6oILpuSoHTyx/p7LZb0ITHydObsne1xw776eMwk6uU/fuxPtGTL8HpD5eaEhx30fvk9dsPys+X0I1M0WFrXXW8tlztsf4lDy1Era1FY7bSWVMTa//J5fDZvMDwsfzANJkb+QuM/T0oWxSIPBQMZV1PWUaJIxVT7I4TjoORYXOMLTK0i307/qcAS1mavL/FB7/sT7J+tg8W8B72gzQ3WlQ+WXC6EODh0LBUqptxqiyUBZKNTYeI78FrZxas2uPHfFOEmFPLTDzEuPdOjdGKSGAwfOwUBQoE0AxYJhkEFayHC5fV7aLM5ZKbNqOavaeMiwC3KwfmC4Dxae3+sfja29VtVCa85rvuBU3wKEPIe/sPkisVxpaot83xbLRAvsdppuLUQJ0IQuHlBjezWBZ8N5034Qt56hRmflLB6NZZhogMC99fsDRV3cE++bTcgnJqLl00gtzWdhFGN1mzK79RW32HDQtyrip3hqo/FQIy353VEM9c/mCyUKi0jlXjxrDfgwN9ZexpCxRqMmBkaRCLRPoWgFhB6jsXWPjqQq1ZZHgFQgYsxa73AoR5fLO5BRD+jwXGgHh5XgXlzVCA0WWbVSs97RQHkqHQwZ3IzuVxHXZGbZPCAM3YMDspTuRc3I97txWgo1y2gvoLjc0BEVsxc4mOnhVeE++zl8lwr86ROMgwhRkQtu3MD72fDngtVw3OkALSUaZLx5Iuk/XAuKtK/S3u58Zxo14nD8XLlj8pIRUwTJh7sDWjjwwkkVC3LsPoKNvZXTM8Kxal/IKQH4faiI0+NhWMTJfDPGTY7PAYcoTFHmnvtWxz2aFWRZ27wYgf6gL+N+PH6RLnE443Dd7qDz2t+pAXTc5GdMkfU82IpUVMn+UJc/724kRiPYkpTJkEFFjCPn7k48dX6pupfrdt2Lh0npeEGd11DlJ4VsYEUq5ZJ+M22+k8/mNXFNQIdrElZyW+k0LjnTvO7LAUEIhsLgdyKy1JkpKofJzBdCSt2DFdY0dbysG+eFdpGK6kL0xjWIGQvRpfZFAKNxkoTvJRDwtXG75XaYcy1199L3PecTSJ3QqS2Ts3Hsjid9ztwLYECAPoDbFPApZxx8jD8nr3Vnv3AfnEHO3KA/dDYinDn1MyDyx0exjirdxbmatDucX5gY1skbaZBq8f2fRtbshfQMwXjwd6Ja9zWkrtxGsq+1zxSgYVMclOhnsCjBwX/4v9wXFNPu52Yz9yUqZVrZai1BtOpytXQqSPQUxoZ8ZyZrv/gLv6gLwkiIklH+YmmlCqgDHhy6xvly6Ds5jqDwk8Em/wOtGaIIGRVtcqKC0Lw7bHreqwOI0Z87SnZHAZpwBOn0r7egVk4vpCcxfuRwR6OhRglyOOUNcxzsqVXrFR1CKUYLlEyZ/l1tN4lo2VDCANwbGwDHQx6KZ4NxybghVe7UnTlRWCrSEv0RqCePWty48bDZvAIOMk4s2LX8HRuA34WqsWhmrU7T6EjFJm81GRPpVNsk4VDlbDgcuhNYmvV7Q+usNAV0NIAj3cywD7OZFLMgeVGwQdHnSN+dKk7W19Wvt1QsuaEyz5foexZeFkInMGqH2cjcvzt5X0MXVYCgZ7ZxumPxONH3obbG6LSabXvqqaesUqlqj7C+6xubtr+zrwPK59TqNev1uhInTCfQ5N6wwCdwRYqmea5DicV8AxO1c1jTgw/tpUNWKsjhaG9wkOeB3ow4xGblSsm6h9SbL63Vblo2DyuAunPkDpyWehoI7wffe7wWdAChptm/7AOK6Qf9vmjZQjCQipJHnu9JgWSpXLRcIWuD3vB45JyMkfZxVqVEMTXZgRblZ6ymDL+AoUeezvh4tMt18eAwcrhegb1Qf6l6TIxwsWDzADgEGgPfnzopIgGNoiyiVnVjrMgjMFdyJwEQ+Pq7I3f/5Y6GPc/+4joVxXI+VIaBitRzuG5AHUgIZKQUfqDztMcUSQVmTdS52wK+CxCWDbZJzR0EFN0O6ZnhCJhYJqAQyQ4QQDi16ZE+4A+V6miU+FkX6HMFK7/PdxM5aRZvcECcIa9JLvq5CKxDel/8LkZazldpAADeNDxHUnUpm+EsRsoGoMwXTR6MO1Fx+vKI3HPwHmFze27k+F7F6NjC4KQ0qx3wyP0rAAqNIsL8dt6TAj0WU3nLsCaKmEOby5R18PPkkamEcLKZzlZALXOPnF/+K81QcKRibaBvi7Ra9P3AOqMRIvLzZQoMQogQvV0lwYX7m1SnkMuQk4VlciZLESbNPEJbWTn8HIJRB2wepDFEyDUeqUPVNYkxmis9QUpNSnQcOdqXUlE2ROkZQKDyuM6OsP/SoQusj/K+oZe3OrWh8i6XLEmoVFgct5/kPWISlfoo2e996HdsRgpzQUvOudVrdetqmlLWovpqbam5hDgKFng+kyHhA1HC4gR/7f0fUK6QBfHFxRnPrFR1oZaMOU5q7qWjLCSGPR3IvAQZLz0X5YcButTpCzYixl4PifBfjUBC+Y+oIkdtYj2EpGeKpsvVojVqddGjqFbp2TzqJ3r45Ci63a4o5VgdkGQz9L0smlMdTmmtdFasN+gLIICe1a3GfGHm88RmtA2jK3bGczQpCmLfpqgLahoq5Nlnn9Vn00HLqSR/Vp4zXyqi8giQlm1lG+NIFE2Rj8lZsQhKHKinKo5u0B3b6mbTxsNYeWS2NzL/CcIaXHLenRI0UbVcUbcnwINollIhtEObevSMAwp0lUQ6RRfzeN4nCWMoPfWQHnxRfOl9SPhD9OkdbmjTyaGhjtgFQM4H8oxOn1u1UX8s1JnmKT235lQun99utWz7ynZoOejPCifoUWJen7+3ux8cnxuyk8Xt1UrFAUqraZcuXQp516k73mXGpjHOzPN00xjj7VRi6hBFZSnc8XwPz7tSz9tsHOkMOCXnaw4d58jXi+5TGg7WIzVM7Bf2ckqTQYHixHRmLBJ1zr7FEOkaQjok/Z3UoemzoRDDNbiS1Z8LBiKluP2MYBzdafJ3Pt8jAHc4TnXh3F2zIQd+InJJh7GrbKlcdqoSIxGEVGo0HyJHj8Q9uve8KtGcd4qbAagweiEfzvMCMFKLrPw39cmwyOTgbwAAIABJREFUVYxp45kEB8edqjYSABIiFtaZewTMuS7FI3CJeNhzM+hfF3pdi3KXnpMOKSs56BDtyPb4I9Q+he3helUPHpwe54P1S1NLYjpClMv+ERBQlBgi5EBLei5ZeQS/poVH8mIJQoTNfkkdnChiEGE2UrojLUVhH7vtcUfkwJ4ghJwiwYHvQ2EfrkEg353wcbqBfu6BifJ8KMDYxVCqdICC1dQeFyBi73Fw5OJ5zmLJSJk4b+HDeCi1WUSyKa71cVDo2gjfkymLoc8iyLCl7Jdo/hCweUmN0+IpK8TNKEOuiPAayFS1CXlS9lDwM+VSWTocgA6OHX8lpyma358JgDPdt87qAW4lMDiObPVc5mr8e8xmpn4PSFgqF1ybEJqJKL2a9eCMveEsqQMtqHE/lxlnvZRPZ9+488bx+3kzu+8jH7ZkMrbsMmvJbGqr7abbElJd7dOdJRw/yXP6QSsXTKFwGK+EUfml97zPUUYaicrDR1ZvQS0G+ljZ6owNu2OhX0euTvvgAVNU5vkS/7s2HpEGvTQVaV0TLrCxoMRBT4pgzEck8m84F7z90WFfaknlfkiGj0GULiwolKiVLGjheAgYJ12TkK3TXiSOZNQQWOg9RVtCG4pS8ZabXs8VIvDjnInfGw84nSTEfSGeUG9eciDhwGsThgiGLig4dKdsHNpzGRgnjFWtXrb5gqif/bqwZr1pOzt7+v7RcGqtVkPRYwG0niGwzwkR0l4RA5LLFDWnMv0+7lfXlA0CHgQr7MhglNK8k9BicKASmynaAkR44/gkHkulWqvWFFU0W3Ub9AbanCotEN2Fc+DZEclNrd4sh8gRpOx5EmhEnv/qypo988wFgTcMD+0GRY0HYQsRqA4im37mUR7t+jRtJIiVuGbKFVRShVMDsRYzNp2PrV6vWqXctEvP7MixoAR2VSJNKhwpq8uniAePCcnde+4Zw+HGDrSqlEVAxqIkyYVDvSr6nmnqi8p/lOsKJU8zb0yQpmaOFcpBdX4cgQSqncOdKoodgHjlAJSiC4I8+vGcWMgxy0gvBLrc0ToLkTIS6lYXohiug0g4faVUWwhJHJiGcZR8hxsdV1OnEam7MY+InHZ1NbXysUHolYrVUuCpvun1+rXUhQAg38UZzAlkeHTiNLLbGE9UOt3rSlmAgueck1CmxKU4A8C1cg3uACY+5FwMWhptA1C8WtPz7R7NSW099WjxJFgRJguOw4GAK725ZuyE8qektwKA4wxJ2EbJWMI6eiMU31pebkTw4uvpIseU0UvBmihVtTb0wIPnmjb5T1kpsWtiPTwdIN/ioXFYVqJRd15yAKRMFMm5M1I+M9hl9XOIPMpOGU+uPV0DHgm5d2fvfOqP9AiFolINnl4Ijo2gKZ8V8I1HBAqeIxXYQgU9D1OWQl9rzZXXeXERHFHkNf8QqOjIlBrkWcOkFfMFG9MUg33HmdF7XdDl7EXJxth5YB9sItccw4xdq08GiBHM+R5m77pwiqjYaXYYRtiFVLRX9H0Q6GsAAeVHBDyjwVDXUKuV5SNSQCI7iJ069jU44px95A9+//js4QOK+aKtbqxrvkC0elNH5XfknyYgoSgYXtE+bNCF3fmqOwkqfLEwduQq2fz5jJBKilikHJ2MVX+ZUgOCxQyfB9mi+lQxPZtmodmKQgEZ5hFTVxvrd6BNwdM4z0a9bsP+UAKXXCFns+XMVjoNOzg4sNW1NU1vWk7n1uv1LFp6q7NCBRrV8xre+g305ZRKGXFBPq/fB+ERGQ26A8uX8l6KMyVidDoEZTRRK6i13+tatVFzZR+HJZ+1SrmmA0eeE5GYzny0sGql6tQWsvckdiASxAs4TBzHHDTo7I8oTwYjddbqZrmpFYvI+nOK4tkkh9sjGw/nVm44WOEg5AtFqXZrjaoVy3lbIi5KaC05s1w5JwMBKOGoJPHCMoriPS+RihtSegz3O03GVqnWpHLkwLXaVeusN+3xLz5hxWpRk5IwZCjleZZQREkyttZKRxty3I/V3SUEbJLor66v2Xwx8a4wwUih6OUQT6eJDq7nSOfq7PTU0xdsc3PVqK3r9nqOPJmShSOkGXo+q5wP7+OAolYnhZAn3RAndssr2rZ9dcfO3bZuX3l426ZjnHJR9L/yg4xKI9pVJOqph1LF6/qISnhGvDRUm7RBYEVosk5XG1TVgBCBPSJhRCFEFzwTHKEiR2olPefIw2f/VCuAQcaVIQKbhggugFAPYANgdcPJ2SiVfESkl4zF1mi0lHqALobWZx9KkSsmx0N5AKQOf2CzErXMy9gyEzn1P/aIXRSiDL1TuWxOCWbQDkBH5wsalZbSmf5MlvocFrharQgwQj8iumSfs66jeKiyLz4TgMIZhdrG0eqZBpo+LVuCquZ5YCuIVlDFZpZBTSrRCje3sGU2sqKm7Hj+Ts9x7qJQXqmuA7ApI4ohVL8C7wGOseQ5pL0JJJ4LKTZ+7iyep1D6o5HXoQrw5G08GoWoLbRhID0nTUBBkR7XD/gFqLLPAK8uevIolc+UDiHkBLleWIP02eObSUuQV5QoR+kdZ9qarYZ0NBhxUiZcKz9jnXieAqx0PYuJLKe67tFgpPvEESndpeHwLq5VUwkpyyMrVmAfJ/pcwAp7zVMeU/VCGI8H2l8S5JEHTfPP2HCYUvLBpAeV/yRoQO1cCANrYiNqBYSin3DQ4+snxiCU0CllMfEuUtKfBNpWgUEm0nNlHCx7k859BInDESkc3/OpLVM0nHEgxnPzdpALOW9SRJx3/p1zRIDp6+SiXIAd/B0NlnJ5ej1wXw7IdZ5xXQHnsKedIQXgcQ7zusc5QYKARU77WKmANGdsS3viiceVuokWDmbQI9UAptPYotvuunlJIn4yngvBcVEYDSY/pPQphpdFIDpMUbhQuoyFFNbKC6YKRGdfvHXX0hyZYzTTHEmxUNbDIJrCmZQrbtTdQYASnaru93sy3BhbFhyzVqqXjNIkHjAAoLOyYt2DA5sIkTr6AgAMQ4QmAU8+a8MhsvaqFpZIn4fNXF45KSKMLA3gV+xw79CG/Z61V1ctHg91LQiU4PIBYN3RyKL5Uj+HPmPDi/LKZKzeqtuoP9CBJwLHGG1tbdgzz17QcyW/yX0hqafdoy2gc1xpWSplLV/OWjzp2mvuvMOu7Fy2Wqliw5hBCUV78sFLdvNrtnS/BwdHNulPzGZmV3f29dnkvEt18jRZW0QLLXauVFD0kAyI2hbKzQFyROuFfNQwHom64sB6FDu1cq1iZ26mHWdJ637mppt0+Fc7K/YJmpNjFJaMHvO80HiY6Fqoi37b295k+3sHur/ORtN6/b4RuGArb7nlFrt08aIOEeVCsCs6MKWiQNfFi8/ZykrL2isrity9fWTOrjx32VZX2scAolKt29Xty1arNgQcZhxYy9gP3Hm79YYX7cnHLtuP/cSdlo3K9rE/edja7ZYmkYB2iebbraZdvrxtp09vKapANcnhdlDpOSSel4tK5paHcSERAeJWHd9S6mupLmk6L30AhIorvKOFOy/2GGIbUZQzUiduAFLjLxrXPBLDEIq2zC6sWClYIedCjly2YLu7B1Yu1Www6lulyHQnmBbv3MVBR2HvuTwlawUClSqBVisVrVIt28H+oWURrYVm8P5zsxFOGbqM8xsibAEz1WjNjW5VOt8qswKcL6zTbquUBDqRMwCo5oy3O00b9EdWqZYEnllX5c1DtCSBFWmD1RUXF2ZztrO9o3WdzCZWrdadWgSQA4hzBVuY0+i8YF2gEAtljGbQhITUkBTvXLci26mYNcA13+lklytW2WfleklVAURosGQYRTQhqcAJ25SWbrFCpDu4H55ruVRVP19sTKMJE9SXKLDWrAnsYaSSeOg6hqB1IGpKG8DoXqW9cBU9L2k6OHuIlYhWARWhzMv1OHMFOcwn94k6OZ2dZJqE9rFOxwOCqA5I0wXYTeypaz98vRXNRjhOZ5Zw02LdlItNFdtza7caNia6iwEkVbFKBDeszcHevq4R+OPCqIyCgFKp4kEWwFECJQ9+sHGAX97h0TQOjLI0gJqDGK9e4OeJa38iV9oT3DTbbaUN8FM8l8ksMSLasnqGu9hR7xfQgjb3tCUUPQBBjZMKBTvqdfX+vkpancWk50WtWrFmq2qjYSJ/kLIiRN4J7Seh4wtlZ6I8saYIm+ALsDAcDLWX6KDIv6GtYQ9JtxL6DlBBgh/CnmLT8sWctZoNi868cn05nS0tGc8sg5fGGeCcwhxHbgTHXKF0IUmEtiioJpm9zHJhrkoU3lsu1d9yOIQWBdl4nkjp6AyGizo4NxiDQd+Nb7EkQz8i3zybyAmCnNlQHApGNoHcsS1EIhJOiDrOqqxGi13I6udH/b6ialEvGcQRfsgdGeXlxCsVqEbonKXVm1UheQwr5Ue1cs2RijbWTHQC13C4R6QF3ThVxNNqdwIt5TQQzpn+vM9dvOiIc5pYe21VUbMOfKVi3aNDRX71Zt1zHsqLFe2ee++1T33qU9ZZqVlrpWrPPHve7n39Xba/f1UUBXnfM7fcapOJ032sx+NfelLq7EvnL9t8alaoZSXcoqxotoSyz1i9VrZiuWLbF7ZtkUbgIQLmM9rNpm1f3XXUWqRGz3vvpmKj+XJmyXRkd939amvUmnoW3cOeWWZuTFS69PSO5YQSM3b1uV2hdH4OtdhsVWw47NpkurCbb71JKBFV9ebmphyUIm7QNYeoUrKLz17Shuz3YzngIsX+W1uKDFqdtvLOg15XhwzhVLXFGlIORiResBkiiEzWbjob2dpa277w8GP2Q294hZWqZfvzP/qqnvfq6oodHR0peiyXCpYhuhmP9Nm1Ru1Y8UxeHmqLQ12tujq+1Wja/sGRC1MQ+CBG0lF0ShAgxf5mTUe92Ofz5nPqlqYRlrAjc9Yl0ixUDC5/lG1bRFap5nXPIHOMymTKf6lbhdkZyhhpcgo7E9oZwEzetkiEQCmHp1YwWFz7cICQjVSI52u5nvbqisBHSlWzlwBtUnoXMpaMUXu6+AZDRyoBTUfaSYx0RFqDy/3U600Z+uGor2jEc7Ce3wacc455vrzcoTmwWVlZsd3d3bD/8/pOzjtO28sf81atlgXQOHNEMxhhQBaCSqJEqO00msVYSm+CyJOzCGAmdaFOfehZMOTO0omFyZCjhLIcG6MqPeealxPNZ/kuNBhlMT4eLHoeEHFLtggNjn6iqGcDy0PHNYw2VDsq7VKlYtMkll1pNhuhegI752AEVkuKfTUmmYhFwK5JFJY1G48IgjIy/Og6+D32JPeZy0XSvORyZTFuONIczI2azESWRwcQbATrmqq2iYyHw0GwTXT1I4XlDJ3WlbOAijukAaCI8c+TxdTqVY88sdWwHTgznGi5WlHLWl58Pnoc7i1NRSFwkkqWNBtATVqFoO4OUkAcf6lY0f5xH8BenohdU4qP+vVprF4MXJsqNcLEKEX5QRSWWWYtTghU6Pvue16VF9FC7BwBD/uYz2U96QcwOBoIgKi/f6FgjVZNNp99xrny9XFxHWsOOIeB1V4bEwzCOCYCcNLgAH4IEjXUiMDEhbXsfTRBPLdSIW/j0GPBQeXSotZGY5kp5hHfhnoskCTI21H1giS8qBRXGMr5papMdf9w0RNIAvpdJSuzhTYehyutQ/NJSU67gYjYQJI35XGekVCIVMnqoAIK9uJyjXwiLxtGQXEORRvOJqLDS2Ui1NhajZbF5EIrVdG7y/nUmPI0D3Sycomp8lIRArk2qGGXxtMhahlNbWutRh8fGyex9foLyyyyNpAD6GnTcS1Q8KjqiBJAPrAFfFepQNIdmiG2RrNp0zm9litq9IBxYYNRdhOPRzboDm3rlnVF/8+e33MnGMV219132nOXnjIAY75UtGajY1euXPUIdH3N8rmyXb28Y8NBz+rNthWrqHm7duXJq9q0W5unBBgU7YBMSznrHg0UtUGHCTyNyYtH1llp2+apLbvw9DN6DmpWAGU0mylK0FpNY8vnllYpVeUkz5w5Jfrq8ceetJXOpn3x84/ZZEQkkbfFdGmTORs6Z+2VumXyBbty+Yrd9fq77e6771KkiRJ6Z+eqnPBKu2MHe4eWK5KfcUSKQUBDcOvZ22xI9DyZ2uaZDdve3hF4efzhR+3VP3iH7qHTaKmgPpku7NztTdtcjWwyiKwfDxT1XLqyZ0eXy9Y/HEtgsb7Rtqs7R4qIk0ms3wGgTeYIYgCQCNtQxbqRUe23EKyX1aSNYCChQs8L7VEoSVhgnh8gFKDVXm1LmS5im3wmZwhBTy7nZVRdZ3d0f1ttu7q9Y5unT1lfRgyKvWoJqZWDns4NIAEjOkugml2Ql6huljItBzQ8UwwBzp17BHCkDQZUkkLEzJCDEozT1BbkQMivqve7KxVVB5t1ilr5Q6hB6Fg5H0RCaCky1mzWxcRgVDjrxRIirpmwCHQxDIHoWNkQ7p7pP95vAICK83ABEwNBSLXk9PwAIuvra/b0+aft1C1nFIFNx9ybi7NEk85QWgMaoY+hfykDpCcx4NdzrvOIuvWJIqxUCAg1DaAfx5TG0XzB7xO6dLqcWbVUM+QbR0dDTarB+AJEoIuL1YqVc0Xb3dtz0SElilDmNNcXaJnImauaAqdf9kCm1x0anQaJptQdEFZr2JPD9ntxdS/r4fl3rmkpFqusISKkLTwVqPIWlWR5J0IMPk6J+yfwSGup0zp2NYQIsSrMFlG5GLIQIcKuTOYEN8sg+vPGHTwTj0hhQdzxMyuAvYX90/MvlySA3N/dlYMhJQJY8u9e2IR83BLwAhvkWhqE3HSfU38BOV5EZgWbJ+wb7x8NU0o+F1BRKtD/vGb7R4cCsqRBxdSELlSkvCbzhVXoKLVglOrQOJu5pYuD1eGRs0vN8nwuMJ9XiVDW9vd6fgYAB6pAyVutwVn3UicY0+kkFhs3GMLUFgSoqE4RY1X1ngp6HpwhdBP5jADm5cuXFXSSEkqFkKwVrABKfwLHVLsQdbbaS+b/gp6QjxOVKPFMwj8YRTeMC+W2vCsMKJzCY1f8gjI5YCwyOasUCYAWvNDZRUZyTmqGMFHf5cE41gMB/aI07kEbI0IpuNrUI2rqcFH3oqR2QyMxFgYfurRaUvlGEdEACEst0ZZOl0g0wQ3XRY0RbbF50nFnGA4iIgRDdEACDJQLU3vVHWet2Ny0+TRjD3zqc3JkrmwG8cY2nS+tQXP/2UxOkPzgrWfP2eNPfEVRspdc4Ywm1lmh9zJ10CODtcfxQ/UBMm66ed3OP/ms3fP6u+2Jx562xZIBzrHV6yVF9cksVhSvVmxq7zaTMAuWgihjd+dQVFhumbcLj17U4nItPBecWKNZlRPh2g8Pjmx1oyNlODnvV935A9ZuN+2B+z+rSJPPcXrM64FxLKtrq5bJQn+N5FRuvvlmKxQyRoe0p5541r7yyFO2vkGeF8X8WDnata2G5aKSPfX0M7a+tW6D0VDPBvR8+vRpu3Dhgg4Y+6tQqNg7fvJe++P/8Smrlquqpb77nnvskUce0WFRWchgpIMKs8J9XLl4RY5YnXEMhxBbaxXDMrNmExHa2NY7DStV5vanf/KELZOyDF+rFVm1TGemM3Z41JMWoD/sy5Bpf0cI8WY2HE0lhsMhazhFyKN5Tagrp4vQ57GXTok1oH5zQUtSGJNQrqHcI3SkT4mBnlTUAkovFuS8MCaxDnnD6s2a7e/SLtSV3Zw9njm0L/tHVDOK/GzWmu2GnpVSOZPEJlxnEOlwNlSysWD0Yll7f29vz0WQSjtkraDSCRepECGkebm0ZI6IMK0P5UJw/uVa1Q7pYLTwM0iUiACOiB5AwXPAGaAABnzGo9Exo5I248GA09pULUJQgQMKlkvr9450nxi+tc01/Q4GuNFoaN+kbFo+T4rKBX2KcFV2Be3sDXKwP9mM53OxAbIHTFaaeI5RqZoiQqKhmCmllyboEVDPlwTAJISazGSDuKejw647vFRNnUHX4QwWAEqsB6kq0eje3EYUJg60UnOVMQ5NykqP1hVZhfebzD+/TxrFhUkwjaKzbanmM6yV15tnlYfn86Kli7Zo1+tVDUXtNyJ3HD9AiOvwzoUurHVxGUAyKI9xRpT6BZrUlew8O/cDPvcdoRsVEAUXOJmpV36337OCwKv3G08pc65DE/U08cfpWjlsAowJz8HLq2DK0tprGFZdlxHkTaxI+kHrRHlQqJBQuss7PSinjPZHpZwewQ8HsUFU0LYVe8Z9oS1wJ09tOMxM4VgHNJ9HAr2eHnXHH2UWAhnjEcpwb3STL8D8OkuKWVQTlWRm9UZVYHU8GCpFlVaLcL9SbwscO+hNBXn8bCoFvYNUcsHR6unVJZSNauiQkKtAO9TtSyTkXwzHP2Gx51AKQWOS5aa8fEhUMOVCUo+mdVtLbWyp6kpI3qcyGFAqzXpDBpUHD1JVuYYogZkWDueFypeNT2SZ1q0iukojCSg+CSd6Y6OblzriZZfWaLVsPBoqp/Lq19xhFy5ctNFwYgXqlkOtGRE00Xa7U7KN00279dwZWyzq9vGP/V+LshVbTMfKK//Ym99oD/7Nl12YFXIVqO5UIhExN3ls+WLJWnUi3qkO3HSBE3YDNw1lBdSBErWBhNlUVfLeC7PeYdfiBNFTQ4KqbvfQ4nls977+h+XQHvniF7TQUFU4OVaT3E4+R+eulv3lJz9nlULZmp2WZfIZ27m0a61W3edNEunO59bZ7AgUtDsdG3b71lpt6e8gODZp76AvgRVijXLR6yfXTq9IOUrkjyPIRVmr1svaCwiiypWGnX/0aVs/tSkwQOQGQrx44aIcby6fsSuX92x9Y/WYCUGotLK+KrB36bmLKh2DHp/OFrax3naHk8moLIzrZpNzfUQxGFcZQZpVLL3JCPlBmBnLTEWXZzNzazartr/ftbO3btje1cSeefRI+a3NWyKrZAt29erMhvHMKohEprEcP2CI3/GWiZHWlEOEk8EQgKyVIyZ/O5268AKaCxGKBIkLGyd8ZkEOkkhZpXM56uPZ34nWBgevCHMZ2ZjSKA6aDIOXQGQylHsQcaDpUJGFjQe0VXSWRiUtRNOzuXXWOl72RMMXCXKcocKYQMdi8FbaTRm93mDghmsKUFhYZ23F9ncPtB9Gw6HT+Qm1086awFVhHLxXtK+3hISUtIRcqpcruxKaNBRUm5cyeRlNjGoVoDmC+kVRivLcm0MQCZM2wBBJJEl0lyU6LMn2IIRx+pyI1btGqdxL+pSJjH2Ux/mwDnR8Ihqm0UQiA4pzgh0gElNkqcYWULypEMnnuMKcZQtF0bgzAo4JEY1XbdCWFiGgN9ByQR3rpxm30PogpKU3CZHYM9RGe020V2J4/tbLrNTEHwFeSO2p2kApOC85YtDG0eGhcsERnd60hi5KE5uFfmPijXBEafL3Mflgdwry4Yh8pmg8PK+tGm+o4JC3ZK/5ZCJ3LHwxQkr+Pw7TWRDulYCL5jGhtWnGZBc4gwDNWqUkIIATAUg6y+n19QJooauW11KnzYtw+tQCO6vklRHe2AR2j9SL6Gpa6qpLGnnlko1i6rKpKWZcqlffSIFcR1QIuAE4AxvoG+GCzWq5ZqNkZJ1W0466PYHJWtWrIWAluV9KE1P6GXALuINN5TvVPAoqP0IT45UAnH2uXVU78ouUw3lJmMqe8i4I9DPmYjOu21Ok3uCHtXcgT2qkYPATUedMZykFNA00KNMQXTa1RqNsq1uOtKFDnMqIzMYZO7wyt0Xk+Ui+nKR4Lle04axrt922bqPB3PqDiW5geDCwTMGVfRxqEAGHNUWCOjyh7lASd1CZVMZQmjPlEeZEE6BeCQ0quhYOOVQvG1t5O28gpw5I9WZLuamKZPlEvhUbDMfa1JpXicMX8ots60zHdrfpgoRziay90hKqv+feu2z/aF900ecffNBmE2qSfZQdP2eQfafdUgvLg/09R+SiyLz+kevPZL2lXdpMQe+bJCr2R0yDmAMkt7W1qYihN+qLHhoksW1tnraVlVUbJT0JVTY2NnSwGRBNRKTGHSqdmdvRwZGVaw278vSunMLW2Q3Rj61W244ODryTULYgKoXDSoTsasGyvh9qEXHJYhnZ5WevCLHddOuWBmzQpKJ/NLQFauQsJRAY6rxtbp2SM8J5QimqrpjGIN1DlxYV8lav1kTBX93Z1v9nA3ZWO3b+yfPWaPkUFQyyFJIL74ErAV8UWb1OroUoivykK9i9jAMAM7F3vPOt9qlPP2DLOXslY7NFYtPZyE6fWrX+4YFKofBkVy+N7JWvu8lG9L/OZmxz45Typu1Wx+rNig1GU+XU93f2rFptUJBjxUzBdhG3QUmHmmquSbXiuYKNYAlEPXv3Ku4dio7nWqJWlc5v86loRgDsbDLWYQV8tpttfQ4iIG9lZ1akk1SSSAeAscYAyLBQXrdEdOIR7craqu3t7OqsUTMtQ4WiN9Sjeg18WeBVIhQZRNakrxy4oqNKRffQG3RdJataUQcDaDpUEqRU0sxyxkAHb1HIvs0RZS1ILxF9522J6IVevOp/O5eGXBOnyJfm84pk6TiHkcWpEt00my073D8Q0E47j6nJTxjPxv5PG/mowxXPp8wznQpkp+IyonzKOTS9JtSnc53NVkeREfNm43goKhCjyvPz9pHQmFmbZ+YCFBhvaGHR8wArIsYiNsgb1yj6I+qBrWO6VmhQwmYHBKZpOZg0AGxagoUjE30d2laq93rkrB3XWSyjWAdILqzWrMuZYgPYEXSR4z45l6HjptYnJvfNtwahWQicpT5vN1a0l5RzV/tUF8ypg1+WdrTkv73BkTQuobyS7yNvCqNDekTXTzSvsiQXteq5BPU1dth71ql7g9gdfICailBeuYjkLxDFpeWEUutL71FU7p0ASkEf1xjRP8IFtOR6eT4ADf4/L6L//migqL7RaEo7xLkCSNBwCZ8knxGm9SlUcJgWAAAEaklEQVQ4Cyp+mDaxeUT/NBZK3DGq1l5Tt1wlznNEPDU1Uhp5zUKIY6fN8Rk4XX6HFqtqzKKuWSFlJyAdWVZ9L1CbuuJbTaPoR0AaEsASOnllM0sH34W8lQBbm7duqPQf1SWboFTKWXO1ZIsckQf5AARLHp2C0BvFFXv6y7va+HxorV60ykrJlnkQcEECFb6QBT3qju3q4/tGH1AOBdRrqPTQgUYEIgomCFkUxoem5qAbtbibJJZX3ogHAZKGdib8n2shMGocbA6MSlIKvhggzLWNVesPeup3DLBTM4PQ0B26mSj1aK9rzfaqolOox7Qgnd/rH3VtqXwPPUaHVqzUrVKsaBNxYE9tbInOPn/+vNAY+QqEZsPRwGcq4yZV8I7CMPQA5jryWet1j+yNb7vHHnn4y4rwJsOpVKRuUCKLBwuVBfX7IMyFbWys6WcHYQITzMP65oYAgloyZnL2xQefsHPnzooKvOncWdu5ui1EChqmPzcGa9RDZk+OP68DUih7pysMKPcOVY9Yamdn15LZROIuBDHtZseeuXBBhpLDwX64885XS4Dx2KNfEa08jhHd0OSfPKrZxlbdDo8mls9m1ZqUPNXrXvc6e+ihh4QKWY9m2pBDw+S9u1e73bBRAhiZW6lYtd3LO8qp8iJie+vbfsj63dj+8rMPK1d6+ytv1xoQlBSKEzt1qukqxIwjdHKrG+ubBp7rjY7kPKC0P/fZz9pilrXX3fta29jasK9+6XHrtM7YY19+yjJzN0aXn7sssR70Iopl9gXOHFoyHpD7LHgdYjyW4+T/o4kAZFE65yKNkeVCjbmcE5FhPLd4Qq9t1zBgoFbW2nawe6AzglCRlAvRBakTJguJpo9jRbFq5yn624VhlUrBRvFE7TuhD/kfanNFqEUXuCivuzBbX1+3Pvky8oLFig37R95ylIgTwFGuSmMBPY1gjX9HCQwT4OVk5LwKYiI4HzSVAP6SDsKBqSE/StFxbCubGxIOjWkZCEEFGB8TXTlVx1pg4DG0NNfBJvA9tYqXq2EAq826PittJMLnS2QUynD4Tp4xaRRF36jnabBCZDsnPeL5XNk5dBoSrSEKjWT3+C/OUJ38EpqSEK0mXg2iFpk0wGESUPm4NAVBWy5fFkULCFWKJAh3PPL0Rg1p0wt1R8qh3KUcba58ZgFVeQSDQcnMWGkRsYlEX+SD0+AE+xjaG2ZVKkkLR3KqRLLev5p8KVQ+DgcBV7noWgCoXs4qzwIbyIvcP9eYzfm1w7ShkVF7YVH8aStHzjKsiquICXTSpkIwFp4acH2Oz/8N7TLnzi5qyhbd/6iwoDc3+V96+tNxD5FUFjsXK6JVFA21TLUMwJxRheOhAC7nAV6Gn2v9dB/s+bJAS6VWU5qFgAIniaAXEECOG0YGUZzqkuOpKgJUrxxU16QkYJIEtOtB6R+ad7ga2oNH+gjkQwtd9EwqjSKf3x8oSOQZOgCjRmpmmWLBZySE/LrSH9WyZZd5G8R9MTVQoP8fTcuvLEADlZQAAAAASUVORK5CYII=" 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mediaID="camera_cst_costume1111"/><costume name="flash" center-x="240" center-y="180" image="data:image/png;base64,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" mediaID="camera_cst_flash"/><costume name="cambae4" center-x="240" center-y="40" image="data:image/png;base64,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" mediaID="camera_cst_cambae4"/><costume name="Apps-Computer-B-icon" center-x="180" center-y="180" 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" 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mediaID="Action_cst_pixil-frame-0 - 2023-01-05T132738"/><sound name="mixkit-select-click-1109" 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mediaID="Stage_cst_out097845t70p8t098y9738957290590379"/><costume name="97533d" center-x="128" center-y="128" 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mediaID="Sprite_cst_97533d"/><costume name="0.3" center-x="-1" center-y="19" 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" 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7Zlf/bvdx8YWuz1XAnAPbCsprJUlzueAcp46pVzmv53wXz7/Bt3+dhKKKqzDei60k4IHzpaN/SD4itsfDMyOFkJfnqIWa7bFwO4tABYAx7zmSOAFP5Kjdo0C4NMd0jeddBq+GtR+N/92//Mu/PMwBrw3cZ2+uOQBGyBYrEjha8Ys2/2eImkZAxskIiCoMDc/nq/K6BmGAyDfkb0k4FX7meyjCGtXPyPeiqAj4CZYMDD0NR26L73zcn/SY8qQDyo4O2hmYb2qBWYaEsPOJ+4ACGnlhiqvwPPIIBF+Em6963aYdqREmEBuEFQq2EYfLk5g7piGHbS1v56aMDuAmHB0QThhkYllZQDg3d1NI+7U5x5i1CWXt9R8JwM+Ov8+0fQD6Mx3TqxZGP+M7bRl3dUG1dkz9/h4twl7FgF8BwI9CyXktJUpbmDCOqWfAeH/Ox5QJJ7JV87+aVeo5mj1fTrOxiY2bzPiNw3Dz55UmD5XR1u3bXBZGjNQa1bs4DjPiGrYGkO5QsiWw5vuBP2HHVXjVhburcnq8du9nwZ8DgFmC1NUAtzpfqZ5xAVXbK0erMGC8ltpeqaAFtnyOpUVgvbfhlLxuqw1W7hi54MPuyDKmGHHsEXbG88798rMJwPhcGW6A8bI2GOpnXkdXIB9UhhQQbmYc4OYQXyFHy8JnGXrgW2N7ss4uJ3zBOSnhaKikR+DUvmLKgcHQgzAWIwo/K5/C1dx+2jmFK8kuOoyccDUAWZuUt0yEr5yw1ibSr9dfewa2XN/XfuK2vf0OC5hHuch8y0fMN5P8Iwa8BVTx/rDghFiXQHnusx4tFOauVnK+bWrpSo7aeSEDRs7X7DRh46Je7vfP7zKjXsZH0PPerKLOlcjTNm/8pOrMaBMRDMMOELdxPwPCWWDoXKnqZD4X/HgsrwLw2q3wLEOuXtCs9XUtFgEYJUlXMETVCqO5ApgmAAHPjQCs0N6RHTQktmJeGKKsg9gwQPgb9U9wvELoWkpoNmcwM1ZYemS5f0FYtXeJExs13IbD/i8Bb23OABCmS9YIxARU2FiS+aoTEtTQbMbAsDMdqifCLIWgBcJsP1iYsJ6TMKoadYAJS2kNgw6wYrVjxHuZM7G0fhqOxiABCI8NHLiCdNgZv/cgXAfvIwC+XxXPj5jfAYB/twl97d581esVIJ693191DK/cz6+6znMLGaaCitXjEtAthZt5H7vDUX18NgxdAboH4HpMdUEg0LEIajJJoDJkbATDTQoAc86w8CrPIzoYUONndKSgAm5buPgAAB1tjKKyxDHddr5773sQk3EjsWA7CDI3DLy5dNqXBRAez42Pf0mBvTCAPwzA2e/ajZk6qbHllDrmJkcWBsx2fwgHAPQAnABJJubFevl4uTDMHFDGe5TrlWqadb8ISdNwA/lhmW9EFS12DNYLbLQ7lkuQ8BzejVwzxFbxiFavX5h87FgLfAMI4y84XrFpsMLSyv1iMaFSJDzu9icyz4Cw3LLgGS2BgXLCegwI47yeCdAGYYqwZOzBfsHwfPaKL0YdeM9byez24WgMrPPuwlxvBnluNgHy9GcrCLcbYibHuTYu+pv7lRPt175edwa2suAtjO91R/V77WnpHK4x4ArQS0AcAO2Z7pbnl8C3/9z5+5yJMc0nndMYI24FaPM6t8e8dgCpUglSBWCm7LqyownjNVueAi+PoImy2vFYpCWN1eiHwHKiAsI6r9OQdc0R+wu278mvcNX8PV5Xz6Dt+bG8aWmkvgyAtwKxADi53ikAN0eshJxxglAexPIityK06ApiK9lQiu0iNP2NzRDEhpUDllIaKufjQb2AwYAl0HJtMPPFyCPL/1mgnHpgADC+GcBagFw9oNkhyTaVCUHzADC4AMbDyZaUKkMCQNMlK4IsMl6xZRlyzDNhhYMtsqK/tEBYwD2qmjmIzIQbeDYV9ej1Wlsc9gppFQGMYFxBODfQ2kTye02LX0e75Qx8AfCWs7S+TT2P/f30CIh7VtoDa17vWXANO8+9Z02QNX9MI+jOfWMIVElDzXoni3CQEoieSFxUHtlC0DNh5ynzdUotIWa6Mo0lSLVsqS4W9B3QZ97WRgbeK6KFsNUEUpRQcig0ADgRxfRab695H4jgTu8N1RfnO6/dNz8NgNm4oMm9zGjbyZ/mgEkoVQor4LXzldoVXgykcb5Sn19o5L6R8YoBR/18AgN2mJlsGKcb2+2H4S9ceppySHyVzkkRXjF8jYOhWGsEZbJ2liJJDQ1gve1OzPEi7IxyIqqkcSQAY5twKNyMv08cnLKpPAxnjBaDMJ2y0p7QwqyEo1EPTA1iypZoVencSWlhGBDW4EHd8IkDPY5ZrX44uRCLIUawvWfCtRPJjwDg6UpyfSL72uLnnYG1SaQeydaJ5+cd/ef7pP58PgLeMLktALwl7PyMGrp+ZjsOlwrhbymPpxreBrYd+E5zvio14txopsvUHStM9IPI5LlG1IjpbH003AwkPeA2B0ASka5emGHqqLetjrbKWd/TDD7MGATnpn4DuT475HoRYu7KlebqhKvP9MOGDv/8z//8UhX0UshxDD3j9C4DMAE3nZACwO7ti0Q9Wx0AUCGscokRw8J4jmYceh4sGM/hd4m0xHwpyqKCWc+zNhjhZvcOrjlhibKAlaoF5j8OHP1jWJognLpg26oxB4xVhPLEAGKEWyiTBmNGqNjvVRgZzFgx9DBh+UnvWVqE2jZtZ5EBa4ehhFYoewmEMXDG5g2yqBxFWRYOXJE/dg6kqP9qOLpNEEUpnc+swPnMRP1oWuz3syWM/bOm2aXv+FmOccs1WDvWuo/3LIze856fdf1+5eesLVzngDg54gqGVaGcLkb4Xvh9TmBVWfBWwVYPvhEq3YFJFyquAJzfJ4/2GlbqUZUhU3AWwdBzxUK3sOMGvCTQUkuTnBRgvF7ceIM6mRFws5DgI6wq/T4cVr5z88oHgYHgF/MsSjeduuN7XcqJ99wDsFTRS8ZG9RzuXg/AsRVLUl30fhRfjcn2VFXptYSZlQOm/5QBUpJ0N2VITjdmHAbXWvMrYI0DVmqB9ci8sIVZeDxBRzWA6Y4dkmJJCbYMBA4jHk05KBHTINl/04LheGJd2Q2MmB2TYLQB9ywz4b2Ajrlhi69YesTtRhC+HQCUAla1LjwMF5QgFRC+YCVmsw8ZdMyDcDPu6Doo6fnOrCOtDDsQxjVCuFuDPEIDTWPP1gtvnfzmJqo10Ni671ds9zse3xxLnTsXWwD8Fefw77iP9wDwHAPuw8zZ5lGp0TMgPMe28RmPmFxytgLWmF2Mv2uunHajEgMGSXHu1SWgoAZNs+XoHJ5wEm0Y2OZQzWwCnFyAFKDNd6g2vPwOF8x7AEiFnxsgW8iF/RFsF5hwBeEajj5cxzkYeqYQnblx/hQA86Cf6Hc6+npmZSOYreHnxPxrH+DI0JcYMMPQuEBMC4sBk/Ey5zuowxFyxfth+IbQwXEYvjF7C0aMEqPDcDpeGYLGvhCuPsH/2U0cZLwBc3ABrryiE3rWQDrsTzb1UGMGdTuCT/Q3+juzjMhCLdX4CmDVsEEHi1IitiQ0wxUoFxBGhIO5XeWLR9Yrs44ldXQtSSIoY1tETJwTTkE5oDdAWgctB2JpeI0BnHxwmjlw+5sWRxWQPzpptxDPOywa/44T+e/8nR+NlWfmmZyDtbH3aJ9zTP0j+6vsass1CmObY75zwBtQqQDMhXBRQT8KQ/fhZ97PbmHYv6+dB7BAV5jMRzZGxQiJSKd25t9MycmHGeWd4JT8fsWEg59n/Q2e53elm6DAXLlgKZR5PJ1VZTtfnddBv5ggIJP5ompGVr+04pWSdWTByFMXVsyDw3NQUEcxXURdUxYcYJ93/3sagLeAcDXUntteX8ZCKvzOUiP9UNhkdhUA5iRPgZUAkwwYAMn8rh4JyGzCgHAzM64ONQOcmVp3mBl2k9o+4WiqqMG6D4fhtLsOR7Q0hM8GrSzhAY1TLhU02bhD0MkHx46yqZ/xaagFdn0w/aA5+PQ8fbtsOg5QZktBq5wvDE2PIIxcCKIdCUNT9bxQoiRBlsLXUkengYOU0vR7xmteHXIY23btXFaQETuQjZeVYVVY51bLzRkGvDZprU1GH33/2v6/Xv88Z2DtWj8Lwmv7yzffut8t+3u0ry3vf7R4aMytRqIMsD0A93//CAY8UQs/GkapXLFXc5jwhPmaHee1MdQsDQzreJuvB2Z//ZDpMoqnfud8LuFplg0ZsDn3yWKynRvsz4CLsHFlxtezHQQZXnauF2VMDk0DbCcgzHlT6bpm2tHsf0enrDEXbatLpa7bz7sAeG0grwFwSl/YVciy81qGdMDJgdI4jRhsK6mLpdyvevriWkF4dSRwYhE12k3a8YotCG/Dt+SLzZJhuqFa4AC1vKGbMprKaXRFEsNLu0LE8/F32DHLjQDVaaXFHLCZrEuPGG4ZThMQhs0kwFgWlRBrcflBe8qooyfh6HRCKraVqglOThgMWYNS7FgALJacVodjL+EMXOaCaeKRvLBbHGZF58GSyaS2M6z3YMC+ruDnV8nbAOCZyWtuEnzm/duO6GurrzPwujMQxlsBuB+z9V7q2Vv/d80F47XkgDkHIG3VMWP8HZDONvWx/10TtfOwpU62YYFLiPi3AbiGoKmGxhzttq5kwI3IAGylxYGoivNGy/PK6wBgmvu8zWlhuHksCxWeA3odCIDBI9A3vQI0GazLOPHdyKYvEmEp9AwVMw7bcD8JSVvB7X0wS91Y8GXY36Tv0XP4cKDQWA/dzltRXU1U0FsmsBpirkMzz2eQ5cRVtMdrsR1jvS8NoW70dgaApNQozldxtVIkgjAzHNASkKIsMGIJq/A387400bBAi92OoIxOWRKLgvj+GHJAG6x8r1TRalvo/YPN0kMahpUBX4mt8F0BzsxK+2+Zcqj7EYO07vsL56w5JkzA5D7snEXBlRTTAWHsCyAd7+hRHS0QVx9h9wsmMAuQGbYm85WimoOx66JE966bSsLSdzgDmIOITm62ccOwZpp+qtdrg69r9tAmGLeSfDSF1UkpE8xWtsLxU0JeW8bv1un0IwuJuc/4u+1v63n+u203N0Yr6I4T+DQSNQfGz6uezwSlpdKk+hnE3uRCAyKtgT1ubNZuSO8yB75hu3g5eWHO1XYBNOOlVSRLPDF/xSHQ3sxgs66zjXEHPhNeBiIQmo9U1WFXQAtN9R01utr3MhPGa9DEXnwuNK/thtvFYClF1yQczXnKoqyw4uSD9zY/Ir6VsqSl+eiDDHgqsmqoXno61omxT9xnwpwD4Ait7gAYF5CWkwBHhaPV0xfgKitKsVMw4x3Li9A0QcA8liehaxK2Rf6Xr1F8JfCNLSVzxNxO4MoQtB/xN0qW2JTB/qV7i6okypL6GWw4IEyTDlwULvXAdt1HmOAq1sxH+0OPTDg2lSlX0j4DyKMoQcXuBG17RyeXm9A1Abyzl0TYmqszHDN9pjWY45ZFMQIWAyXEgtfqBNGANnV1RQTxDIjWSfhZEO0/p77/vaD3alDPcbz3eHqQ+uzH93cD1We+79L4ngPhMNIJiBRgWALgvG8OaJfAt2fTBBznXFt/3dprN85VMwBcw8/MrhUA5rmii6BCzqzPRV6YDFjlQwyD+ocYCrC+7QW8BGVH9Xg8R89fo8tfeqXDKCPnIvNYvifZryME2C5seH++3uWFsR0PifuDkZH2O1cbXHPBvwSA+wlxDoA5uUfhzEugPCWtJLG40nqG2qWqfqbxhhmvwtECWALwwUwXjzeDLkw4DvCHvg1/2Q2LuWIDrHyiAaYYE7KgVH75MHwD+KDNIRkwmLtcsJgRZjh6ZMMYoDt0S0IjZ6uexUy1DfO72ItB+MLQjIA8HZNa2RHC0VzuzTNh5o+d860lSmTLNzV74Oq11AXXfsIAUfUTHlXQ+fs6vHklqVAOb3yHqpsAAkzaEvwKwPieZ5cEvIfJzgH7lont1WBUIzjPLgYeHe+rwPezH9+Wa/Z33eYZ8F0C3QokcwBcAadXPj9pqhBCAAAgAElEQVQC39jSav9OTRmEAXJ3PnmddeQEdJ2uY+qwga3FWA41g/GSMdJh0OFnsmJpWPAY5z9E77Ad5jfOR56bmjbGIffkhekASGHVWRUlyf0CODH/YWrDc1eQIsxnZ7paBZTpoQ9SwYlTJUcBXJYXFZX0BISdHw4L3gTA//RP/zSJK64xl7UQ9FYARry/suCYbBxuEDLdhgOvQjyfBZDWEgswzW7pfMVSpAiucFFdckRxFhgvGDPywig7Uvg63tBiwlZWp2UhHxGaVli8MmCAcytHMlAyhHJT9yQlNWTMIZHVkWEJqaEtzDITpvgeQF2YcNTRCU2PXtG2qZyooyXtv/DzopAemXDtHxzXLLHdKJ7lD03AnjhmKZzThA6xhsNxuxNTypM0mSYcNDLp1NI9O9k+C3qPGPCzn123p8tZYf8f2RfX+UXh/Qow/uzH99Hz9ae+/xkQzvibe3wEvnmtirKW2HDPDHl8yY2GAROFRnvIhJ3ruK4A3Pqnu6yoB2EooUEYJLwK+8VzAlqxXBEQzk1M140lQxGGpsKjfQffr+3c0OseABwg1mNU0IOf5/svEGLpteSF4ZRFgDXAr7JgAvBbywVHzNqP5UkI+qMAvCa+SoeIlBnhYABqEVyJIaq0BT+0fmx1wO6CROarkDPlTwTgixspSJQlww2/tke5kVXPBF+AsPoCs/xoB1U0wB2gDa2zQtjKI8s/Op2RaPIBQHbpDb1LHZ4WGMtaUgNJHZHI4Zv6GQrvGHNECS0Gej6M6mj2A46Qi4rqXStZijkHxFpNXEUmPKqjVW88djGq4WgM2BSqN6COnP9m/+jkWuwiI8YLEHYeeKaVYeqDMah5owCycY2ce1kqRO8HZD8pheX9qZPw1/f6vGfg0QJwjZysfavsux/f9fkw30cM+D3MF/dy8qJjuPkyXC7TetgAdUubUExU+uCuMN8AKvuns2WseqQ3gHa4mUQFM+VBAtJWI0yr3XHO0WtSRFMWZW98vHfS/Y2RPbH3fL+EoqOCbt+bueDdABW0Jq7zcL0ggimzDQInH6WCxkIGeV6x3VrGZPOPaGOskmZb97J478fUTwNgfZBPdPnUgFlWUABG/S6zjThhARgVBkYe9mJ1skLKUi7LBzp1vXKxGsVYLC86qBkDGPRf7JSEWmGpnwXI9oSmqOs4nNINySAMH2myc7ZDRJtCfCO3HiSDPTI/ESBGSBtlRODbUjg7B8yyJOV85Xjl0iOEuq/74eIQNiT3LGFiyEV5WDJne0VXEM4q8exWhhhOUkRrFVdBON7RAlaA+2hhiXM/OmbheN9aOUC6KHFCsDArISCGuzzr1EGWukFc+XzOeyentffNgflHJ8pnP/OZ7T/74uKzH98z5/q9286B8KvG1Ny+3wvACTcHNCub7cPPcwDcvy/7g/FRfuYaywtM1UghpURLDHgCwAbfFik0A6b62T4KmPuT98U8pmwZFaBMvYUVKz6ncLAW+tfhjO25oHCOOCpwzIVn5YgZPr4chuvtu0GWrYdH4GXoeQRg1YNyhxSl0o7yCm3M20wuGMYLwAM1Yeiva87pDwHgttMUVzuwfReSJpAVhxRP4bmAan4gcGRFj+t/GwM2k033IzBZAXKU0GDRYr3K9SK8LOar0DOejw2lAJsK6AixyLTBnpHtFSijNhhwytwvj1253RhSQF+tkKCAF3J0tiE0E+bFYEiFxVS2pHQ4mmAMpbR8olGehL8VvgYAT3PCMucQg0YKg+yWkv2Ab54bATOK6YRuxJTd/GGmgYMU0pLoY0BddsgNe1XXOWbVOmFlaKY9i9cmwUwaGSd4XArdzO3r1TngfAZz+ZFRrn2JDa+/IuxcP+azH18W18+mFJZO5avP3688vrmIT+6v/nEt/IztH4mtuLi2ReWzAqx2LCX8nPOWObzP/QJMSVbYP33MAe/xt0PSYL8CYZEtsmE3mblhMvZcK897gTC2x2Kez2HOcsSNkcQbQstuTtP1PebzwEUw5AAy6n8ZmhbQUrtyGe0mkfMF+8nrCEsz/GwQBsIzxTaTC+ZSgaItAfDcfPZSAJarlQRURk6dwAkAA8rUJAGKXfbujVm3faHxHrX+U+9fvB+J+rQgPA6FAdMwA00WxIwDsihDYhgZpUoUaF1pNcnnHXoWc5afdELO6p4EVqzjUrtChZ5Z8sR6NaxsfIyW3x/QgMF+UQBfCgrQ+IDfTd2QOHEYeNUk0UyYq4xvrUQJAKw2XN+sahbrDQhj9SUDjzEMrXxxcr/quATWi5sAjDc9fsOEVaKkgREQ5g2KbfcOy8TjNIBrU/NRAY2VJxYRY1F7BeFx5Txl2EsT69IEvXXi7hd4W9+3hpnZ70f3l5vwVfvLcb9qfz/i+H7Eomju+74XlH/V8dXj3QLCc+BbWe4c451jxXNirGzX74/jK25Ppc41oCjLYFWIMG1o4VSaKzC1aEcrCawwjx/YFY4d5TCnJSRNo32VGiEULRBOUwYJc1seON4GOzkf6PxJSMp58gJvfM851+twJoaCEds9y3XRBFUAssGY4WnkfUFymQcOS7ZPtNlwwtj7Tgnd1NMWbKV8iaKuLCS6hfxLAHgy8SEEG5PtDojTmknby3EqKrccoLiYOxNR9AQgdNG2QRE539QFU1NMYFVumO0ECaiyoqT1JB4Rfub+LsPpWBozOC/ccr4AXxt9QKgFQFZbQ4MwWx8mDzwOPgw6eIBSOi+tNMPTWpQkNzyGoOWIRfsRWVlCqMWQsXLGAuGItcRsEeJm/ra0MhQwG3DZnEP7w4ADCI/GHKWf8M1uWAFs53pr3phBHURcqnd0Z09ZhVnMyUT4UBCNz5X39aDcQMQOMYsgvFJHHPCYA9OtwJlJsQfyus+t+xonqTV4/z1ef3R+f49v8NxR/qjr/Gi/9bX8Xh/XGHAF0kdMuIab57bDmaqfxVrXOROJEsGs7DfM9x585SyIECNBWxuItKUlIQiXmW/EWbSjbCFo6Vs495DMKACteQaRKjHg5Hz5/cyEkxPGc2xcQbGNTUqijkYuGMYb5fWwYJ5fMGZ2PpRIi9aVYLdgyRR62aKSqnH98BqiKsaCtjoSfygAi/2qlisCrPvVU3K+oxmH8qzKAetaSKIuMJZyGeq55G4RVpZYSkCrFoNgwGCzyP3KshKPh+FCtnw8nN2OUCFpKqCZN3Z4muIufSbzxgbg3Q0h6THkjJC0jpfGlQRcttNyaJh5AHc9kkBLOWMaZJA1C6AJsO5a3ECY4ecA8ijMCuhO64RtQenmDpHtn3njIHQcAHZZkuuEa4lSY9kuXeLAuqHYXWEeLoibmYcGYWPDnTBrroMSr2QFY6yuM0o70H5uuty29dZJ9REAtxtq5SPX9rHtiL+2+pVn4FXjpf8Oi4vM0nLvZwMwAcyq3x58o+OoIMzQcgyUCKaaA7mIJfNVBLN1jmNuV+FosF6WkBqAZb6hnsA3lIrGLStd4eCU4R9Y5rIGBtqWwoCvMBLanZkbZnVGB7oXPFeMRwKyTOOSCaMUyQz57WzF9HXYO/ysfPKVINr8o5ETZk5vGoZmnhjHiNxwHLBATGcqKT4IwKHWMuSYDz07xl9GIS8MFwVdDtgmG1pNKQQsz2cLn0guDcCu8lHdL3K/F5tpAHBdywtARakRmfFNZUdo3ODXIbpSLhhuVgLs2kkpQAtDjoSf8Y2Vg5YRB/UCGIr0tlaRuJLuAPUAMgAXz4v1Ui1OmbrsKKkstAUl3o+yJUofinqaHtHIwUJWTLasgT42dNDAVA3wbbgd1N7rQhCfb2U4L8ya1g1XeT8BeMJolXMJcwy45gYWYE9/MrEEyGs4sQ8jzuVMfuWE/Fk/+73h16Xv89n39xmvw7PnbA2EfyYAj8wZudHSig/LbTC90npUE33pVue5WeWYbi1rMB3BN+Fnt3E9OnIYBmz2KytKqaGTC2aLQqijsfA3IIPxslSSvvYIO9sFi86RF1d5RGg15sU5LzoH3mw4GXa2uhkRv7O6K90g1AIgX1QXDABmvfADFkyRVqwprZLmzpMD/lUA3BihGSyvofO+yruPIM3w9VVh3wrAYcAKB8uYA7+T+YIBW7Eccw08fkNY+IB8sUBZOWF7RCcnTACOOjqvpWfwWOp0JPN1M4bUJNvEQp7WWOHQqLKwfYwoZElOkrBTsJXaYD/GNUsJEgP1FITRDYIGGTflfWlIvkMmXHXDzO8a7CdMl/sbGzlgmFIdXeqEmdawyKuqozWoIfoSS8WgZ06ENeppco1wjFxpdF8ifyzbynQJQS2cFh/jTwXhuee3MobPOBH/imN6dvJfO8bPvr+14/9dXp8D4TngxfeZCz/3Ief3hqArAOv3sSF92G+OgWWhHXlK+Fn6KYipBLRhwlI/j01sjkd0t7H41qVJyRczt8h/0rQgBHo7SEnMuUxsTLoVVnjYote51TeUD7HMynqWJjpzaaRzvAm9MwSNLlAORePvy5vNNpwT5rx3HtsWYluFmg8C6ABrTDtKmVIDYBRx2jWrjs/XMuCIqRwx4AlE7Dtg27pjjGHnvgwp1pNzDFhlP1I1IyyNkDKa+kFoRXMOsli0FtwN+4M8Pg/Hi1TPUD9j5XY0uNqQg+VJNPDANhJuAdARSFYvYamwAcBUSNscRHW/MAkRA4bSjc85HI0FWp4H8wUIUarfLESkcuYNhxA1QhVNHW0WvQNwy6bydhQIU7jVegcLfOG8JTtJ5aAxUM9YCBzEZhmWsa90zQmnvWFfJ6x8CjLh8pJWXlmDcpITjjra6kM61+Q4HE7DCrUadaSLUlatGYD5u05KPRCshQR/hKAmi8W1z35m0v/sAPd1fM9czfttnzl//bh6JQAHWO/LkMYGDX0dMQCjAbJFmvg7VR6arwTCIU4BYFj+4mfCfCGCtQCLbV5haoQySwAw1dHJ/yL3i/cKnCPGuh6sIUnTGVd4YD7iYp/HK1U0ju3NHYzIcN3NreW8wXTtdgViegbbdakRQBg/F4SfHZbenV3KBFEXSCEaNTA3nFzvjrlizmHpGse88B5U2mFoMeAsZPow9LsAuBerxIAjE+AkFE1WqJ/2eqsbi4quKKGteg4Aq++v8wIERouuaEMJdiuFNABY7Fe/0wGLJUcuP4oC2uFnKqKRHT1cmOtFv+CIuRjWpnJaDlgMU7MJg3LFsqFk9nfYM9SMUaHcLxsfAqS5xtDzyvMihIztAWzx8VJ+V+CLsiWAK1tLuPZWTFjVzfvhSrMOha4rCBO8LOpCSHp3gFgLA/oguX7KjMyWxYDTX3jMCaPOelqSNBp68KZsHtHKCWdV3thy8YeuBumU/c+oKHnzF3HVHAhvYcjZps+7vgo0n5lQt0zdX/vbcpaWt/mTzt9nA2De09czAZZzCRq0uFELgcWNF3B1VBESf2eAq8szzYADxPR7LgyYZUkOM/ORIK0a39hRUkBKkHaXt+SD3aZwLKdM0xkBMFquNp3K9Tq8XWM6YnWzO0WR6YIdn610xnZkwmpZCLEVQDfK6F1TSIsJQ1pdy5d+MgA75zsi7RRgu7KjfmJsKyZCM/IGrhPrcsDNiIM5V6mrA8A7hJDtlPXX8Tjs92+tI9JufyELxkLrSAMOlS0lBC2hFkRXAuymekZxeLyjKeDaDQc0nWc5ktoWUjxACBQAY1DiObSugtiKOWEMVBZhIxcsJqz+xwJhvBeuUihNogragKx1Jhonjp2UVDesVobykE7XpNQJm/XaTaY5aMVNCyEaACtzy2DK59Z5SYM4/+QwMx3YbnaNVWM6jNRwNEqdoh4EuFsJ3UJmtQA9NpeeVx9NPFWY9VEQ/ej7KwPGvvqx/B4omQOQj4BKzaO/53j693zkWOY+/2cc30eO+VcfXx2jP5IBrzHitshOHpNETxqP3gErkcuIrbDNaDtp1usSIxgY3Y4SYN0xYAKwwde54VYLbBCOCpqpMlJsVXEw3ZYUGbzvTRLOTNeqFImq6Ouh1T8zxxu/6DMY7VvLATOFRgEWypAUlmYuGPf9m6s8ik0lcsRsaejyJpYb0b6zhJttZMLruiLE2m21ohwZr/KEPQOJ6xUtJxmy1cqoTmD4G2FdOZtI9UxgnmPALr6mIYfNN8BGETLWc/qdDNjmGgBY5X7VtOF0QI2w2LG2uTI0rfyx6oEJxnhsbQhTfiTwBQumVQaZseXzV/ctBglVVdyA+jAwSQIwc8JiufrZkzWH7eZvAie2oRJBLDntDCsIS5ilGt8L2DGdsWTIsXN/4QrCGrTIHSuUjFA0w9LNrMP5FC2FOhDWc/ipaukqzBITTi9hly1VNacdanSRLWJYAOEAd5hw/v4oqHwUhH/1BL32/X/E8b3q3GcB8+r99df0WQCu2/8IL+1njm8OgNsitvWYHVviJfLUQsVN8Tt29amh5b7sCO+rhhx1P+O+RTT4d2lBWAVYjG1SJCXBKeYlseIpAAN40foVbJa/I6UGsmNAZgYOLNgAzLaDDG2qaUMPwAw9N/KgyFwFX9rmMk0LW0nb6zKsfCZYynIT50B/E2Qv2Afi0heKl7EtWC3LjsB2Ux8MMGZoWqpphKWxHSOOnGzTIUkgzHC1570XAvCofq4x7BFM3d3CTZrH0PNYkJwbU2FbKe0Cwik3wvuognbCnmDrEPTe9bsVgAG2UEQDTAnKBN8LAVdga2ZMIRdyx1BGy8AjYExwdS4YcKTSJAaW3XtYxwumixA1T6oV4FwVMhQNxitAVh9dh6DZ3BkXScpkBsEdogYosz0hLM5YAwxHLAytk3IINNoQExbowgBDLll9P+EG3OmiRPA9yWCDOWKEqMGEp3XCaswQxbQGeYRZUULOmp9XkYgZ8riSH71b6yS8WKZU2hnWSeijzPMZEH70Wa/azxqofr2+7QwESJ+5LnVRkDE2t4jZCupz4yVkozLapXGF5+O01n+fCrb1fmiRp77pQDGZ6Bnv/d+jJ7RyqRJgpZ6Vy297PweEG/OV2GVSyVKBl8JU53+V8x0GiK/CgGsImoUgBmC6ugF4Ib6i+5+jcBRfuSuc7XXVjlWdkpLO+g5Q9XwEVystPkYl9Pks28n4XjNXTBA2qEaQxXpgPD+yYYGwtgPCN69o5n2dB455B+b/9AOOOIs4ofDw3Hh9ggEvA3DAVDaEo81kHfQKQYs9x0c0DRoYyqADFoK0KA+SmRRtkB3+Bcjyfel+FDA+AHjNfC2yghiLzRf8eDiqucJpD9BVKFoirNJXOH8z7+vew7SiNAvGwoD5XLk887vhb4qxFILeg/UyMa9QM88FB7PCOcgFJ7fLDHNeG/7SxUnPYNcCkxHbujIgTJUyTTyUM6bQKkIsCN7smBWQDhNmntcNHGBhSXU1hjImAtb8imHfq6NHP+cx9CNP1BYOmrOz5CraTjdFiv/IOzqs+1XM6ZkJ+guAt4Hfr9pqCRi3XuO1xdzW/eT7v2J//WdW4A4IVwDOc72I6pEBxxIAy6BCodmAMO0VNRO0Mhqy3Yn5BuZhC6nos4Bo55QBg/nC/Qos+bg/iOWSDeuROV9OYWLICT8TgN0GFpNqvO5JChx6BqFAnjrHDb8Cno9hGN4AxDbkAIF/a2poKJrfJCgF6Jrl0oLyu0BXoIx0txgwgdg54ISm2YzBgMzfOQGDNduZC6Kt1wOwNKwjo00u2IBccr+Rqseest6sAeB6MQPQCUPjb2ZIkfdlna8sD9WPF4Bq4RWAkdvAahKAKQAGA0bYWS5YblN4RJh5DEFLsOVcsFXQzQ8a/NTdkMCOweMQMpcRiMBWbRTCemXBKSAWCIvtWpCFnDCH9LfhiHpedNUAgyWDHnPCvPF238Sc70AYAi3sHEwYj/KNro5ZAOP0ExabHRXQEn/tBhWz34YzGHfpopSccLqM9OpofDRVhBPvaGild64XHC0p+/rhNqH45uHSZKaBQ6+ObsdXwtrvmfifmVS/APg9Z/jPes+rxks9K4/22TNlegs7bTcHvI8AeI35TkPSyYnGsWl0tJNXgZsxFIdDsWCnDN35jTiKRT9sJhOGdpg5oiuAr0qS9JiQ847Pc8LlnIfXzgDlmHPYRAhha817OxY3qqwyIWiVPpKcUumssPDU+1phZzlhCWipYrboCoBL8EVuOKDL8DQAOI8KRyvGLTcsAPT+irphzINulWjPaF7XVzBg7Ei5360AjBVMWO5od5R8Sw/CuHioLw0A49KT8dLrWQwYP6r9xcVxX+CwX/+NciPmgxH1ICirwQLYLoCcxhzYJgYdUUWnaQNNO/Cey1h6BDA3+OKYqIpmHlfmI8z8MvSslRCDzgTjAyXtMepIrTBC0Aw5Mx8ModYIwvSPdicjabHjnCWldBTUk3A0PZrlNa06uccgTLMOhm8woGH6Icl+VUcvgTBv7pkGDnw+NcJeSStsrWL52Fryuz0Bwq/KB79qQn3Vfv4suPo9vs3WkPKzUZdXLNjWGPAj9hvA7R+XLCfvc8JTA46UIsVAAsSnsv2x+cLoWlVLj2ooGgy4ATCMj45HOWEdoVlBTagAl2z4mPIjZOnUqEZlSLLbRekROy7t98MbNU1wvlKlB72eI8IKiwUAQ5xlpkowZhXRWVaTb27BSMWz873OCV8tzlJ+eGCeWI5ZZwMwWIxAGftiOSqA9kcBsOHvMQCn3rcLP8/lgMf6X/WJRNKU4QvWhWk1JqCVF7RC0dIJiwErBA3Gyzwx6n7Jiu14hedO8oymA5aFV3pEblm5YbUpDOiONcEAU+WQ3ewBnDchcCiwmasV61VO+KjQ+cVlSRRnOUHLkDPEWA7LUyUtZyyFowXCYMRnxoTFVMFAuehxnXAEVQJuFKX/1XLC7NXLKIFLmAiyyjXPMeEJCHf9hB8yYdwE/B4qWaIJSJp2Y2WKUI67B+WGiFF6ndiqa5bCzfrJRFSBN2wgk8AzIPie97xiQk1E55XQ9AyAvPJz/477emaM1fltCUiXzqGIzdg1rB+vYbqVIVegnWPCc6KrvhZ4GroeAZj3oisbFH5Gqsx3Z+n/SyIScWxXdrQEwBJjOQR9xDx5VNgZ4WezY5A2MGO2cSUT1jzLDnEhCdSZXPScI2NvdseCBzRFWQ45w5gjICnmq9CxwBhsdwRR5oq//8OlSBBosdEwQ9axoWRIGjlfsmJtw2tocRbnKsxjr2bAdQAthqAZjpDyiyfWIFUnozH3GxvKMZSR7QS6UuEFgJm8RxMGh5+rGEstBK/DLnXAR7FcmHDAYONAsZUYM8PRDl+zH7C3lV+0QtwRZsmUI32L9EhTDoSknf89AGgZhhZfBettpUgBYXyxi8w6KghjAF45qvbDAUKrMGHW3blRQytRktqZ+eRHTLg0cKhMWGCpHsQSV+FvqdBrTpjASIetdFaySrrkhOlI43RDVUcjGC2wHeuEU5On71O7l4xMeATdqTghxesVjOs4fGaSfGbbzwrAvxIIt56/pXPHSfSJlo5redX+XHz0+N6zUKus8BHAPrpuc8cdUM75CshWFvyMCKsPSS8BdAV7HkOA10KsKKAxNwR8AZ4U0hblM34/7U/kF8wBG1wrAO+PbuMqX+D2D5UcmHMvR6UdLwcJvdg3wRUz9LmQx9Nwsc7mO9yvnPMlAJ/VkCHnCeIrEliEnc/K117Mcq/ns3oEG5iphPbfYMI05oAa2qDLqGarC5ZvNA02LMxiFyT6QYsVPx2CfnQTbQZiO0JNwTd1v1IGk/k6pN0YMRXM5XmLsKSGVghaNpRXhacTpubfAFy4X2F1dR2+8fXrsIfwirlgW1KSPatr0mhTKQatpgzIY8CgAwxZz1E7zLpgN2lwv1uGHvAcO2aJ9TIXfJFVuQRZWUSiIwYEV1MmDPZLJoxBhdfBXq9q1ID9ETiLAUdAGCAKhnwXjn4Iws4hu2EEGWw8pSPMYqcRC7sYMoa/NCTcyFXbmtIMWOxVjbNHxjt2UYo6sTpetS5KXQOHTDB094qbWqeKfu/Eu3WCXmKuS0zl0eT6LIj8SoB9FiSWtq/fOefsveD2zPl7xfV97/nvj7PP3T5zbivTzf3QP76eAY/lSyMIazHdQNhfIlUraqyg1KL6/RqEXZJEYO7Lj1IHfFK5JYCZIWgIs5REbg5ZdMOyArfZTzp1Rj4DwRUIKkSjbGqkxT3VzS7LAgCHCRN4wXCd92UIGoB7/i6xKuwnAcp2wiIIXxSqZs73LUYdyQFj4lMOGSyYlkUFgCee0M/mgN8DwBI1uxewH+8csqiEvSh06z659o9o6joKrWYAOAyY15yWZcrxwp95oJuVLSQJupfheFQZEhgvyoxoQQnQPcIhazec9meCd3LCYsfIObNFAl20ZMChsLc6MMk9K39zMDIHrFAz3ic/aOrF2J5Qq6MRhMGCZdKxAMIORzPXe4M/FyFBCmiaabASuf3OVoY262DYmrXAC8IsO2yFCUdMBSaM5g3yfZZD1hYmTJEDDUhSS6xyAAKy0/6cLCz0agDbeivVQnqFcd7TT3jL5LtlmxxfHf91Mn0mBFzBJ5/9DKBsAYN+f1u/41bw3HIMWxcgHz22fE6+8yv21y8W3vt96zE9e3z993gEwD1D7YG4hpUf/X7PgKcqaJ6HpJW6dir4fmG86XbUwBegascruPHBgGOH1oMQZoHxsgvSftidVI4E4AXIEsAfADDC0ZxD2LDGRhz2sJfT301ATGWz/o4DFoCZoIvtzwJMhaIDnnDDEhjDFUtGHGfVA/s5sWWppAHSEmHpHKltoVsQ4rUool3W9cMZcLyPwxxwEgSgsZ4sjRbiFe0ypDGZ77wpa1w1oSffSxU064DBmFWeJOONsGEZcNS8cELOzAub+QaAgVdwwGJ4Gapo1PiCOROslW8G7DVbS2x3037IgAGsbO6hYzyB+RpgUx8M4OaqCIpoaualiFZo2nXBAGaYeac8CeB6VVET9ndJV6UBXYkPLBwPCPdmHRWEH/UTZvi5gHBKlljryxN4GvDS5bAAACAASURBVNi+cCYnLIHWNBzN+xSDv5h1iAXbg7o1y7aDjb2kuWBAyKi0JuTkQpYv28qlvO97w9FrE3bP1upk/AzwbpnEX7W/OUBf+54/GzDrvLDl3GzZ5lXnb8tn/ehtXgXAc+VIfej5/u8x9zuGtCEitUdyVUF7Pse5Zy2GSdSc+AogDKVzVT+nBEnAOwKwbCrhcqg8MMKbAG0yYNcPY27i/AMgxtyA0DP96UefAoST2agGAItvUEBWQiyxfAEv3K/0HOp/r8jlQmR1eRuub8j5IreLXLFC0QBghaDxeCMbJs7ROxp1xZjLJcDSIxo0aI6TGYeV5dbLMNI5U9XR6oCfYcCsA+P1GJXOYbcJL6dWTDfjqIxuDRfo4qSYPybgCQDLt1tG3dmOimZN/630COCJvC8YMPMHY34XCmjok2JBWYGZLQdt3iE2rAH47XBk+FplSSo3wnGgmIjiLERkmfcdw88JRdOCw76OEWLtr2LGBOS4ZF0PA3LI3ItzwbsrgFihXgx1NTI4MHQtcJVZx3tBWLXE6qiEQdyK21lTrIJrMtgKwsU7uldHpxCehfxkz26Q7TZmCAPlJwXyAlFZV5I9s3ZPQjwG+2/fpXzsBmkGvUrt738egc9Hgekj7++P9FUA8gXAPxoef/z+fy0A3ztncSGKGcDWiX0PYAKoo14T5ltywJxDMX8WBTQYcABZj6oJDgDvOXErv9hcsCDmpBI3vc6tTSGnQZrOZUiYPq9X2DMzIkc/6JQjnS/DaMiBkPN1uFy/2wP6Nlzf3poYi/MQQs3MCTNhLACm69VZdcEOXROQHeqmLzTmP+SGwYDv3LAEwMS/LUYc6wCshsMCyhRijwAMcEIYVPsJo9V2YxlT3h8R1ijGIoNuPScBtoURH+1yBYA6dm0JAYwONbNxAnO+DkPzd6mcwXxpqmFlNBwd1fkITFf5YgDuNxh7WHQF4GU+uThiUZR1Q4ckJeHjDa2cr/LFeAwIYzswXqBfqxVGrriEowG+2J7F8QQlibcAwhFmfQiE3eyBjRcQ0nkEwrVE6YEwKzngMGJZw7lAfifzDt3YYsJku1QyysJSGRT3zcSdQ9/r+wYO2H8G8rNM+CMA+irAzHT+qv19AfCPB8gf/Qm/GwBrztdcj1RetZ+M17Pyv2P5UcRXCUOf0F4V0UTkglOG5HA0JgYwYdT8sj0r1dBHmW+0Rgyj0JN5X1AmlyEJgAXIF4TRb5fhzHIjgeAZLNf1vqr5VQhaoeTrcP2uEHOeF+AqHJ164WZRSdBV6BqLkjDgOQAO+PYphkmkLV7Q6wCMOTI1wfcAPDJiOV0lDFXriMOSpwXdRRGNWt1WcqQLTpUx63ulRk7YmZ2PYNt4RJg4JUl7gq/Y7m04nrC9y4zMkqmUjjEHF1nKFQOM2RHJYIyQNNk10w84LrlpQRh2RAgajBbOJzgmhI6vYMgKwx8cgt6bMeP5CsIUX0Ehbf9oSvuuCjlzhQnmSzYZP2m7aZEJ2y+1eEevhaMRppHPdPoIo6+wRFepA6a7FtXRlQnj7KdZw1IDB4WeFYZWuGgEW7UNI0hnFUhEhinod42Rrp9wb9bBaIDDOAH7foJcAtovAF6HklflRH8U43/1Amb9jPz4LT4LADMllD7AYcD++o29GXwDwmzVml7uByifkfMVHkSAFdbbM2DaU3KSVUTuwDIVAG+EWO6Pzh60Dje7FEkVGgpLE2z3qBYC6z2TFZ/TbAEOfQZbKaDfFIp2Ta9+Bxu2IOsNjRuc/y05YDRsYNjZdb89AIv54nVbVGLmY+/fMQSt+c190j8agr4TV5XcbgNb94usubXc4LmA+TsXUa0MzgJSKn/NnlMDnHZXFGEpDM2LDVYMUETomWFkJGrBfLFaU70vLSgpvhuV0BBaIZbMzkkBY1tYElzdf5j5YlpfqjsSwdclUgBgMFu2JCTwiqcGhCPAUg5YowUgzBzn9XTPhK9yHAEo04PGtpVISQDcKcByidIjJtzXCUeYFQEWHnFscMXiStMDWnrvhKMflygp15sGDqNDlkB4bPIQEMbXUUhaIWdtg1DOfjjv5LijbRECG0PQAvTxJ+VJcyD8BcDz4fktUPIFwFvO0mu3+UwAzHuPoWc/znzVOneD+PTNF+L1PAk/04JSIWlZUcL56mDQRf4XryPsyAl9GI4nge5RolN2P6KfgQmAhaIsrXQ07btrlxFuZoklcr2dCpqvWbUs1vs23M47537dqAGqaJccAd21PVhzypDMlPG3870BYDYAUBeIdg4lwsrclh4JDvF353dzDjgAXF2tKvBGDc0bmt2QqnuWRUgTKzOFmAXAYrKxO0OII8pngp7LjijM2l90zVDPe4ICT+FpirIQjjYDphc0GTBAVTlfNmAgIMtwg3ng2FvalhKg+s0dl7jac29ghqgBxG4koVIkADMYq1ywwGhlTQnA1eqn5YCpkAYOoVmDwtFkxgBfXDA3sRgusIoUCB/AhAld7po0A8J4PxmwAXWijm79hOWSlS5K8lb1arMDYQmzMMjlM53BXuuE4R3N8WZBRFTUqyBMRffoXjM161A+ORMCF3EY22OWozW4xrnrc8KvBuFXhYxfzeC+QtCvBcNfsbfPBMBc0IoGz4qE2hxPEw45HQIDAsIJPUMwezyOIiyw3aaCZv73SMAlC45/tAGYDBhpTXhBE4Dd/c3zVBz7RhGWSpLUBzjAq3IkhqPdfjCqZ6qkLcRSGRIEWNj+jXRagHuhuCq1vhJoSYQl60mEra/Dzq0KJ6HnBQDWddacxpKlj4iwavg5F6UCcGW6Y6547KU6x4TTfKGtsACMdlpBVJY9d1HChL6STMIrBI3rRrYLgDxBqi5TDtb0AljNeFkbfFADBiwIAM5hxTTgsABLbQ2VPwbTPe7OzHWwPtgKQC0WFCJn6Nm/UwWN00ynCnBVAeqRjRnUropl67xIAN0jn5cTFoD7xH7XFD7AktLh6IAw3LZkgLEAwnTDOqk7CJXorh9GkpvLFORUpIRuTNjh5yUQjlmHQtZ7DnSuTtmbGEIIFMm7CTbzvQ4zm+eGCYut2uB9dxjOaDNiAVZqhQXCb22gVresucYNYcxzTLi+1k+sz4ajvwD4Y9D0Wc/fx77Va979OwJwdcDCHBAlNISrJExuwEAdzlHgi3DiycposGFM3nS/OsIBUOVIYL6sfjmYASMN5hA0H52CairoQc57hjT6Q4Ns4hkAbzPesPoZ8wyaNMDd6oLmExBoWXAlVysA8v+nEiPX/cIFiyVKlzfNzQhR27Bjj2YOmPHwvD2f05AhixjgA7vyxp6XkzlEW/eRqicYsCbZuVB0VUS3hH3rCezi7pLIryGNST7YABwGDODl6sE2lK0GLSyYCuiArmqEyYKPFxpr0LQD4ivU/4JhY1XG8iUxYAi6MLDoGU0Qd/4YHuFWQqPmGBphKaKdCyYeKfRM4GZRtkAYgBujDoCwCrURikZZ0himBkgpN+wmDmfbvLC+WLlfvjaclEdgp5IpCNcSpXnHLNUUM7yMlWfCzAB1MmAbfpA9qy0hWyIS7wHcGHdu7MD6Xyx2RrOOgGvfwKHmhAPCTgVLOFFaGVZ1dMLMPQjzvYwSjD9LwqxXMeHPCiBfDPg1IPgr9/JZABgoAvB6FILOXI0lfMRXeQSY0g+BNb9iv6n15e9+rimgMSGfDgPUz3gOAKzmC3oOEzYdsFgCA0BGD3Ms0CXkRBUHe6LbgpJVQ/gdAMwmDGfOL8gBJ/ScMqSIrgC6YLJhwMjxnr+/tWYL3O78nerndEQiEON9wKLvqilG9JMNG2xJ6RMp+0obNfUALCY8/VkE4P5GHxls1w3J3sjzud5eFW0v5ZbYB/DJd5TvtyGHgNbbMrZrj2gooN2SUK8DRGW0wZpu5IMNogg770ojBoAtDToYsh7kmEV3LOWV2YjBfYH7XDAzsHjv9W34hlBJPKpsyOFDHPa8MK4btnqJixOWHjkkbRCmcCvOWRRryWuNJUm8gDDeOEp0xTrhAHLtoiSHq5QoLdlW0tQDjlYY7MVdi60MnWcJ21WYOnlgCSGY8+XzuCFG20q5ZblRQ2dbqbwuAy9axXo7/l5sK5XrTYmSVorJH6tf6ejL009c2XcVjLSc1swMu8aCl4SIj5j10kT+yn3lM5b2ufa95o7xVcfHCaiUI9Zj3XJcawud7D+fsWWfW8B1y/6Wjm3uO699j7nFY57Ld5p75P0Rs//SB7jaUs7VA/fGG3NWlOkHTGBArtQmQ1w0O/UzJUvy5G+gHHZLBixQrQIs2lFiviQQq+wE8yeAF4xXmTM1ariBSbvUCL8TmJ33pR0lqkIQdmasECkwOfUx9+vmC4zUkfGiDEmMmOfPZUlqxDD6QVOYxZywVNHqfnShIQdZsPssoxkD3hum24w4aD+p0iTl5KS6Zg6YJ1Fh/cxnOMf9z0sAGOCClQtOoMwqlDylQ1TrAzxeuPGiprekb+I5AMb7jwBog7LZqkLKyQljG4E07EgRgobRBtxXoPclQNuSMjli1q2BAQ/X4S/1M5AoiznfC8ugEKaW8jmlSYh8Ixx+Yz6Y/YyuCFmrOTOYMB8tzCITxoB7Q2egPcPXUECBCdPIG3XCDDkjrC0QxsoMfYVZ9IVwtYE3wiyAIcA4XZVg3oH8ii60uiPxGxAc3dhh/60xaIWjLbjCfhZBGANKBunpojQHwmLBsaZUFxOVKOGYUic8ul3BvSZdkpoyegLCjphgQmCZ8JibmnPM6kG4n9T6Af9oAn8VKOEzX7mvNQB+9QLhPfu7m1gMyj8TMLcAb39tfsXxPcOAOY8bgJdA9/0AjHvL9aqsx2doanIaW0STQTEYI40q6IivqMHZAMDofKQccADYBO3wl/o/EENsAoHmDGx5OgznoxozxLVPtb9gpPATQDmSlNAMN1N0hUULnKxQggRGC7eq3UBv6HRBsvqZf9OEA/8MxAhxv+FDvreewGTAIFh+ZHpxBYDjDd0IAssvpz/vAOAxFF2tKBvoPmTEPQjXEiSFeBtgMweMEIXKkPD7DY0ZYkkJUEV+mBcTsWB5PLeQNJ+TyAqAfKIgyx2VGvPV9mpVqPfHlpIh6MNlgGaZAA6wpegK4KvfyXz5t8054g8dw44LoA41vwDby7A/uzmDHbKUE5YyWAxYtpYjEzZAFxBWLhiMGqU8BljbVuLW2aWLEsVVD1oZBoSdP8ZqE6UBGOhYZWKF2gw3SivDNRAexVoA3ZEBMyyd/G9YsR9pOVdAWI5ZEi8A2nGjcW5wnXAPsrHGrN7TaS6+dVLesl1lKEsA+wh4t3zGz9xmjbU9A06vXnC8en+PFkXPfM96fd4bkXgWgLMIrQAcZpzHOYab5+pjfZ/2qyhT7jXdaCMIzzHg3gmrN99owDwJQcuWcn8SuyUjBrNlW0K8pjrgALBSZhCCyreA5Uec5/au/5UXdMw3EHo+A3AB2MjxggS41hd/Y0OyXzddEBOWO1YtS+Jz35n4bWYcUUMD1CnSIvDC+crMV/0OHzJgjr8fAcAj2/Wq357QCNSCFWfgz4Woa/4XF6MHYJUqye2qdd7Yn+1+BfBR2Jk+0QfYVQIshYYKR9tko5Qjkdk2tbQNOFKelvph9xmmbzRTpRdqlAnKzgPLDzrgKwA93C50uTrYgOJwTo9gNGTQxTpR+WyLSrcfanXChQnTzuyCG2MZhPe3by7VcRclrE4uXqGYJSP83Bo73Amz5B9NL2nXCUvIZZV0qROurQzvQHgPkFQpE4G21Q7HolLdo3Bb9A0cMJgZ1l4EYfctdkysgjAjLvSvFQPXINcUucSMPwpwa5P17wTAa+di7btuASPN5zZlmQlVLx3D2nl85tgegW+/mFs7J3m9P766mFk7th8JwD1LnoIwQrJ2oSsCoTHK5G4+3UmoIBwGXEF4zoDjPgcMFbTC0cwZM1QpAGbImbXAmruUDlNrQjJfGnLALS/5X3d2Q+hZUWexYALw1Pv5CmW0PaARWkZ4Wow34WiFoAe0H2QIOhaVMuOwobRKklyCxNDy+cKwPc9dmjIAgxHInwlBAy+qw1gbR0tGHHMDrA5kMLv2t/O1Ml7UDZc633ngTS7YfTGtfMY1AK0cL7hsLMmCAca2neQ+ETam9aSU0ghvwIqSjy5FQph5wHU+nNVu0P2DJdRy/tdGHWC5tKhEDTHLms7OCec5Te7faMhxkRoajlhsxoD3IrQsVgzgZUSlMOE4ZCVETVEWcsAE5pEJ13A0y5jiHQ2gPMMU3YwZqmZ7Rzt+Q9XzUp0wBVwUWv11p45OF6TWurB5RzvH7CJ47B81xH1OmL2CaeJxb9YRcFXHzMddlPi6GztIHV1ywvaMzvjSvhR5QGiq/mSC+9kgnHG/dRL/7NutAckzALz1u64Bb3+dn9l+7Rg+8n1xHPEyX9vPjwDgJSY8MmM3oHeoNqBbH/suSJrfpc9gOwaLXvFdA8AAXzZegCFH64aEet/jcNjL/1k54FGUhZzvnupn6HQExFd7RbMECeQN5Uj2J2hlk77XwYTVFEYsGMTyH5gtWFokYE09MEuTZpgvQ89g/2DJbMYAJgwQlgKa4eM3tDO0PaWV0ATf/E7TDflBa3KLKItdG2zMocUnATjzlHss8/x+BICT82W+96nQ8zwAkwHbaEPMOiFrhY8xABBqJkkL2FpExecMvPi2MeKAEAsgrdzvbThSAh/P6NQOy5RDSmg1YaCTlgR+6o6EUDPKkooaOkpo1iTDnINhagEy8sEAYYiywNL2F7Fl5Xzxt8qXdheArJTUMvNW5XlywgRp5GLZ9BmlTWDPYqy1gcMWEK6tDGuJEnsS7+E7XZkv2KxLj2Ajx3Wewto1J0zLya6fsHRmEHhdx4ba6ScM5aVz3Jw0XOc9r46WYIthaAA4zp3riDmYwbo9mOukVtnwzwbhVwLCGmD8jNfXwGSJEfbH9qr9/MjvvPUYKxGp338OWJfC/M+AcA+Wcznf5wBYTLjf7zIAS8sSAZbIFUBV5UdLAAwBltyvUH1SAfjIFBfth5nfu4kFY+FPoiShKUsW9yeCaRb3CUFj0f9G20lVZ1Dt7H7AtfsRxFgAWFlQvhEssR0YL0PVyCWbEUuIhZIlCbAIwgTl75yjEYJmeRINlSAfnwIwBVkgVJiTKLgCKZNo7OUAPGW2tqYsDRpq2CIDts8nJN9La+L04KXLhryBmZZsHTgUCr6B8TpkfGXNL9iXyoeYW4BDFn63uUpsLMl4pXRvYMyGC3bEYttBr/D4vF2xqI6+JRQtkRZAFjXIGLAQarH0iIIs/I2uSAlNQ10oUGapknO8YsMGYZYnqV4YowylS1xQBYTRK5gGH87TMB+MbbUqVT2xfo93NIriWTBFO0uYgQCwoTKc5oT7OuEwYfYA3gl02agBYSuKtWIHNw/Cc0wY1/4C0LSIYmTBo21lU0q740oLo9E7ehRhZdKqZUphwhxjxT2rL2mqzPlHTuI/e984J58J9HONPtMxbb0mHwHgR59R99uHqudC122cz4SJA7RLj+vqZzFhvb+KHGXG0f9kjh7nYQmnxIAlqpow38J0AcDHU5owjGwYi/0RgGXCwRIVCkqdDjMDhkXubSe2y+oMdldTUwZY97YmDO4LLBGWPaDPAV6ZboQJswXhFaFnATLEWWS9NOhQ+8H0DT64lWG6G13fvo9K5wbAqCEFHlcAHpnviwFYftDV+ap1PgKo2EkptcF6rXpD35ciVQBmj0hMpupSxR/sE0yHYIkekAgzuzXh4NIklirhd24zSDltdbNcr0YWnHIlha/VkpAWlGa+eK+8oc2Kmfs1M0YIGuzYrljKA7tOGI+ORsCuEm0LQYftkjmCsF2wlkD4LidsEAaYc2UI9kvxlkuU7B2NzlK1gYOqzjDA1Uu4gjBBfE/Ha5lrsCsVTrrqfAXCyseoPlimHHMgvOiY5R7DfZ1wmG/1jq4gXOuEGZ5iBxSFddS3QaKMrOArCLdVvY3ckxOuk9rWCfmZ7ZaYzjP7+FO2XVoUzAFctv0MgP0qAF7bzxL77ReJS8w3z29RP2PbAJK2rwCs9nk6nu0APLaKVQOGdQBW/lfhaETbThMA5jx1/NaqZ1gyidC0mJvrgJWSSvnRGfMRgJRNYMRq51oQJgSNufYNXZCsgr45vIyw9fXyD4aeWV7EEDaaLMgFS2zYHZLAxC//UNiZE9DFJkrYBs+pNSHb62LB4JTkiwF4FFaNzLZjwF1Iuq2eGDXsARiTKWpzDSYG3RaKBn6AysPaEjFhBEJZ4ytnLG7nsLSYL1sVjWpoXPjDWSVLzPPq/RRokS0zqs1IiJzRxtpgwA47JtkzmraUsaZkLlg5YAIshFpRRQMkLlc+z3KnM6CtMOErgNrKZ7NfhqcR22UoOiYdDkdfJMQKExZCQg097SfcM2GCawHhGHk8VkerTIkCOoMwPaQtgpBgC2FnrExHJiwQ1rWkaJlez8g5T/sJC8AFngprzzPh3qxj0kfYNYp1gqognIlsLfy8xh7XJtI/BTCXvsfa+VljfQHVZ8/jIzB+1UKnfrdnjy/z3qPztnZu6uv94nDu78p4nwHgKSN2XewHGTDdrtyKEP7OJD2lDCkGHJi3j39907ao+wVzhgraZUgJZSNHLPMNMSaa/WDhTQZmN790W0MkDWDqGluForWoEAgDQy/MDeNR7lhqKTgyYOV21V5QRhwqQ5IqmmYdXPWPzyHkzC5JrDVGzlg1wMr1RgEtAGbnWB8fOyb17QhfkQN+GIJeAOARsEutMFnXuQivHFLjRXYImlgjNhqRFnPBNHdyfph/AwnFZEFFke9VXhjX9TwcES4B2H+DYeSZNpZgvmDAtcuSegQn7ytgRv4YfJFCLzBdLNoY6FWDD/pCozQJjSLwePGjKqTEfpHCvslBi0GEdFCayQnjdQEuOifJCWuHumC6bjlX7JwxcsSqE74PR0uYdVDOB7ptd1haAmEppueZsEJAaJqNcPaVrJk2mRRgKUxdbSsdVbfLllxsCKRcZ0AE4VIDG3xgIAc02cCh9AfG6rYBawFgrFkQekYeSK089INBXz2j6yTLiMt9tO1uznzPxPwngfLW77/GXrfuJ+fus+/vMwJwZcP97/evifW+NwSd8LMelwEYIWgALgVYzvmyc1IBYIAt5hOYILECwwDcmjGwl43mL/YCRpWmGSjVzwghX9SakCBcBVilBSFqga9mstWMg80ZrsgDK+8Lxnu7gikDyQPeb63zkYw63ji3cFxbCY0ZEPtvCminD347AGazB1B45hnCmDEXA0zlYkWWy65HoK5vFBCBHYMlQwWN54/HK8plW0MG5YLVD3jn/cigw12PqJ7W/hFiJijvrs0Tmir5/W34i6YcapMoABYIR5BFdfRwligLIQgKrWwSUkGYdWYqT2Ibw5vrhIswKyAMxTlAmO0KHY4msLLVlY08VkA4TJhlR1Q1nlSCRDDDOT+RsSKMzZUnRFS2nQwTjpXlCMISbfUgPNfAIUxYDRx03ARhu2CJDWtQp663OmZhBUKR2BM54Uz8AfXkhbeC5LPAsXW/v8t2z3z/R6D5zH62gPDvvr+lEPQjJrzGgJ+pA+4ZdELQjAp0g3MuBzytA0Y0Uk0W8o8MGA6HtKh8BMDaxv1mmeoCUOMeZz9gakK+tbyv8r+2o4SOKnXA6QV8iRGHGTFNOKyMBqjCfAMiKqufW09ghqW/NwU0a4ETdibT/QdZLgRbAOADmDH6DCOSGYbLUL5D0GIAVj9/dgbM2kC3IHRPSbaroykHAALdj9yuD2WuDBcrd4t4sMDYIi7Gh81mmfpEiDrmHHjjaNSh9oXYF1ZxCkXTqjI1wBwbyO3qkb7hzgmjFIkVtGlVKAmU2O3+jflZCLeYG+Y/iaroX1VAGNtAsNUzYVzcA9gst1U4murnwoRHYZbVwQRihaXVn1g526qO5lIBoM2Vjdy0AIzqJ6wSpSu7WY0NHHIj4JGF8LSHc20x7S1Rs46/gd6IK0i4FRAmeBtccXKpaDQTZpjJ4bDYVjI4gOec403o2QVJPE7eoA71tElrJidcJ7qAb8B4Cwi+Z6Lfst/fZZtnvv8XAI9Xde28PQPAAcv62Nf6BpzXWHCfM677jAUs2X0ZoGsArPRfBWB3PSIpKqBcGDDsJwHaFGPBShd5YSqemaiT8JMhaC3UVf8LVyyRszPmtkkNsPyf1QlJTJh1wQZf1vyyBeE/nOcFU4a6Gcw39pNvw/mmtoQ8L2DClzNrfaF+Zmi6GXEgxyvzDebQ8RrcE1lqNO0s9SkY8Bh6dq7YjlcpX6oAjIt5IfCJySpnrHghumgw70u3a+WBkc+l0hf5XLDnADDywYrMqtUkF1rueOQGDrjWCj/7eYAucWRUQVdGTJmSWxRC/SwltLokSYgVlbTC1FRP384ERLzOLknIaAN0H4ajUXqEcAbEU1JQ34WjkxN2nTBV0ziCADC8U7s6YaYiind0BWE0yaZkfj9fJwyQho0kQ0StTjgtDpXHXQLh2spQJh4IPyvHk/aEZL72jhYLVnkTftRP2OzYZUv5m8fkwvdemMWJqUwmPSNeA8K1ibS+n+zhCaOJtc/+DK8/8/2/APjnA/D7ypFUstMD+2sAOGzXntBPADBicux+5FBlW+RjMc+bmF3jGYqG2xXmwzcLndAXWOW6UDfb8cplR8gV17Ik1f0qBwwlNDsg3ZQfZvgZ7DblRsgRD7ajRJgaAMy6X+WOeX+wTSEn6DsAxhxfz2u7n352DngdgB1WhmJ6YsShEiOVJNm0w3ng+JLKQ1RK6Rv8n6m0S05XLFflSSB9Y9tB+ZLatAOQYr/oWFNyVQczDgqwXBfM8iQUnZsZ384qV2KrQsDf2V7R6h3MEHS6JhFwRxA+IMdwc/gaTJfhauV7VYI0lilJg2/3LPYJ3iscHTMPlihZ1OU8MAVaRDCEudWuUL0pA8LqhrTE8ZHfHQAAIABJREFUhJdKlKiEpgsKlOkATYu20jDbTjY9E56C8FSYlfAzc7kMaY+OWcoXFz/oAswVlDG46TFd/KPnvKOfAeFnACjb/kkg/Mz3/wLg3xWAZUVZgaKy4CUGzLAzxJkWYIkFrwMwLSitnAYDPiDllSYxJEKnVnnRDH/ckIWpK/xONy9FylAABKHVBawYoisrotPP9x9Qfdt+EsDajDoMuAg3X69QQGOOFQNu9b7ogoTFCv+5VAnMl8ArwRZmQ9YFW0kOBsz7xvPRpwXgZt7hkCcAlnoeUlWzWQMvxThoH5iWhk4bKAcsIRZzwszhAlhUdmQtkUPNXlw1P2hvz7AzjDiQPx6Y82WHJeSgIeRyr2A8IsLNVoaAIKiyh4tU0glHB3ABvvQFMSumLbVC0RRoyaZ6OKjRb6sTBpOjGhoADIOOM94PtywZcwCEafEJkw/WC9+DMMGZQGuVNGkh6oVltIEGD7QEX2DCCkcrJ0wQZh4YYaBi1sGaYsnVcfOwHzBV0Xru/E4QxtoD4Xjsj0EdtyHsQTgKaYBtCtwnueGJtWVxoPEcuaaOzlS6FYDqdl8AfM/dt57H+s4/GdBfFYL+OAN2uLVX6fpCsBrRzXQmdcDs/Zt/owIagiwJrpYZMACY/YQTkobJD0gTo2ogLP/NbVK1sGcKiqHnsRUhw8lgxEhDBYjpeFUYcGvMYLcrez+zBhhuV2DAKUUiCKv+l2wWTJihZauiaTUJ5bPYMaNdVLAhDO0OSPbVZuPEkv8NSaiPmsz1824nrGdU0JUBVzbbADXdYwKwLGWR8wp/AM6Wvsekg4YcTNqD/gdsQVXPw373bRiOZ67OlB++DccTZctuc6iaYYC2aoKlcsYjQtIQc6F/NHO8zP9KyqzaYCmhUXaU3xOalgqa1bZiwCsgLPOu27A7Q2Z1YaiZIMwa39twgFsWTT3GjklhwgRjtipMqRLC1lMmfIUvtE5gA2EKGxg2mLetZB/gsOU772ilENSjUyAM2QY6Jimf7FaFafTgkiX2I7b6uTJhicERxFf7syrEUnnSKMxaAuGEnfEtA8JzNcL9pLcFhLcCxxcAv7770xcATxu6z+WAPwLALLPRMlftTKPqLaugZwB4D/brXDCUrrD+RZMFCrJ2YsaKTsIBC/PwN4ln4wFNvwhVaSClqLaoEnhynrEKmrRHSs7hjcrnPcVQ6oA09gE+v+F7IcxsZTQBWEYbdN2jOxaAWCVFMOOQ8EqqaIAvhVcEXbUiBCgz3cXXMYWqRljOSbhezFS38P6vC0G3lZOVygFYMtyjWwvqxDLPSxWx64vNgHEhIsQSACf3a2CmA5a9og8QDdl/mm6NqgO+ItrBa4n6M1tYHiHwUviZjJkhlKKAjviK/qZq5kBgBkNOOBrCMPtGgyeS3ZoZM2wNdTPrgu9BWHXDAFWYecuOkiB8GZlwHLNwYSHoUs7YdcC1n7BBOCVKcdOiBRqEVFBGMw6LT0EMHmFsDGqx3DkQzg3Qg/DYT3gsUWogTGMuM+87ENZqVfldlSAFhJXn1et6LgItO/VQ9CWvZ05AzgkTaGNJSbcvzRo1VyyZnNp/JRe8BMJ9A4eew+n92KN1CTOOQfe87/d/ZssCJLnvPxkw567kR77vz2TAXJjazWkE7FhRPmbAXLqHAQNQERXEPTDDgAW0Fl3Z15mgSwOOHoDtioWQI+fRE3sCNwBmuaSIAxu8ILXkEkguzEFSsXyAiQZLkdD/F99THYwYiubf9oVmkwUZbVwgvPL5ANiqPviNZaQoRQKIXuyMRV9oanEwL8ntSjnj7wJiTNrMB0uHAm1L06PgyF3qSOCuC5wfzoDvADh9gTtALrndsGQyZEzKapTBH1xw/M3VEqZrXiyAcp5LMa4ZLw064Ii1H6BjUm4fjFcNGdjekLlhKaiTCw4Q473fGMZG/ldNGfS76n9VjhQmrP7BbFO4O1N4BX6IUDGeFxsuIi16RgeEcZEArlNhFq/PGSIutzI0EwZ4UuFccsJhwgThLifME0SRlkAYYWhuV2wrexBOiRIFVQ+Y8LQ0SQw37LkyYeZ3LK5SPZ+7Hzm8NDZwQApC13nChPH+iLJs9NHYbum0Mw/CyFUrZPRREH62hOn3h9/70P2j7/QRQHo1wH32/f1MAOa4d2P5exX0OgAzSuludDUM3Yeg6XQVAC4lSRDXJCwdIEZ5IytbqPkRQMf4RykwRec0DxzI0MN8BcAy3KDnwGWvHsBNbBXgVV63CrAAsHQFMzCn/y/Li8x8EYoGwyU7Bvi6Fpi5XTNjgLXyvHIWS5vBxpBpgDgKR+NOkHmIKVZrzT8UggZzoKMhWa26A01D0wHcJQDG82qsoAttG0oCsMAWF5ZTss09pJIzI7YSmq9FntxywspRAHhTA6ycsECaDHiPLkrYRkyZNcJUU9sjnExaphwKRSskzW1p1GHgRd0wWhEi/EyvaPcNlvljyf++EZjBaBG+Tl4YdcKUSFkdzcfUD8PzmQzZ4WgcvER3dsdSHrgvUQK7bg0MrgBeK8mv35g7rraVBOX9N4WizGRZJ1y8o3FDEJRZGqY2humelFaG9yCMUifkkcVS+y5K9+HoeRCWj7QGdAJnUxCWUToWZvielQln5RlGvKaKfsT6tjDCPwF463fY+p2/AHg8a2vn7M8CYHQ2UhlSD8BgK8j5rgEwmC8EOIym7E+a+6NFccg5zJdM2ABM/DXTZdMFMtsw/o4Bszcwcr2qFWaTBbtkgR1j/iDjpaoZ3hLoJ6wQNcP19G3wYh6CLKihgUsMS8tIis0bXHfRQLrNWmVBa0ZMzPtINySVDykvGAZbfx+fu9+G27EBg0LQjQE3q0qUHI35X75efKLDiMWEVZJEVS+BVeVKKN6lizHrg7UNw9puc3SwapoGHPGKdkMHpSbGEDTBlSFtqJ7fyK5Pe4WzUZKk3C9Y95tV0WcrowG0Z+WLWYZkJy0z4bDhBsIMO5sRL4BwDUdzJeVOSkuOWQyeXsyEcZo6EGbox+poAlY163DOl52asCp1c4cLgdoCLaup5RudcHR6eEqcpecdbmZ+pzDhST9hOqfeMeGw6DDZe+9o5L/VOxjXhDcZ13ZSVmfSY87L9phcQHph0tcHL02ia5Pr3xGAtwjPnj1vfzKg/44APM9+LcRaAeDUCUt4JfMN1gCj7pfECwTOIGyv+9bDHGko5H8hOgXWKTgooEUImhaVN/1OcFUNb9gvHiGgiiVlQFjqZ4edYz0JsL2lFAn5ZQAtmC/U0K75dS4Yc/kbIp14vYaewYiBbRZnKfbsEHQmB//N+eljALzEeOvzqf2dgnQAeHKjdT7RImTIAdyG3UnyczBXhjgNuphM0wAiYi06abG7gpgu88P0hEa9j3LQSInCqlLOi+krDAcsRG3PwwkOLjQBUatCqqSRCwZDpgraDJgtDAGsCDu7nSFyv2DPLlPi82TCZwmz6BF9pcq5MmRovZBXOEIB7e5J6ZwEwVVlwgFhXESIt+4aODgcrQWZFNEJR4PpHtAomZ+n1l9gvNU7uoFw6n6bp/TIhOmUhZwybeRUdM2qaEQo2EibTZtXuyg9w4TvHbNw/BrgF+RpuJjQko6ha5cJKKagH4ScuGK11SXLCEoNby/QSp6z3T9/kxzwqxcTz4DwFwD/WBGWwqHbQ9CvAGCWHaUMqQAw7lkAMwOzbvyixT6ifKoDlhGHe45b9yQghvAKXs+uA2Z4WeIp5Xy7TkhsMyjwjRkHa4Bd5ysP6DfNEVZGk/mCGWOecTML5oyh4ylOWCSkSXeB6Nmf4MUALGXtXMiZ4p8iW8fKJU0WcgEnDNkMWHHooqRM8pcKKqmdWVXT8sDKNwZwmUugxkj5Ck76nPsRfmYRbws9821HTL7qEwywOJ4k4KKNJXgdF2MuTWII2q5YCFXTNUvPgQNSnAXQbCIsgTH+nRjaBfAq9DwBYQq0wEwBylFN77i8q8Ks9BGOOlogXFoZElHUT1j1wQpNI688XGRhqYnPftEXANaYE0ZoB2AuuZhAil2RkC8m200NsXsD88YAQ50LR+PsWR1dhFmITKS5NgvqeS0F2rwR5voJz6ijeXM0ZfXY0IEWmQZhLNY4uVS/6CgTuRARw45AKyHp2sqQp9RxmUdMuAfmHrAI8l9g3U7LM+fiC4CnAMwxWQw0ktflwtPt93onrOW/az/gdEOaz/knB1wBGBFG+SSMDFh/O99LtXNcsNT3N2VHx72cr5ACQ+tBtSDEfgDAmHxOzP+qD7jNeoB7mFdo/6h7KnW/CEez9hegSxBWGHpkvFMhllhyDDgE0qnpTRga+V6KrpopB1wNFG7mPe88seYMnz+y2hGAccRtvL+WAY8AfA/EUwAOILftUmbUi7TCPqCIo/I1LlisqjKIyxWLYWY7ZLHTHmuEZSoRVjw+Z3cidj1C/ZnEWckJ43NowIG3UyUtpTXyvuobbK9oihBUjkRiTSCG6AqlSMkFq2WhABkwJBAG9EDQBZCFmq4HYVa7sUZ4PxyvMPKQd7Q0ypfhgBIlu2HNgTDqhAnAlMcLhFWqhE5J8pq+spsSroKtwYowKyVKegQIazuGrQHCnW0lADl1v7QjQStDiibUyUR+zSMIiwknpyPvaIWA5ZwlZ6wlYVZfooSFgthtX6KE55L7RaRE20Ag0Yot7oB5DD/fcz2FuseODdlP3fIRoPwsAHkG1OYY7c9cJDxzrD/r/HHOf8ci6SPH90wIOsfH8dg5WG0H3PT/lU1jgGTajEFlNHOLyGqORF1NqwE2CBNQR9tJ5X6nAHxwu8EJAKMKxuFnEiWmuaQbkasf7t2jGsDQfEPtCElSEZaGr3PrgiQQjv2kGO4IvgBUqKbPbLQQe0l5Rl8vcMZSjS/A9UKxFUAXiO5QtAVXXNxjO3s/6/qIGY9iLKpe3V5ZnZJEbPzzsRD0IwAOix2bNucG7/PE/BvuTazhxSmX+k2hQe8H+QL3HmY4guopMVyaMKCHLRiva4Q570KIY0GW2l1JNn+x0xUNQPD8SXjzDVeZ4WkoosF+ocyLZzRC02pBCCO042nXSpNQwkRxFlsWCnQl1EKO+KJGDuwLKdA9GpShelYDB3lH087yqlAGDgHuWa05A3PGyNkCYOUjfQfCFmCh/zAdbToQjlkHaOd2EBb8cxmAk1RAWCEi+UIDdNM7OMIsdTNBdxIbc5Atq/SIQMw88AjC8o8ejTf6cHQK8Cfq6PhEu5EDckBUKe/UFYXgy5tWOeFMYr1ZB94nB5tIJ8bpp88NzwHw0uS9lhN9z4SfRWw/Qb53X9nPFwB/AfCYsnkegMl8ZwAYKb9jjDkQbrbxBnPALj864tH1vwBi2g5F+On5gzW/mDvcrphhaIuvBLKKDAB4ce/HCxp/387whEbZ0JmNGALIYbrKAet1lCftbhJjsRuS2w5SDY3ZRY4fasiA+Z45Xjkb4u8A8Hg/fhCA6w1ab34my0u4uIai8eEKOc+rnvM63kPrSDdXV9tHyqFt9AA2OTYJILul2f8I0KwHsjALRhBhxSpRCiuWQAshjyMuLEqJSGtVfqSws/LJYLX7IwBRKmmVK13YwlDNGuR+RUDGfigld2lSwBdDyCDMsHQBXjJmgrFzxTUnDAOPNG4orlnNOxo5yq5OOA0eqDw/45DhmAWWPYIwQtG2vWL+BEDOlUvJCe8x0Nm6T/lcMNwM+sd1wlqZivVOw9GNCZv5poEDQ7/usFRBGKVKEUr14Wg1i5DasbUyTI63eEe3TkoIALgwnuFog3UFYf7euWXNgWkPws+C3VKIWvm357yjP8K4lpjvq8F87nPqc8+cv4Q8597zzH76eWzuGN+7v6XFy9r+fgQDDkNOaHrpb3x/tuDr2hHqmGqNgM4U/RmgV7FnQ8+AU46EeZWdj2gJPKqfqYAGJhxPw3Gn+l9MuhRgocubXJAowgKLlgEP5iGEnNM1zflf5lT3w5k5XrUljBgLAInnk/d9c7kRlMkKS5+HM5guS3f/YbW0cr2yn1TJEaRVb2bCsJ9sUQaEpAnA3x1qdikS1dBYuADAfV+7OogAjXOa+SqDbwsDfgaAA8hjGZJAUCppgGbJGzu8LAsKKZfJzAiuzj8yRTn2DNZ2UtJKLWePaOcPxMLEdDHBE2BZgqT3gOFSLc3ORylFUi0xcr0aIFcxX6QgaNShmuHmkgXGS9A283VImv1/929NlCUGjDIkvPdNDRnMfg97sF7XDU+EWeicFBYMBmyiT9tK2VPGrONE+0nbVLr2F0CNXK+EWaxa5zYJRxNwL/e2lRFmIV9MJ+rWT9g5GLBfmHagUB6DyEyYAE37uBKO3gDCY8cj1f0FhGl/zdTDNBwtww0tvhhyLv2EOZEQYBWWVshY4Wb8jltJTpaVCUMNjWyxRVo2+agseGlyXMsJL4HPeyfpfn8/A4Db/PCOkOwa+M4tcB6955VRhFfuawugb/muW0B4ZKaju1KfB66h6bl63x6QtX1q48duZDrmdQZcw88VfKN0JsGZAeAooHsAhpbmuv8LShQZcSDkjBvXzDcgrEoglCMi9IzvoJA8csEtDB0BFtyu2MVoDEMTiK9vw9mWlDLsMADjfWa9YsF6r2wnlduFalqlRfaKButNSoB5YHk/ULw10aH8cADWqoSstjWymgLwHSNO6DkgOxFgqUEAJy4Kqtwqj6AqBye8xubNFPMEqMFHFYJGnpflMuyONDq3jOVKAF6EPwC6oLSoB0Z4mcW5Fg1AAS2jjwivxITtemWXrFhX4jXIlWDcwTphgjBsMeWIhZIleUZLAnSCQpogHMcshaDVRelAxbTAV2EOmXnIfIXh6OthODAXEaCdgrCY8G04XrSqVIMHfGV0PcKiR3mVNG2A2hC/g0lf3Vkp6uilLkphyGy84BKl0aDDjlnslCEnLJUjqb1Yz4SXQNiE/g6ECbQUOUVlXUEYN81+NieciYZ568KEpeCG0vE+JLnEhLew2C8A3gLNf/Y2FWyzGEgUJGBdx8kc8Gb7HnA/CsB1vx8B4DDdADBCzWDEJwpmMHX/RaHVPQOWU9IIwIrQcUFOnED5kaKljALbCQsA/BYmbOHVFIiV/w0IswtS/mYeWOAbtTRzvszr2hPaCui2YBlGAOY2Lj0KKBOkqYAdhVhKf40AXA052kJuqQzpngEjVHlRHVcXgubfYbFgYWk3SLAcATphpeR+oUROaCNsmKq4iKy4Y5UxIceY/DBqh8KQUVtKVuwQdRNqOf8LuTJLlY4qjyHTpjJaCmmt4qRPSltCqqEttCL+H8FqrYBGa0NaUUL5rO5Kx/25OWUxk0GzDpQiyTN6vzvD1kIirVYzPKeOHkGYpUp0zJKQCKB76Byz2KYwr10hxpoD4TRukFp6NPDA77imAmHW+bqBQ/oJp0TpkXc0rh/zwW7gsBSODjBXEKYzFtmvrhHV0QTUeWFWZcJk0GTEbq22wITZOxiaAd4HY054rnlDJkNWZzlEDJZdGc17mfASxKyFK7cwrq37qMfwakb9Z0Pox7/d1lB6D8xTgPQi08yrirC2hqB7BrwFgBFRJMEyqRldsKyGNus97dXpiKWbzvlGjAW9zp4+0Gq8gM5J8vt3DTDzkBJiiQmPc5PqgAsAvynapdpflR+B4YL19iKsK/oD3y5WRVv1bDas6IBcr1BmhDJGdUKS6hl1wNgG4ipGDfCpAGaGnDHvBGzNkg3AgAx4UL8cgGeBNyVEiHsjjFm7Z7BtnSawgC9v/DBgvGCXJLFnypoNuA432xJR4OsyGSiZnaxvNpVwUrEdIoU+iJLS2qoC78Hm37KlDADfLLqKOpo2lkcMOrUp3AFEmT928wbmfLFww4JkDEmzbpgh6PMdCEct3cLRAGrWCtPOwmD7xhw0mzrg30WCLnyZI/K0Dkc3xyyoqi284mvw3YSgq4Sja05YIi21OgTjhTlH38ChgjB+r7aVccySWtGtDJ02UPEULu1fk5wwQtgESyseAdYB4Qiz3gPCs7aV9o7mxOQSIOwbphwcL3fCLIfBhzflhGNKbybclyYtMeGPTM9bwfPVgPnq/X3kHDz73pyztdDys/t91fZLx/co7LyVAb8mBH3fD1hAPB+CfgTAFK0CnE8C0lH9rPwugLeBMO0qvzH/K4GszDdo5sRImb0EMM87QncjScCxgQVDZMmuK+yEROC9IiSdel+nn9CeEM+xUDjgm3C0DTioih5/hwgrIWeKtHAurIS+wZzDHZGyYElNMLuxyZl6lgGrQUN+qj2lnls04rhfeYP8/8UktViwXbAa8yWaLrpiNfYb9mwQZjrRk3KtB2boIcpnhIZdnoSLFGVr1HRqICCnrBZ6dslSTDogDKDYigW8AnCmNMmGde1lXYkDgvhqNxxO8UEdnbKQJ6ZV5QFgi9/xmuqAxXwFwmDJCDtXJrwMwgpHyy3rzTlfhKYhnFLomqlsSv6QJZl6R4MtUyweEL69DfszWhAqJxwQVui52Fau9BMec8KH4QwjkOaYNdYJ2/+r2Vay2QPs5FyiNKqjbS8K4w+HonHTUQHta6qGDaNtJZ5Xnnds4KCGDsoJE8AZilZwhzeHbStxfVGgL7EVSqVs1mGBlhYL+B/EZN+bwKsH4VfnhOskvxV868J3DiSe2c8jRv2e/TwDWlv3vwasW/ezdt5y7M/sb8s+1/ZXX38EyhyjySeulCFtZcC1fniyb2onpgA8anPGVrBivwgluzz0AEdALbJjO9kAl7XBrgNmXfCJgFwBWE13JMBKKaQW9w5FNyAGALtZC3FVANysJ5sRh1ywbhZknQOyzgcj7Jw8sPoDyx+aIiyHoJUPVjga/0mcJdUzwJmqE4ahLcSKJaWjcS0HrC455Rb5EAAHYEdGixOGrGHEVpywCZaPHbIQz6cK2uVGEWn5jS3MHVYlwBTrIgvG38i40kPa3tAoSWLEGtuJ6baQM3yOXT8c5ttaHFKExfiy6oOh+CMoq+SIaWcooFG2xBAyaoRl1gEv6SNtLBFmtkqaOd7vFGxREQ02XMLRYLhUSKNxAxXRCk0r54uuS3bQovBqCsIAWAAyQPiEBhFkungv2G8FYSgb7sPR1FHBZWsLCINN8wcgPmXCEG0BOLlIskUl6/YQ6nXeJraV1TsaC6z4vAaE2awBpQULIIxrieH/DAinlSGOPiVKMetgyQA+r6mj3ewhnZPYS9lh541MOBPlM2D07HtezVjn9rcGHM9+v377Z/b/yu/7SkB/tIDZCuhbQLeOj8a6HtQBrwFwH67uQ9sSLy6IsCKcNWlJLlepO1SYyHgjzRamAIzcL4huwBchaoCwdT49ALt1KlNa7HQmzQijv5TD7NhBUMzXQqw8stevc70oQTorbDypB7ZDlvr9Qg1tlTTCzGjIgHv+KpU4gDjNFpQfdvtGG3KoPMnhaBty0IWxLJpeDMBTi8k5FqzBPjJhKsMa0I7h5x588YXJVrHycV6XKyEzHiVqA75ivCjaFka4ZIkgq9UYDTscllbPSQmA4L6iSIfVz/aQBlirRaFZb/yiMWHTqhKs10YdR5lyqD2haoChogYrbjle5IVdnnTPhAHC8Ix2rXATYqlEiSpo1B2DR2KxQjCWY1ZAWG6aYMIjCDM0jbww9zGCMPOZDuGwfTIGNsLa7Dt830Up2zb3LOeHuSC6HdWRiS0Gj62Bg5yzBMK1lSEiEik/osOWO12puUM6JUmkFcGdwtRq4hB19D0IFwU01cy65vSFdcW7ctNpbagnyZhnuihh/KGOkKHAgLBXtL0wq06gH8kJ/ypA6lncM8fxERB+5nNeCcBrrPWZ4/oVANzK6rrcb0C3f1wrReoBfWTaNoxwzBTzNubvmj4U85WYivO1I4cSYel5liO5/GhkwAJg7CsArHIkVV/QfAMhbElZlXulPa4jWDQash80c7c1BD0Cb0BZftDIDysc3YDWACxjDgixwHbxfomwIsySl7PV0GS7ZsUt/4ttLxTUtsUMfearGxYid3VR0zPg6zMh6GnTbTFfN0DQCGe4Mye0lRF5skvdL1tPpftRa+SAAzP42vmq9QrmhBgltC4Sp1Ir51jny4lcoQzZUGoyb2IuAq+FW2x9ZYtKHPMpdcNuW0jbNHVh2kEwZQasEDU8pt0ZCfM9mK/bFOp3u2ARlM8UZ62Fo2EM2Yw8ArI261DdsHLBZMo29WjqaHhJI2x+xpBF7lgALPtKG2+4sUNAOLaVCktDQQ3xFs5/csIY8BZlMSdqC0v2EU5fYS2GFtXR6Q3MnL4aOEyZsB2zUifMpg52yaKLlkLK7L5kEL4PRwOcEWJ2GZJBmDXDBmHpBAS8VGoXf+h5EEaoOvWQ8iDHCpar4VKa0xhyhFp06Rhds7aC1DMT/6sBqQLJM8ex9bvNbffM57z6+36m/X2UAc+Jr54B4RGAR0vKKePGJHLv3a+0XYSrPQDj79OwRz2wXbCS/5XfwsiAFYJm6xq2ncPcJX0PUOXEciPO63b0k/OVpinmhJmKG8Z6YJYWuUFDDDdoT3mBAIR1vU0NPSgnrKYMqO3FawboK9orKPfLpgx2vZLdpI03UoaEbkl0v7qyUxtnmlZLXWwoPX/U+6FGGiY5YOxgbqDW5/J7BWA+hwmIXXGQeB+Vz1l95n18RJiSrePAOLQq0uxYlM5UxsbQw6BLNkwZspmKylmaUhoqPH6g/J9HAw+4W43Ai320zkikttgWThcYRLaqNCGbArDCz8gDo/wI9JRNGRyGDtgqJ7wAwmzkgNxwsbG0bWU164hjVm3ggNA2mC2dti4Sa0H9h85MR7cyrCDMUDMFV2K9BFyEoDmQ8buYMYRSAeg5Ydb+4hUq+whrxcoQdOqEET5OA2f7SitdoLzOfDi6gjA04oqUkBX72lcQJpu9ywk7F5w6YQacBMg1JzzpL2wgDhPGcJFoK7eI88rFM7pNWOUuynMYu7wBE60pQF2FNZ8NkL4AeLwizyzUUXdYAAAgAElEQVQMfhUDriHj1wIwwMKRRoagI6YUW6vsdxmAwXgBzlPmSxaM3C/SZQsAnFA0XbBItGz6n17k9H7GP+qpZElJTwyJnlCiJHAVC769xRELIEuJNEWYLENyra8U02DI6vkL9ivmqxwvATcMGEYdYMkpUUoTCzLbsF/1h70HYBCP0Ws7Y2cWgNcG1gig905YJKSs2wKAzzhlNQ9o52wnKuiyvQFYk7ZYEFZLHCBhtA5z8njMetPMOeUsVFRD5l5C0qz3da43AI0yKKzYuC8acQCMLcY6gs0rp7zbvzEnLGU0wtF4H34H60VnI7NfhrGRD8bfFYShmtbzyCGjVjglSswpD84TIxTtHDDDzY0Ju4tSHLNaidKN1pU478gJhwkv2VYChNlVyeVIsbXk+b0gn+9GDlRTS3mocDQEXa7LY4gIIK4WYbph1UA7IIz3yA96CwhjuH8rLQsBoAWEMbDBkMmEb8N1D6eu5ZxwNevgdsWsA+N0zAkrbI1oTJvcmm1lcsQqW+KNhcL/5kPt9SLBFsd7nzvTForsLE3wz0z8r2ZwXwD8ewBwBd4+dPwIiB+FoacMOGxtOk6plXg3AIPL/KUwtHPDyBEf0X4G7BcOWIgw0gnrKGMhCnutjAZBSPc1p8vgTUCWj1uN1svI0Zr1GnxhK5n+wAw7Wwldc8HVhhJlRwRtArBKjfhvp0cANULI2O4GIDWT5ky0A1irRFQtTt0bWExyvOe3MuB3A/BEBT31giYwI/dqZl3tJ/l5CCP7/VK9ubmCZegURgEILE+XAtr5ZbOrlrODxWFqf82SGZbGZ7j7DgHboWgX+jLBqnIkpDcBQghhSyFNlkyFdKwrZUkpxqsGDVRF0zHrNhwPZ+WFA8Kxpdx/bx7Sx+HNpUqqJYZZB8GWwixbVdq2UuVIAG3lgOWIZeFWAeGYdTAnTM9oGHnIRWuugUPY8NGDGmxablkBYSzc3K4Qz1OxhNyvfVkBXFeZdiyBMNXFru8VS8SJ/DYbjpYJhxo46FAMwlE/00da4eh5JmwVtJkw+2LD/xuqReeQtKCbOmZJmAXhhcaowDrgauU0QmFFVBHQjLaRK3IDcBjvGEn6AuDK/H/lguPVC5iP7O+ZEPSvA2CU1kwthcOAo5+pTljViIOuWFY/C4RPKkVCtLMHYIJwmK8B2M0Y2PwM0Tb5WwxXhKYhoDyDVar+t3ZAwqIjXtAE49qMwXleAavAFl2RFIa2VSXtJs/UgtzAiA3QIFoEarRZRZSAmKTQdULPAeD0GAe5E6CFGdcF37hgbyHoDwHwnTHHtBwJ+6YYywn9urJi7N/M9//6z/8psK6dI+od/Oj3hTe9a1/d57xiH2KK916r/VdaC1s+PB3dga7ui/02S5eOBztf3dfW6zTZ7vE5efSZ68ez7Xzfnf/3jL1uJ6fTafiP//iP9uwXA86iZnue/CMANzcUP9P+fjUAj7XEtR/wNgbcg2+1oFR5psqOGgCfpHgmEKcEqTJgN+FhaatNOFhymo5urQzJAIzuRBc1ZBAQqw44QJxQtKwmSzck2la6D/CbDDZovAGQfZMPAMoR5ZONJbWSygBcAvLwvanE2aqQy/lYeko3ckHkk4Y/VLYqXvazABjsBIpdOVZNc8CVBVcTDt0UCA0DBfbD//qv/4O0/8M/s4j5vgn5w8fyC3ewBFLr4PULD/qTf/Rcrrc/5C8Anr+IXwx4fiGS8zL3+CMY8BoAJ9USR8OaB+4BGK9NzDcOJ+d8x9wvwZgW/sfhYPeriLBOB1vlMjCN393L3GVIDEghmuaa3xtyvi47MkY2I46mdHY5Uv4GGP/jrJIjhZmhnXlzH2EDLkuOBNA454iMyTNbyuiAMsuUALDMlztqZmV0BWAa29K+4gkGjA+mtHzmZ1xBdmYbWdRGNVdCydwNm7qPyfzE+LS/cV/IIf7n//M/WyebTz4Pv/PwfvIi4APU/QNv7c7NT/7O77wyr3wbAPh//Md/n/QT5jwy0+RgKyi9msHl+/7MxdjW76ppo6ni7i7NM/up33PpGv/s/X12BqwuZ2mkM5pwcKy4fHPOjhINF2ooOmy4qqF7AMb26vNyVOmkzX6gOxH42pADeimzXWlWFH5Gj98qwkIIWXaUFmW1vyXCgkWkmLCVztdheHt7o1hKzym0jP9kPwl/eOSJ/UjUVzg65WEy+UG6yznh9zLgOQDmtWAL3vGGuBNaFRBW6Ps+BD2KuFBWVCTu7DcrBvx//9f/+RsC8BMA04eI3x3uXPvMtdfrVLRt21lAfhFKv2g3r8TQD+0rAIydhE1kh0uT79oHvhqQvgB4PON/bwBWt7AqFqSqn31wRl//sOBFAJ7kfGVJWUPPDZgLA0Y/cbSdVad3uesJPVTuSCMOlgLtSTijXcHxQYSFfC80QsoFgxnH1Ur9gaGCRnj5ihzum8LFb2hJGCYcERZLlrBdHLBQYuQwdYDYJhwpScIJEgDzGfsNuI76vQC8vPK07SRXJ/qQORAWjqpWF7+nkFsLmQK6LhWhB6jBGx6h/+u/fjwD/pkr/rVJ9ev1P/MMAID/t//+P/jlqNy0enoJhB89H0HXGgCPwq/nzum9cOy59/9JWyfc++hcv4dR99fmGQacMcRx9KAJQ//6FjOOiBJ5fJi7LZZ9g4CzRC1pUmT9jgB4asZBhgvhqn2fWXpUmjGMDNhhaRpwqA44EVdopIUHpQyJ4k+UGanqgoDM0iOkZ6HCAhBLjCWzDeWFY7yhet/xbzhf0R66mnGA7YIRs9ZfftA058D5dq4XYi2EmwHKrIrA5+6TP7fFrWuFMXYIzABoWinf209+qAxpHIDTciMowzhwJ7ngEXS5sqnhbStq2/6G0/Cf/+//vliy8Sfd6F/f5c8+Az0Ab2HCa+C8BsDvPaN1v+9hgu8F/vce749+3xw4zp37NZBeO5dbQLjmhJcAmGMrNbEFoCUyUivTudezMGyLDgNwHathvbL8RV9z+Svg90kImp2OdlQ5A3yPUDq781HEV3xEntfADLA9wkmP+3WbWYuwyHRpgetGDO5JSiMOhp8RBbYaGqIslvsKaOmj0ewo1Rc4gFyBl6BKoZbCzN8v3xVGtvsVBVoMPaMsCWwYhNINFyK+iiraLLgCa1t2u5yrXu//n703AZesqq7HT1W91wgYUQEBGQQUHKIIRo1TjDgmTlEwKpNMDSgI+jeIAWMSTTRRo0HUIAKiSRxQjEo0xiFxRP9qEhVUFJlHFXFWpN97Vb9vrb33OfueOneo4TXd0Le//t57Vbdu3bp1z1ln7b322lMBcL7yK4ehsTRSr+gsF+xD0JVuSFr4jQt+9XWXjAEwXvfgBz84PPGJTxwbe10Gv9+ny/6rPcDX9/Fvj595fV3jT37yk+FrX/va2Nt5ABYGIxPKMGAlnbamSTp/bjUAuJpW0pX7+rp4G+j7rOZ4qfu+PdAa4/XM10Ayiafq2xJGsAVjo9hIDSsUpCtA7mwU+XWom1sSYVlnOgFgZmVjC1fniKXAa4roBYSjWf8r+ywM1ohfAvq8DxYVwBcIwBB69VEfDDBG8xkNQ9Nol+eD0LIUkACYCcJWB7ws14ElQpYLVtbLzknLyQGLTRj4t/1HLlgaM5D1IusL4LYaYJYbLYdl5oaR34XyOYRlCrKU/SoAU6hFvwAtL4IC2vzkVx2ArY7XegKT6sIlib8Qj0nL1Q8ajzLsFfPAyqSRAy4AMPY/4YQTwpve9KYNdMhuOq3b6xXAffnmN7+5EYBFQ6HuQnDdca5ZdLDMwtN2MD9Zz8q2St9P3TE9GLS97635vXcFyq775Z+lKVU17TFL320OuE0A7MGzjhFPC8D83lHf6rRvMe/LyKbM2NZikD/VtEh6/VabMYAFw1zDh6bRApU+0WqUFBkwgFlFuQbA/EkzIA0/q/A4hqGXYaGLEHMSYyGU7MuPJDwNFqy5YZQZAag19wux1RLNNgSUpSxJbCcBtNxPXbGY6+XfCNdjHKMWWOqCDXit4xpLkDIArn6vDXXAdpPUDb7EZA049RVRBS3Aa6VI+fH4ev2WJWTdDsDHH398OO2002Ye77MOnJlPYNMBblNXoAmAjzjs8LFoTl3jhrZwZZeLNukx5s2o28B60vOzhXrps096rPV5bn6irfve8vPvyoBzJlzKCdflfvPHCeC+kUArAKN5qDaqYT1v1RM6B+BK6Bl1weiABKkVnQeFHQOA0YaQlrmAZQVh4AMbvgwX2e0NPYDhFExLShEhq/hK2T12INguURVNJou8LvdVZuvaEYoPtISfsSBm7S88osGSYcwBvgumqwKsFTJbhKcByqjvBeNNNpQGwBB7MePrAJhL7GjuY370MwFwaj9oyjlaPyrz1fcfA2EbBGxFiJ673o5Sbceuuf77xRywB+BNINplOt60z2peAbsHmwB47WGHczDCY9tXtnMwOlvLOlY0zflPAkwbGiiVGGgTgE06D0yz4Gh6j2mONw8GXMd87fFZADi/f+JnVIdBMmL2Ok8AjGYwUGV1AWDmiHmsAXsIU3QFWAcA05KSJpViyIHUjZpx0PYWbFhtKHEdQXZZGkRB1jCWIxngcnHiBFkAZeR9Ga4Gg1UhFlmvsV84aSmjJdgqKLMPsP5Nq9sR8sUjGAdKSZKGnmsBmHVWojYfu8bbbrtt0Z6mngFrF6Q4rahdWbEeWL2ffV2fZ796R0o+uR+6ADBesscee4SbbrppmjmKFwA3Ab4g1n9B8K7ts/Kw3yQT2lQns55f9KhHPSqcf/75fNc/+ZM/CV/4whfW8xls/G9317veNVx66aX8IE0AfNRha9URx9ohps9ORziGn6se0rPeb11f3wa+Hii67tv2zXY9NztOG8CtDwBu+kxt59f02g2VAZe+IwtDA2RLAByZcKkfsKmi+8J8DYDJfLUfMLgvYRePEUOUESMnvIK6WrHCBXETD2gBXIIyVdDSiEF+VkVYFF8ZCGv4eSWYMtosJ8GQlyQHrECM68AQtCqbCcpWD6xpJHGANkBVP/m+mW7QHVpvAX3O54jdzTFmRdk2AEx8ZbaK6W+pF45trKiqS70k43s6AK6Gs7sD8DbbbDM1ALdNFLfl5//wD/8wfPazn+VH3HfffePvt+XPPO/PBgC2xV89AG8WjjrsCL619QO1yU3YsNn+saFiGhoFo45Jzr8LyHUB1C7Hyc+r7bh1k3vde8X84wzmJf4cpwXMOqCf9ni8J7LPFO8NAAv0MZY/zDzISyFoHE9YXaZ2hliYjQa6ibDs9fnnsu+BKUWUD4ErkbHq/9jtqJoD9iFoMd9ICuhFCKz6KsaCojoCsLZQxd8sR9JeAMARBV9iCu0okQJOCmjL/XpjDlM9w/VKcsFmwiHqaHPFAtgyZK15XnPAWmZuGPIrMaMWoMZ4RahZ8r8UX8FPXlmu1AYLOJv9ML+3eQGwB2j5ckQqngN39KLW5+MX6wAYv6IaTKrOQrj2hsvdsZJBRJ4DbgNgfxN3ncCmec0kxy4NvK6vn9d+mwB49ivZDYAXw9GHH5UmUmW6nOTcKSRQTr2KzfgGu7E2s94QipOAdSGb9JPNAiCl96o73jRg3gSc8z7etONyluu3XhhwL4QlMMgJALhukcSAMDQ+LhRdYr7mAQ3hVWS8ZL6pLjjmfnGssBAGAHLpZk7Q5T9aKYsqmuWtWoYEdywIr0QFrW1EAcIEY1ErgzUzB7w8YhtCEWrJQgRiLPxcp60HvTMWwBTdgIdDNeqg5aSwZMn74ndAMYAX3ZFE9UwWzHi565yGvXviiuXvL4S7xxY4k4agE9CmULRnwZw41DWLsX18ADZe15pgnhFyCfKTEw5WSKEXrrn+stYcMF7eBsDTTEZ2880TiOuONc/3mOSz3ute9wof+MAHwt57711hwLfW+Uxy7hvKvp0B+LC1vOfjpIbBqq0NPciWQHjSzzoNKK0GYObHnOa82sB9Hsf05zmP49mc1/VY6wOA2bpzgjIkY9f59U8MuA6AtfkCna/AcjXc3F8UcK0BYISjAQIGwAP2JEeYG25YwzBgS1TpL7AiRlMSgmYbpAHFVWSbUEEb+GopUt4JiXle3x2JOWBhrcwLA6O0UcNyWFcx5YAAC+FklBBKlySon2HUQUcOMexgy1QAcFI/R0W0i3iU2pbWhqBzRjv+xVRzwfUgjJOGJF3bDeqBOAgcAGO1UGXA6R0nZcCTTmCz7j8PAJvHMbp8jte//vXhxBNP3BSC7nKxCvt0BeBjDj9SVr8UlaD0Act6aY+I4WqrY1khy0LUxBxdJ3I7vUn3LzHMWY5Rx1jndcxJAW7Kr3a9vWxjBGAYZoiAStKKiQE3A/CArlcp/Cz53760JkRtMdixMmABYGPAkvsVNTRKkRzrVVtKCUEDhKt54Erul2pn9A6+RQ05pCwJ38Hy8jqORYSWUWAktcC3UHXN37UJQ1RE8zFEbFUhrSkChqczALbwtGfAcwXg5PdsjZsNkNN9LCtN+IqKoXYO6gbC8ng/XPeDK9YrA15foLfeRnaHN9oEwB0uUsMuXQH42MPXcuWMCcSYr++MgjrCBKASHYp9hRvqg0unNgvQGRuc5RizXdHbz6vrrrF/3DNR+91+Nhlx+JKkvBbYM2GmQcwxKytDqgtBA3wNdDsBMNgvmC/bEiYABvgO0C1v0A8w6+AxWbKK/uX4rwCPRgwj0UmgVznGELyfeX4IR+chaGPAANvYnAFhZ8n9JjtKKKEl98vHtB7Y6n+ZCyboSg6Xz2tNsImwWP+rjRcIsqrhEMbrbWetq1Ia53MGYBk4MdxMJbMD35ouSRUQzkqRZgXg3/3d3w2PfvSjG0f0T3/603DuuecWgf6xj31s2HPPPRs7sdRNgD//+c/De9/73soiw25oHPfe9753p5nmN7/5TXjXu97Vad9pdmoD4O233z484xnPmPgaTHMuG8Jr6gDo85//fPj2t789dopdAfi4IyQHbGpIYbgu1+vyweKUVQVg7svShfYeul32qbvWt8dF6K1137UBsL8/cI5dADgHXgPYOkOOWQDYg3CRAavqmTlggDBzv0mA5dmv1ANL/leKkdCMQX4nE6YAS2qPtdkQfaBRmoS/e8uBzla92A8YblgSljZfaGHCWnqEMiS1mUTYmdcHOV6tGUaXpOXYghCyKgNj6XKEVoMCyArACDtrMwblv6k9IYezhKXBmG1bFQCGnBwrAVFAV0FY+gN7ZbQabWv8zRiwTYLX/eCqmRjwMcccE972trc1jq/LL7883POe9yzu8453vCMcfvjhU43Piy++ONzvfvcrvvbd7353OPDAA/kcBkApV2aPXXLJJZ3BepoTNQB+zGMeEz73uc+NHeIRj3hEuOCCC6Y59G3qNS94wQuK91JXAH4hRFgKujkIe5ZTp4q2EHWdU5a/2LMA8G3qS5vhw0xyDZsEWHUL9NLYbwpF54s1D6wlRlxb/5vngsF6IcwqsN82BtwZgC0PPAbAUu876CFsLeyXdpQ04RiEBRbOIwQtCuj+UCJIAF06OqLsiGYcUoZkphssS1oG8KIeWBTh0YZyidIqUUEvi40kc77LS2EdAXmZrHhEFbSUHwFoRXwl5Uls1KDtCtGowow2wHoRkK4FYLcA9wtsf49MnQO2g5TKkgxkogqMXSEG0mNSbfkEjURdx7DGaPYQ9POf//xw+umnNw7DK6+8Muy2227Ffc4888ywdu3aqYbxhRdeGB74wAfytTmrAON+9rOf3em43/jGN8I+++zTad+uO/nzaWPAmwBYruq8ANgmXg/CHIwxDJi+RZsAoxevI79NQDwJeHS9Z26P+016HbsCcem4deBr94tfpOWAW3LAqjBb15xhTIxlgFxT4pR/75w7tNpFAFjmN2HAZkEp4ivrelRlwClH7BkwX68ADJY7CIt8a4akKd5F7lcAmCxOAdhC0DSzIeMNZL5goyuaE45K6Cz8XGnGoCFoCUlL/ncZgAv/Z7hjEYTlcXO/SipoaUEojHZGAN5mm21GTTeSAKwvnrCvyHK6yWwjrw3G/MFuj1k4GuEGuwGxDrLt+h9evSoM2LPOa6+9Nuyyyy7F9wF4A8Sn2b7+9a+HBz3oQcWXnnfeeWH//ffvdNhvfvObVCmv1rYJgLtd2VkB+Pgjjk4h55wJa1jZWEhTaVIXJtwEHKWIS7crcPvbaxIArpszuxyjDnxxTKkjHQ8/+3D0+gdgsYkcA2DteGTq5wjAZMCS70X3I3RRSv2A14Q+jDmQC2YnJFhUot3hZgwnU5g1VM2QAfAyrKiF+bKGfnkloDeCCLDEbjJ5QJs9pQCrzwH7siPWBEMdTSBWJqxhZ7Jfmmwoc2af4KE0ZmDkAM+CHYvGqZ4B97QeWMbSqoSg5dByMe1t8FP+llCCMF99GvVkajUWX6Nx8tUCYD+V/OAHPwg77LBDcXaBsf4LX/jCTjNPPrGhK85DH/rQ4ms//OEP03mqbcMxAcB1DPgVfxfCAYiQ6zWVgRorvOLhf/HTEB523/K7rSYA59dkY578ZwXgE448RgQazuAe1wMrZ5mA0R0pNfBm+b6mJ3ImbN9kaeLelMNtG1Xdn+8Cnna0NvbbtijyZ2X7ln564J2ECdflgCMjbmDAlhbBOVoHJJvTqYTWjkiSx4WSWawoYdQBi0mIrxbhdEUgFga8yJyw95AehAV4PqsFJUAazRrAhqUeuMcOR8wNWwhaa4LBfMNwQPUyDDrEActcsQDACDcj/ytiK4In2a2aaeDvIcqKJBzN8LSGnukDzedQ4YSf4hctgquVsNJHmFpqGQDgHljVCVqFWeaKhTWC1FGVolgzh6DTDSmsVpowyDZWmhSf0pIkqw3WkqRZABg3wtFHHz2Wt8tB4MYbbwx3u9vdiqPy1FNPDS960YtaR2wJWL785S8HhG9L20c/+tHwlKc8hU+1gVJTCPp1bwnhyGMlItPDDYpyFoRgUhCB7/Hzn4Vwr7usfwBuvXAdcuBdjpFPXm2T4aTHxP6zAvCLAMAKtPSA1fUpJ8YoyOqHEcQcOhlOA8J2T03zGTe9pnoF5gXAbcepY8AbIgAb840/XTtCA+AxBqzqZ2G9C2S/AsCWA5Zyo+gHPeoHuGMRM6IQK4TBCuY4LUdCa0KgIsYKVNAAWDwHMAb4qgLaSpDiAmQZOd6l2AUJ4BodsDTcDFesZVhVAmjRoKGHvwWcpf3gSNTRfXHTUnlVXEDbQvpWBeAEulXrnjIIZyVJGnqYBYDx/l1EWD/72c/CXe5SRqd/+Id/CH/2Z3/WCpQlEIWvcp0C+z//8z/Dk570pMporwPiEgBzfTIKAQB8+HEJfOM1VzC2vzdkAK6b9H/0ox+F733ve+EnP/lJ+OUvfxmgBsf39Du/8zuMWEBFfoc73GG9YcasAPySI58vbJf5Xpx26ooiK2gNMzIAN86E/QfNV851E/h6uzi30TdqA07/sZsWfW3H2fABuDo/V0C41A9YDThiCDoDYLLiAYw5IPlZw58LQcqQaEtJIyaUHmnPYeaB0QFJ1dEQWSFqyhyvliItCbMVT2jNAasD1nAFbQmFGct/Yb+mfsbfBFfL96oXNFTRVD9rUwa2IwSwa40wDDeggrauSPibEQUdvwbAVvtg37MxYLt//HieGwOuA2CuarISJdqL6WM+DH3Dj65ZlRywHzi/+MUvwlZbbVWcQl772teGk046aarp5TOf+UxAuVFp+/SnPx0e97jHjT1VAuEyAEs5igFw2wluDAB80UUXhU984hMB1+arX/1qQHlY04ZV9O677x5gp/n4xz8+/NEf/VHt99h2fbo8Pw8AxvsYCHMw0jVH3n0SEMYYwYThN7Jm9hqWR9sm/S6f+fa+zyTXsC3q0nasJhD2TPjWCUG3ADDCxBqKNvHVAsLR5oSl6mdjwABgMOHFAVguaoAHYcHaEGp4WkqPBIBNhMV7G6VIDEGzON4poA2A4YqFNoQCtmDDVooU63/xnLYdFN9na0MophxgtYhErVsRG8rIgMGWtSaYYiw10qFvtDlgqUJaxrourDXovMEA8DgIY0WjIQfLHY96YX0AMJjVlltuWZxrXv3qV4dTTjllqnnoU5/6VHjiE59YfC0aIAA4bAML9wPw5ptvDr/97W/5NMqZnvrUp5YXCG8O4QhNUZdyvzIT98PPfz68VULQpQWFfwyLn3e+850B5V7IdTdtbblNsOH99tsvHHnkkbULn6m+SH3RrAB84pEvcEX6woTjZNoRhO38/b1Sqic2MGib9Ge5HreH15auX12kqg2A88VS6fq1gXAOxF3EV3hNDL9quLRiSVmngkbHIWVy5s0v83ZqqMPfwYAdAEf/Z7OdzKwnJfysoejogqU5Ym3qQC8slCPlAEwRloAwAHi0jFph6XhEbcXyKIyG0jABJUlUQ9PzWX5SdKX9gSObVcAFCLMhg/X8XZGyJIaYWfMrPs/GgCnY0nQR1dAOgCnYYnnyRgPAWLnrKgtfKoFjdgAGyKHeFmAGoPUTE0CPq5SVlYBQc2mDkYev5YW5hqkSsT+OC7C0Dc9hH9z0eBwCry5bG7jUHaPEgE1pzsGioegNjQEjpIz8Ov4jxGwDe16A8fCHPzz89V//de0CqMt3ku8zKwC/dO2xsdaS952Go8V0w/JIyTuW4GzhaNQ+xuEsZ5ZfKwtjbQpHT/Pt1r+m6z05CQCXvr/i4qrQBclea4u3vN7X5jQD3jYAjs831AHnAGzj1awoowmHlSKp61XfMd+FhTUSYtZWhFL/azaUYMCwo1QXLHYBhhoaamcRZxF0+bcBMFTQMl56Sysx9EwgZp9gNeBwPYCXldFGcw7UB/MxccSSfLCVHAkgS6mRPMYmhAxHS2tCA2ADZvtbANiZ7kzDgCe9oepu4brjjOeCEwDzC54DAPtzmhbk5g0O85wennVgCI98jDuiqPLHtt/cHMLLa7Rkq6mCLn3Wf//3fw/HHkiovH8AACAASURBVHtsQPnXam+IHLz1rW9lmdms26wA/DICsACngGU/liTAyN2EWUkVneWEFYTxOSz4vAmEZ/1Wb93X14G7Z7oerEvh5xxoc8At/S3iIgnNVl5fsqIc9WOaxOZC+yllSK4VoQFwzAFrI4ZM/RybNBQAmEYctKAc0HgD4eneijhkIWUDAAbALowGUoaEzgwA4WUhU8Lu8Uc/DFduCUP8JCO2vr8iulpC3bCqoMFuwXYpuKLiWep6l1bWcVxa/a+JsBi+RuERq3nQF0nbPyIkrWx4ZgD2F3uW27QJyPPeweztqP0lsdq54YfXzpQDnuW8V+u1sywE7JzY7arTCaYWjnW7ry8ARrgZ4eEPfvCD6zU/eac73Sn80z/9UzjooIM6XbG6nWYF4JPXHqcCjXEQzsPRYyAM0Z0mi1NYUM50EwjP9LXO5cV1Yemmg9s8UBfmzoHX/i6BcCkUXeeEhdd3BmC950yngHMAeNo5j4OvqJrx2RYWFgIZ8IL5P5v6eTOadwBYadyhNcBgwABVMeTQEDWEVzDlQHqSuV80LemHPpmvdB8Ky6JINQAGA465XxVdCRs2C8pAZpsEWJL/JejShvKWgA5Iy3Bt1NzwOAArGwbgIuRNXxCEqXF+K2zNMA7AuG4rod/rBbpnOS+Nigjrbne7W2Vu98KOLndrO3Ou0jSAcOwVjPDBgjZevo0CcJdrWL9PO6BOevxJAXjSyQb7f+c732F+Fraak27zWLDgPU844QSmGhYXxWFn0m0WAN5scU142VoYuqDWV3oAcyJlngh5K6intM+ofzyGIJGPk7befmKOTFjFVzlzqgzsloYOpXHbFn6d5F7AxOrTN13AqbSPnSd+GvC0zznld/PnP8191vT5/fHajl2XNigx4a4A3BZ6zgHaIjPx+MgBO99xA2GIoni75l2QoGgmoArQMjwNcVVfSo5iaZI+j+YL2BbNmIP9aMWoY3FoQIyQM0LRw9Afihe0eUL3VgB2GoJm7hfez7gnwHRH7HtsQBxtKMmQUy2w5H0lR2wWlPSDRq7YvKBHI2HHsQwJ4eh1TAiJAFvAWIw6tFUhx3BTCFrGsW2NADzpRDXpYIjq54Ixx8bGgNsGml3Lsf2sjrdktN+d7k76VXH/SQHYAKDr94x66Cc/+cnBcu5tJ7nZZpuFRz7ykeEP/uAPmH/fddddw53vfGeuqH/961+Hm266ieVJUIdDMX3ppZcWD1n6LhCSRv/jacqXZgXgk9e+IIx6sgqGYw7XwKhH0gYLXh1t4GzKaLvmrIHM6oT9h/cTpv3eVrLk78n8QrYBcNt36Z+ftzBstY7HUpZoItQM3Lg+nhFO+3k3XgAGUAoYm8LZWLHvemSAHMVXAwCzlB0t9BeY/11kDhg9gbUBA4VYAFxxwhIltGiFaEe5jFDzCq0qA8qOwIpZDwztBFTQAFoMF/WBRi54uET2GZs0sOxIQ9MsS5J9pMmCgDP+wfGKIO68oQnACry3KgC33ax1g7TULxhMmJoUdcbamAC4DXzrnvf42naMrhPeJMeZBoC7ngc6CMFw5Fe/+tXYS/JzfMhDHsK6bXhko9a364YORVBR438byOM999133wAjlM0337zrW3C/WQH4L446VjuhoKxBQmjVnHC1RKnCkJ0Yh2Csxh15Ltgzpht++AMqQ7FhosACZtttt238zPl30gTA69atKwro1qxZE9CgAls+NzSFXZtODPcPFl/5hk5dtjjxC0N/bvXzj0jP7TNuvfXWAeduzLrpdf46e0Ze9xrbv25cbgwA7BdqiQEr09VcsAGtia8SGwYrhgBrkSFl3IusA6YlpYSsUf8LIGb4GYDOOmA4bwn4CgjLWaAemN8e2xAi/Ix4MejoMAxpRSliqmRHCRcsCKjwOMqTwGKlTMmYL9XNzP+K+MoAmI0aAMD2mPpC3yYBON7AGwgAI3+4zTbb8LTAwvyEggkc/23w4ObD/rZdddVVrGfd0LfXve514aUvfWmYdzckAOOjHvWoVlDca6+9wt///d+HP/7jP65cqknCm3gh1OdveMMbyOithKvu2iMc/v73v5+r9q7brAD8irXHSsjZ2U6CEbOdGYQcPRGYlJgwwBrBLXuewJGBsGduON7Z57yjEvLdYostwnOf+9yuH7cCTqUXAeQQTcBPvwHE/vRP/5Rghq20QC8BmB0j/95x/I985CNjizgI61D/7UHUjoHqg49//OMTfVa/M4xeAO723z9nIJqDaRMRaYsk3FYBeIG1wSn8bO5X3hFrDURXYL0AY+R76QUt7BfbgrYijEpo5FmH/TAQvGW9b1/LkPAAWKu4YWkOFyCrueCl5WWIKaJYywB43UiMOMSCUqwnrflCZMIoRaICWj2jEWJWj+i5MuBtt7sbwtdpg1ezb6AwwW09CTuuGHEoAF//g9mMOCY41eKumHQh4Mm3fJIogQUYGURHM29KkWdhyk2M2AAYzBD1yfk2TTckuFiB0V599dW1Hx+rYJQKwehk2rxs6eDf//73wxFHHBG++MUvNl76E088kWDddZsVgP/qyGPFcjIDYQtHWw4O58PQM7rOREvKqmo6AlgDE37HO8+RHJhuAODnHPDc5MHe4YOXgMPf6/h+/+u//mvsSPe6172YQrAtnweaADg/2Fe+8hVqCPyG++U5z3lOBPn8PA2A/X0/SVTIvxfYPMoR8ZmattsfAIvvsy9FynO/AGAucp39ZBJfIeQsNcEQX/UWJPTsAbjKgFOpKh2xWG40lPaES9KWsM9SopUQ6IqFyLT2+UWIejQKS0vGgNUPWsuOpAMSgPcWBWCpB14aruN4XYfws+v/KzXB9QAMAGXHJFQ89NVa1kVb8Gq/NeeA5w7AJSFRat7AG3kDAeCjjjoqvP3tb2/1ay4NzDPOOGOyTkoRYXEtUj0oYy01kudXvepV4dBDD21UFeN6ovPS//zP/4yd5u///u8HGIYg5DsvAMZNh1zrf/zHf9TOV9tttx3Zk03SbWy3y4LH3gx1xU972tPCl770pdYJE6Fo5Ke7bLMC8CvXihEHaioNhKV7ioSIUzgagxMlSsmsw7ok+dKlEghDlGLHWW0GbNcMTLNU745mI7AOxf1n4GTfYxsj9N8l2G++4b4FKPrjeICdlQHn74dj456Fe50x+3wff49O+nk3TgY8DsBiwqG1vczz9lNLQmXCyP1iPwFiq/+V17AWmCFo1Agj94ur3KMoi7+xKUMIPYSgFYApxNLcbxguhdGKdpBSERZGxHCd5HOF8UroGYYdy5UWhCLGggc0jTsovnK5YANgQLPaUVYZMOZsAeaZAHi77bbrVuGid+AkLNfftGS87OIjHSSsgHVDAuDDDz+cucVpNtSf1nVSgqPp6w8bhf0eLpearoRohRxC+OHPQ3i4c79s0mC95S1vCccdd1zr6SEUfMEFF4z1JYZRibHeeYWgmz43ThShQ4in9thjj9bznnQHrHDhPlZi8qVjoQkHLDDrmnH418wKwH8TjTh6YcUx4TIIy32RvKPVN1o7KVkvYQNvuYekrlEeC6sagvZgh/wsQDIPRSN869MK0zDQErjbcZuON28AtvsA4IuFxR3veMfWW3OSz7tRAzCqWKiAlnrgHICRzZWcr7hbIfeLa7NmYZH5Xb6G9cALNNxA5yS+Bo+j9IhWlMgFSxckhJ7NCcvyvgmAWTtEARbHA72iqy0I6YilwGvtCKUmWNXPYL4reP0wIDRNz+ggAiwx4/AArI9HFbR2N6thwDZOGxnw6gOwb1Vo00W1G5Ix4OtuKIcwjz/++HDaaafFQYA8LdSx896e97znhXe96121h21ibm9605vCi1/84trXnvPCQTjscdVQBHa+5qYQdllrL2suO5oUgPOT8QA8Dwb8wx/+kE0SkI/Flk9CADqoouHhbDfjtAs4/1nse8BiBCmDSSY/pAnOOuus1ltnVgB+9dpjBXjViANMuFqSlP5meY2WKEVwjQYecqoGwpYLjpM46iB7IZz1jrMrOeAtN98iHHDAAcUWaHUfvitTRe9rqNLzDQs/v9Bqi3T41yOVkKcREHp+xjOe0QqAJQBGCLlu0QdnNiwk7H+Tgx1C0vAdb8pxt91MdaH9fMz4UL3dB5aW8D+bLCmjDaVZTqoBR10ZEhvba2lc6TwxtkSEpQy4BoAt/MxmCwMJLROEIxMW/2cDYOkDLAAMJfQibSjF5pKNGEDWDIBNiIWuR8aAacohBiMCwhJWFrONZMRBC0rW+6o1pYmvtBzJRFgCwLcoE5a+vwLAMOvA+BM/aev9K2VIcwDg7bffflS58DUhaFMsW51w94m0atVU9zpc/utvuHoVjDjs/atm9qVBAxvLd7/73W3jqfj8G9/4xthJqbTDO4/vh0MfO34O1/6kF3Y+0rVwpB3h+H64buhXPAkDXm0ARu71nHPOKV4PlP5AFY3c8Gpsb3vb26hUnnTDBACx3O/93u81vnRWAH7NkShD0vIjfKNQQbOA39cFCwibMCvWCasKmnklBXEKs/rSV5uTkOuihNfnAAzB4EEHHBgXPtYOselDjzEz1+whfx1YsNmK2nNgimCMdWHb/BgG0HUCr7333ru2N7Zf0JUAGD218fqmxYbNRQBkLCisxC1f0AHMsbjwW/f5r75RRhcmPDUAKxhZpKQEwFi4Abz4HlkdsH3WHIARNh71kyOWMWAAcOivCYt9KVFqA2DpgiQADLA1URYhWAHYjDhoykEmLLXAK0vLEoamIUcVgAmS7AUspUSASIaiAaUoVcrUzwxV04BjWUqW6JK1pOOSBpSVEDRKlGRRLeFnbAhtI5zJx30OGOVRGKdZuWklB9wEwLFMKPZxVRUp/ZvN3UMKqmtvdEb1dTPf52xnC0PPHYDf9sgQnrhTfLfexT8L4SmfqHWVQknMueeeW/wobat5dFL68z//89rrcM4Le+Gwx41H+6sMuBlONiQGfPnll4c999yzIvzxZ4/FQl1IflLQzPdHyBmhZ4SgSxvAH/XE3/3ud4vPo1QK+eCmbVYA/vsjXhCGEFapCIssAyw4A+EVFV+NmXUQZJOBB++/UZ81ividCmnEAmEaEPrhjHe8fUwFfeBzD+BHxPjKuymVPnsbAzZgwn6IfpSUxyXQbBo7OCYWanl9N5gnwLxps/MFAKPlp9/sPNrGrQE5fqIjFz5THl7Hc09/+tNZbjUJ8Nr51F3XWxuATWvQBsByDy0wgwgANjEW+goaq42tCNWUA7lfAjHD1MgDa1MGul5p/hcsGcA9ghN0lQEPYh2wdkSC+ErZrvyELHpZmjBg8cDaYG3MwN7AYL7oWtSTciMFX/OHZphZ2w5S7awlSRKCVqZLx6wV7YiEhfI67QWcAfBwOYooqwAs7RnaAbhhpStekfAPMKFQ5uEc2Vo9CFdGhsrNq12DAdKDcN31V83EgO2YEebOf3wIT7tHevtv3hTC3h+WFYF1MXCYCPHSeeedx/3zgVs3kO3x17zmNeHlL395eb7ohXDOcb1w2GNRWa676Dl4AG5TPm8oAIzPDH9nsNDShlA32jNOM1m1gfMVV1wRHvrQh4Yf//jHtbsixAyG++AHP7iyQDAAwc8LL7ww3P/+9689xqwA/NojXiC9gAm48p8e82TCGOCJHVNsxfBW1TGLOd7eIPpGy0BOntL8uzfgRCIAjI8j0ROooD0DlmdUg1Az3tsAOL9Y6IFdMkZBWZLPm5JFqeGFH0dNQI7Qc13f7hzY6gDYM+Cme9F/bnyekqL+nve8Z6PSu8tCId9nngDcZEUZw9JNXtANDJgGkc4JywBY8sDqYhVDzgqwBN2FsIBwtANgKKAB3HgtWHAJgAGuCwBqGnG4HDDud4adhQ3zdxVbsQ3hsuR2OW6WpeECw8ha/ytiq5WwDh7QLENSYw60OQwrYV0sR5JQNgLQOAZaFYpJB37vU7jFyBUjW1goy8gaZ8DWH6kKwhUGvN0O23NUVkqR7E5BOFoVynUgWmHJY3WA1ZxmDrp2TGPA0wBwbf4Pk8xHnhhGT9s5nnrvmzeG0d7np7+VfdgDWHF/+MMfbsOA4vNQKKPMpm4SqzBg18Lo+pt6Yce148y4JMbaUAAYBhh3v/vdK52h7HvAqhc5wgc84AFTXcfSi2zSRs4OZVIQUtV97y960YvYdQkbFgmnn3568TxM8V53krMC8OsOP4aDVdqWCRMWIIalnTDhJnU0nos9gxnGkpZnBsKYBJCXk2szCP901tvGGLABsC0oPQjXXedJHkcEolQbDOFdqf+1B04DxFIoG45oUD63bWRuysZLDLgrAPvrg99RanXNNddU7jEsKJ71rGdV5o6288sXChsjABv4EiOyZgw9GGlUlM8px0vjDSqj9TH83lsMgz7AdZHmG2DN6COMEDRbHEJ8pV3y8FNU0VqOhBIksl6ArODVyjqJgMGIA5U+GC90vdJypNgPWEEZLNdKkMyYg85YWgvMcDT+7knYmUx4BeNXgFrGsnhARwDGby5aVWLA+X0wFoLmDn1ZkVN15jdlwGPgWcNkUc/YtLG7RaSqKNEQXSgY8LXXXTkFA24QLn3kCSE8HZ1xZJ/eN24K4UEfSe+RoRzKadC9Z5rtr/7qrwJAuLThxj3q8aPw6PvKRGwbHH9v+nUILxrTBKXP5IHGA3BTaM1U0Pm5TCPCKr3P2WefHdaujcqxyttA+POe97xnmkvY+BqsSJ/5zGeG889PC6jKbdrr0ajhYx/7WKwzRpgUoeiSUQeMVsCcYIVZ2mYC4DUL4Q2HAoARJl4ogHDKCRNoKcKSCFLJOxolGMzXue5KdNbqaf/R0SicfvaZjQBsr7X3KH3mrqFS/9o6xghFtDlX1X2xXsxl9zmADuy3S614Wwi6KwDnn7vEqPEZLAyN3yeJ7nS9rraf/2mLDP9z0mYMkzLg6phP7Bef2zdkAACzpaDzg/bqZ7LcgZQcrVlYoLcza4cRcsZPDUEbALMu2AGwMWC2rq0AMCir9v+l+hlGHMlwA0Yc5gGNz8LwM5ozjMR+Ekpp84O2LkgCwlUA5mM9EXdZC0L0QkIdjwCwsmJ0N2thwHXjr4ccMAdIZLvSPIE3mDJEn8PNJz2s5Jkgd1szBKv1pLICeRnEJf0pAbh+3u792QNC2PsuMUc9uvpXIbx8vD7WBtSTnvSkqR11EH5GGHqiTW04faeMpte/7GUvo+sQNt+b2AaM9Sb+i7/4C/on59s0AFw6nyc84QksLSpt//u//0vhzCQTVJdrdvLJJ9NBq25DPhomDgBWv0H1XFdaBvaFSbW0zQrA/3joMVzQIk/rmTDzbhRnVUFYVtXjdcJYoK6gz7PZU+rg9+FoTGBvOXucAR9ywIFjcj47Tu4ZbdegBBZNoWl8z6gBx2LHbwBSu1dL17eunAnADWcqK7HqEjqeZwga54occGkRCTW0LSomub83WAA2AZZ234rnyaiKgIoPP1sYmnSJYWQB0dR4QUqMLPcLYBYAlvwvwJphaei1RmDDkgtGBAclSRRfiduz84IWtgvwRrgZi1H2AFbrSS5GrAbYlNCjZe4D4I1AqzXB0gdYjTi0EQNBWnsBS1MGCV2D8cKxzsLRbD3IXsESyRJHLKkHZnRq2MtEWCkEjStZGnu9HXbYoQKfQ1xUqtCUqeZM1zFcThdjjFdLjLKh76KuouQ04Zaa0yMEAQZsA88P2vmUIbV3Ftppp51o1IABmHvRQimJkJsNPIQ30HLPwO+6664rGhQkY438/ZWV16ie/eevDbN3QS63zzwA+De/+Q1zcyWhCoD3//7v/yY8q/bdEeaEE1LdRAZLUBhxwKwh35DP8y5N/nmEqFHHvBoAfOrzjhLgJQgvaP63LRwtwIytyIQB3Fr/K+FoJMMWeF1KAHzwgdKSMb9ubO0WdQ4SxvWRmXz/tvsPYIrvKN+Qqy99J9gPYd7cOa0tdJ0ff7UYMN4HAJzf4xsyAONaeKbblhO2/SOz9mpd3xUJwInSIM0By8/UExhgSydnlhuFCgAj98swtCs/kgYN4gFdB8C4/ojEWjMGgClmSwAtDTnoSUkfV8n5LoswEUKs1CNYrSajH7TYTpoiGj8tR0zfZ+OzeJylR9LrV5TR4L1gvFJvLIvlBMACx+qEZVUL2s0M498wI9Xtu6qXHXbY0f2lNpR2pxv4VkDW6nqtVEacnNLWUYwlaysJfWNlMwqrDMDpDNsmlHZI6LZH/j5NJhvV69deMtXtDKp7zQOA//u//7s2vwclOKwm57kB0BFSv/nmm4t5XwxmhKWxcCqxEgyYe9zjHszp5dt97nOfcPHFF68KAL/pEAAwFrHI92KwAoQtJ6yCLGW2YLhDMmWsrstMGOMk5YSls5LPCb/5rNPHQtDPO/CguAxOoCrjM/2tOawsbNXEeksXrFQbjHIk5E19mB/HhXVp7pyGfVGF0CX0bO8/LwAuLVKQU87rg3EfmkXlhsaAuwIwgULraQkIVgdcA8BRhMu5GgzXfgoI98CELZRs7HdB64BNfIV9RtKggQxYOyEhD2wNGQDjOBfYVeLaGgCLilHpGtoTEoCF4QJE8bevAR5pH2COFQNkgCpEjsNlmm7Q8GZFOiUxvKxCrSVkfcGA4fvsfKBxbc2cgwBMHYeKsERqOQMA330nuF2T8nOrYbzphksA62/CSW5IP4D5Ou3ics21l6mSszrE58OAO8JCN5TMDtbOrju+e+tusywe5gHAf/u3fxte8YpXFM8T4ecHPehBrZ+h6w4Ia0LJjOhCHSCgIcNLXvKSxkPC4eyd73zn2D64llBTWzcfv8OsIei3HLw2oMSIhj4QXWk4GmFmU0eLMKscjmZumKYE6pLlWGrumIVr8+azzhgD4EMPOlhrFuWTGduJK3Jl27Z+zsPSbSBsngB23cCC805YAKxHP/rR8fu75ZZbuGDK98tNPLreI9ivVAfcVkNsx68bT6XP0iWvXXfedaF9//62j/8ZGaoKzjxznSQXnBix9NCtY8BMKep8LHigtpDKfNkyUEPJYLxYGJLpqhiL1pMQOrMEaZEADQ8s6YQE9qsArCzYyproD+1D0GZNifsfAKx1wOyIBAhcgmhrSZoxuDA0FxU0H5G6X2O9KFlaAiAjh6vsVqwpNS8MRsvnNUQN1suQszJnVikggiWRBpwOjo3npe+31gdrZMrq9I1K4Xu2SgAc1cZcb4e775SiTxnjjRUzzAcY09UVtBp2jOV/W0RYpRvUTubqay5flRB0aZB1ArJJwLi474YFzPMA4IMOOqiYH9tqq61ozGD9UqddkNn9gRw3zrepw1Sbc5kdC+ALEC5tCF0//OEPH3uqMwC/5c1j3t2brVkI/3TwESzCxwQFILayI8kJy9sBYKtmHQOyZVNHC8NNYWkaduhrcxA+7czxHPBhBx8SQRfv11STOC0I+wtXZwmJ6gKroUVEI3fR6mI32QTIswBw6bhINf3rv/7r2FMbOwB7llwCYAqbZKWWPjsYKavfJAxN0ZWGoPE3AFUsKbULkjZksL8XKbZK+V+GoONxxBuadcHIAWvul2wYgW1TQSsAG3OXtkjC5IXFJxes4TJYLMgvwtHCaC0sDfAFCGOHJZQckf1aKBo1v1qeBODlc+aGZY0YquxX1gZIUEsOmGOSCyWpzWefYueRYQsrtCeNAHz3HXeWMqS0JJSFj2fCYMfmkEW15ohuKNgEgFP8ahx/o+S5cK9ryBufodcLV171/VUB4PbVtAAlQuJ14pSmY4xj7/oD3vbPlvaYBwAjr/e1r31t7G3xOERQ89oOPvjgRlcylCMhHF6nYvbngfPF+eUb7jmAM4A83zoD8JvfPPZaAPDbDjmcNb8QmEDB7EEYFIGhZrQn5CCCUYbklUZhoAbvCTAll6z+aJgYMhDGwD71zPEQ9OEHHcJzw3lwXmXwLIWf7S61e74Ewm0sOP/wpdyuASx0FWgL6Tezm0SDEP9e+L3rIm7eAFy3kMDis6vLV2kc1F3LEvMVHLQJvfqzxHzzEHQpJN0EwPJ+KrwqALDlgKUbkoafCaQLvH8XBmsUiAWM0fe33++FNX14R1cBGMeK4itVUuNvAD/7A2v9r8VaB2wfAMAVJywBYqkBTowXdcAaQlZvaAKvWVEi/7uMXO46BdcVOljh9aKMXiZcIhzNMDMEWngNFdCa82Wv4BDzwrye6guNzyQArPlodarzyUT7nitlSABgD76YFAbE7wFzUqlpggAvwNZAtjpAFEzHJND+AZ8rlhpjhL8J4aNwKwLwvGBjwz7OPAAY9b833HDD2AfF5FRiDdNcEaidoXqu23AOAFX87LKhbhkMrDQBQrleeq+ZAfig5wUALcBv1FsIK32wC4ioBrznwYQBpFITDGYL+B04dbSUJiVzjqqXtA1iMwN401lvG2tHeMTBsrBg3g8zhxeGaCclu37TgnAOlHW2kmCP8HvOjTuahFpN361/3yYAngTILSpWymfnzSba7ru6960LRRvg5j/nFYIuATQBF05PdHARy8Sx84MPhBNgGQAL+xVV8xgDRuiZDRgWIvuVmuBqvhjuV8aqKfRCPTBAXfPBXJvKClKV0PRhjR7Q/ExacsTWhCsCzvRvpjOWdDwyJmwlSNYL2Hr/SrOG1Ps3irIYhhawB2ulUIvkWz2gce2iDUfya7fWhBjnBsDYDxiXE7zejjvtkjFgxPyHXLljzEo4wNe9Vf/G5TIQre7XdouOP3/lFZfcSgx48nPt9IpeCJut2YwtBLGhNMOLTHBTQsFrmw0Sc9TKw+QoqUGpFHx+YbfoN+8ahP2++c1vjp3iPAAY5wtFeL55A4xO16ZmJ4hfUI/te9v6XfG5oWxu83LOD4/rjpxQvsE+9O/+7u/GHgcAo8VkPiEByK0RyAknnEB/7nwDAz7roOexXtBAOGfCeGqJbWVglSeOWT4nXLWtFPDFBjUmNlt987HRMPxjgQEbAHNidd7RaSUu4EPr+wAAIABJREFUZy5/Sx6L0kgIWLxzVuZl6z9vzlJxLPTzzaMhuG7eOxqvwz1bZzfZxH7z76SNAbcxaX+8OvYLYxAYhBiw2tgsHbuO6fpx7q/hXBlwSxMGr44WAB5n2ZX7eSIAhrMVjK4kHO3DzzTmYPmShqAB0tDwg00HZcS8+xIDxnhYYMlvAmArRYIQi+cONgzfZ4qupOGCfEZzwJJ88DowUwAyLCiXBXAxx7AZgyqiTckswBykFKknJUp4DvtyjGoXMqnfx34yXsQdWhcyGm2ya8nxq93NKuMHAFwNP2e9en04mtQ3A+As5uxvyE55Vj0bXMxZARgmEBAJYcN7oybUnwOAC/7AKJcpbZOkfIsHKDyIzk033nhj193JLsHsSteuq7/yPI048hPHACqVip1yyinh1a9+defPWdoRimTkY627Ur4Prsl73/teliRNumGyBxPONzS3gMFJvs3KgM864GDJ7/atDhhMGFElCUcj/8tBW6kTBggni8o6EKYJAF6uClYc5/Vvf2v6XnohbLH5FuGogw8VYLdJVvNSxnbGw2NlEG4ClDpwg8rZVMR184DvIWwLgZj6atCS2OexfdsA2OaDunvGPl8de0fYGTXNPvzctkBoYt759bw1ARjXxELaXRgwws85+40qaJcLroKvsF+2HVSvaMklaw6YzwgbJgMeSjKQHZHAIfE3Su4AeGjMoDlfgDHOeXl5nTpkqap5CGcsCS1DCU0jDgBoBGfrBSzlRgBlsGeCtjJhcFfki22hi8UpWzRYGZKCsIxhWcQAoGkdG5YYzscYtbQOjlsaB72ddr5HgQELgCUGnJps5wOkNGCk9kk9pAudfeoG9OWXfXcmBnzMMcfU+hPb4IMApA6Aw4mnhfDQx086t4fwg2tC74QnZU0e5OZBS77cpKDpDQyAS/tsCFaUdUxyVgAGO0I48rLLLqu9PHAbg93nNBtyjLnyFscBi0UryXkD8NnPPZAhZPwnWGo42pgw2DFM+TAxpOdFWyGWlaqs1AYOTbaVAOTXnflWMavXbcsttyQAcyKQTLMAcS0TFrvLxISr9rRdtBEedPB9Ntm61qmU29hq/BwuRzwPAMYxwNrzDk94v5JC+7YCwDkDtusbb6SMAbcDMHLBvYz9joefwZQNgHEtKcKKACw0D6BMrNAQNAAYWgmxpBShFAFS7Sf5u4quIK6y8iQPvLCpBFtOlpQu18uuSfKcebOTKWuXJFE9p+5lMSpFAB7P/Xqc8+PHP97baefdGJnGxWDDBVVtTQLAlC81MOHk9DReg+irhi+79OKZARjev02DIwdgsl6jvn///hAel/xeO0/011wWevvtEZ3D7HU4D+SOrr/++s6HmgcAP/KRj6QxRb7NIwSNqEKJoaLzUSkc2/WDw5u5qU8vGmWgNKQp9NfEcNAk3Lsr2SBAuN+iJv713RkwjDyqddubLy6EsyIASy2wgCzcfCDKwt/CgMGQc8esBMJSpuTLllacKjqqpUej8Nq3v6XCgLfcIgEwV+kEYUxYUtGAtJFnPPIJUh5QctKjMND4WB0A++8jX1gD0L797W+PfS0lRpnvZGr60neav88sAIzxhpwvjlFiKCijKhm5tAFw032/wTDgIdiaAofL/1bOLwNgQKPP/UYvaM3vmisWGe9ggcAqbHghDBbE/5n1vzT4WORyUHoEQyGh+md4QoMRU+QLcRYYrYAxmLB1ReI9zSYM2ptXehSK6hlhaWW8UQWt6mYqoM2UgyKrYVgCiCv4itkWXi9mHAxNI2WEPcCSzXQj9uyWBikcT7EHeH0DhgoA77zLrsKAXb2X/O1DzeMMGKGy3Kjb33RdVrJiPLYcBSKXXvqtmQG4rkOPnVsjA54BgAMAuLDtuOOO4dprr+2KQzEEXXpBiQF71mG/r2YIGm5FuakFvmsYLuQK184fOoSw3Xbb0aChNAk+8IEPZN7Xd9iZ5NiIQNT5EkPwBYvPfOsOwOM5YADwOc99djTfMKAFCI/6aKDAAFsKNzsQpiEHBnJkwiUQxorbGjxI+OvvPACHEMCAjz7o0IpZh2fCOCebLGxCyEPSTcKstuuPcC7uh5JjGl7bJr6aBOBKAIzvG5aWtpFQDIdsOYhzQh6/dG7+/uvSErF0nnURPptX8xTOLCFoM9aIbLA1BwzmaGmJZHFqr+d9oTl/XjO0uqXyWTGA9bup/MgDMOt+Ca5S88v/CDub+AoATNcsrQtGvlcBvQTACDHzvYe0qkk9gNWMg3W1qoRm3td5QFuumx7QKrKiyUZURWunI7WhpPOVM9+IbNfC3FBPA9+1SQrTQ8hDK+BGUI5OdmXrSX99eT/svMvuI3GyynO/5bAzv5SxfQ2wrbBhnBHLQCg7PNkXftklF60KAHuQWt8ADHvLkgtT3QSGyQQTRwmINoQQNNhAqV0bQopgEtNucKvKrQlxLITwoXgG8E+7NdlRvu997yvmlGcF4Hc951lhiBCzhqHNFcuHozHmaOwOZhxtK5N3dARhFP+jH6q2N0zMN4Hwa854c2XsAICff/Bh0i7NdVEqgjB8djVMbSM0BwUZvZnpu/tC8vsV5UhXXXVV7VfWxIJL937dgXCedb2Jp71f8DrcbzAQmcSZq+39bB6aJwPOna0IPOp2ZSDkhVcApCS+GhdhESBUMU9xbSEEDdAEu2VWF1aUqPPV3C47HFEdDZ9n8YU2ABa1tDyHHDAFWKqmNrEvAVkNaKzTHuuBtb42tiHEAlRzvRRgaUi6Kr5KYqwldlESYRbD0wrGy3DUguWk5nsZenZAjCoGiq80vA2XLP7OdI6IrqJDXQ0DzsdNhQHvco97KgNuZry2AqoC8Lhgy6844w3pyo2qN2lSW+JiX/q9C1cFgP17rm8ARjce9LDtus0jBL2aDLiuuQHUyRA5WV2uX/R0+exw18pDwZikUeuLkPosG/yeESIvbXXuXTMD8LP3Y9nRqLcYQVg6jiEEPXQlSig9YoRtDISheJbxZq0MtesKj2OetDKJvvrtVQBGP+AXHCLmIzQLiACa9RMmEy+Fo9MKPjHkegD21xbAi+/NTzT4LnPGOan3c9Oi9eMf//gst0h8Lc4Ti8k6D+tZ3qSOGc/CgA0Y7KcH2xyAx+uHq99xPA8D4CwSKhggDBiaBmmuIKVIAsDIsqxJDFjZbhsAmxsWri2PrT+ZnIHoCrcdc6xSNhUgaBqCwY5Cbznlgk0BjXrfIXr2ktWKP7RnwegHDKEUJBMIZy+NxLwDAM1nYg5Yc8rmv05LSs07x/BzahtqQMvvoqb5Ahc4rqqgBwCuhpuRD17gRTDQBeNFiACroSH8PDkxyMqHG1ZJfe2gEcURqYa46abtIxavK+vvf/ebqwbABggegMdW2qsQgt5tt93C5Zdf3nncegDOz6+NAa+PEDSsH0888cTi5/nc5z4XbQe7pSDSYTA5v/jFL2bpDwYOlOBnnnkmPZ67bjno299QsJ533nljh0FeGIsGgFV+vrMC8D8/+xkqeKqCMFOq/QGL+UNvUVXR7P9SBGFhvWpXKQWCY0wYH+xVBQYMAI7gOcaE0UtVwt0cwtYRx5VPMMSnqaiuIFwXeobiGSCZg/As7lL2hdaVDtnz+Wco3U9IbyDfC+CdxWyj6V7dMAFYhHc4txIAg6HS/UFFUlhExhywho+BA4t8HDXBxnrVAYvhZrGrLDFg0x7hO2I/YKij1ZgJ+V7CDg06KNdOiv7hsvhAA0SH66R5AtmtALKUGmkrQTw+hG2lgqyyYQIuuyCZetpqgeVvvK8Yc6BqQWqAWResyvFUi6+LA1dxQEc7Xcg0MuB77Hovx4BFjIUxiVACVyLwsmXI2eqD2fsijLgsqS9ZoslG06YGHLIikJvgkov/b70C8NjprQIA77HHHmwN2BWQNnQGDGvIumbpyKU2tQzsAqQQeCFPt/POO3NVPeuGCR/5QBwz3x7ykIfUWl3OAsB3WBiEdz/r6Rw8DEGzxGKRdb+ijFa2i1wwcsL0hJaccIkJM9wF1kvTDoQYEwiLEUAZgI87+PBYhsT5i3ljmVgw3kw4YteFEwVD3dJ0PN/aQBjPl5ywTMhUMrgA8AGcZwE9jBnUj5dC1/ljeB/z/sbvSPfg/ij5gc9679VdP/+4B+USEzZg9D/HmayyMpcPzRlxzow9c/bdsTgfewasq7OUAxY7SgAtGzGwhhfAi1wxwFeBVvO/ku/V+l+Gnhc0TyxNF9CaED7QuL8hCYMZB1KiIsCSK4W7nU0YcE+a2pg1wAq2KP9hS0L8DVCuOlxFERbtJwWE7THUB5v7VQxDIxzd61PExSoFywNrZySMo+gBrb2COa69X/ckAFxlwC73q0ArbHdcdMXHEJagVaVcPPvZmsfBCVpLNL3YF1/8v6sGwHbTr+8Q9L3vfW/WHnfdoJiGcKu0tTFgWcyMqNq84IILxg4xjQo6Z5WoqcNkVTLjQEjxyiuv7LzY6HpNZtkPPX/R4L20oXMTOjiVJkq0KiwJ+roYcQCA3/usp0op0UB85WRKWQjLCrjM+fb7Aapm1g4qCEMdbQCNumGExKiixvJ7IIpp+S8VCxR/9EL46wIDfuEhR/CjRY9aMh3tXWpNHqKxh0w6uWNWztqaQBihZwCw3yzXi9QEGjFAyZ6zYBhc1C3qunz3bSro/B7ucsx57tPGfO292gA4r9ctAbEPO5dA2AOvP14lGkKgs7ayBoJKtgCUWsNreV5hxJrbNQAGTVtAnlfaD1qOONb/0lsa+WEJOwMvxA1LI696Ufo8FwFfREvJRkfrWIpEMZuyXAs1y+dXL2engqalZGTIAsIINbPdoFpS0lhDRVlY5LIZA5XQ5ogFpbSI+QS7rEOZutZhXzQ2gqYCznf46ULV+ffMxQUYcFzd6IXgEwBWAnDKDScgVtGVKeMKTJjHaEgZSXWDWaBB5RbCd7/9PzMBMBrFo5zFzr904wMgalvmrQIDhgjrjW98Y+fxDKaGeubSdsQRRwT0JG3aEE79m7/5m6Iv8zQAXHovtI0r9X/Fvggztp1j54sxhx3hqvWxj32seKTPf/7zlRITP1HPyoDf96yniPVkBYThAd1jGgegu6y+uh6EwZiNgKyQFas9JeuIc3W01vWORuEVZ1ZzwL+z5R2DATDzxWYUr2Yc5thjTJi5Zk4sLiydeUfnE4gPrQFUzz33XPbM9lteQwsryi984Qtj34c1bJjmK28DYH/MEjGoA+hWEtHxZKcB4LjQUcOHKmNVIZDVwTYw3xyEpwJgDT8bTogq2hopiBXlGABr96McgE1BvaDNHZgfVntjaqJJ6EJgywFlvVh2Wiia0VJ+bi1Hol8zcr7JctJAuOIF7VXOrkmDia6WaMQhBh2IEqWwdGB7wv5Kyv9SmzEUUMYWKxIiAMPnXVKzEwGwsFzXfBnetCS5xoAT8DJkAIeSCMLaMUM7Z1RuegViKV1CTkvaS8WLquHo737razMBcMfxUL/bKgDwpOeUD/ppJgGsNktWjvMC4A996ENhv/32K360fffdlyyoa8h90uvTtH8+kV500UUBJUylCRAhbizGMHGUtpkBeL8/UjMbGUMAVuZ8dUxRDa0CLQhb6IwVnbI45ah6WcLUMTRdAGGExEoAfMIh6MgkWw7CEkJLNpS5WQcAG4yE7j6a88LPUk4Y1xeiKzBgf7/W+SdjkZb32u1S8lP33U8CwPO837ocyxY2pX3rogsWyrTvx/72jNe+E/+Y/51eyE48lDPjHNDHvKA9A44ADByQul0PwMzfkuUuSnh6AcxWRFkLPQlJp3IlKWvifgNQPH3O3LCsKy4xQ9rkkv1SkGX1vstkxbEESUuL6AyneV2IsDgHDnth3ZKEkhFSple05nxx3HVMDGsjBrhmYT+1rBUTDhNimf3rSmS2YNC837FopjUmzKssxdMRgHfdbY8xBgyglJyvxuPj3575mtNVAm1eKFjv2c/ocWm3X6LEnCz1T6wwEKi7+KL//1bqB6x9kMYAuMWcEk3iv/LJMPrx9SG89rg0xib0tCyCrDvGNCBcGvDzAmCEEsHs0Uu3tG0oLLiJ/dZ5QNvnmQWANx8Mwrn7P1HzugBeTB/9sEKt1RqyzATKYLZ9yfEiPE3WK4AdQTgspDaFvYUqE2aJUggvz+qAwYBfjI5MZOFa9+lapnF6a1BHmygL+wGcK0Ci5SkGIFdcdeVY6BmvQ6QE5VAG3AYkiPIgNcCwl4uSde3hm99zGzIAG4jWMW//WXwIugTCTbnfOrCtU0Xb8dP7aOSDfsUI7aoQlx/AkTLFAgFXEV1ZnXAEYJQlLUjY2RhwBF0DX/40QZfWFkOEtSDnIdigzDeskLAltylpRwjQ69H/GXlr2EhKyBhGG5VQtKqg8RiEWcZul6CGVuOO1KBhRN9oXAIDXx5LI0jiiqURJRiZMIdsTFiYb/weu4iwAMD4qHIR1alKL7LPDUcWrHVh1h9SQgaQpUvowNoW+tVydcAgfJIBsjaA/s63AMDjtcLHH398OO200+Jh4K9shvhdVqHt+wgAh0NOCqMHPCxODLU4ihsEC40brwvhdVreMiHols9pvI3hvMAX7zcLAOfsEpaQr3zlK+PH8Od5n/vchzXBecOI9u9hfnsg7AwAts2fH/KRUKY3dVOaFYDft/++oRcWqyCMMDJFWfjvmTFkJosVUPbCrOEAE4y4aZEpazga6mjZL4STszIkAPD/d/DhWtqUyiLMSMCuS7lO2GwpMc+pty3eq9AtB4ux973/3GpetxfCPnvvEy1fSxEIuGShaYPfkC9GKNpaE+b3XN3dsTEAcOnc2xhwDsjrA4DpMoW0Y5EBGxBLXld6+YqoyjNg/I0KAzyG/r/AFWHEqQZYAFleJ6+X+l9ikUoEpTEI8F9yvWxBqIyUbQk1/9tbSXaSdK6iAlrzt1qGJMCs9b/605iwCbKQA07sWMqchuiwpHlcA1/8zfDzCBqOxHi5nwGwihlloVtlov577+22+54IBsdQMle6Fot3QBzBGN2PNH7PqwUlnEnUK12T5Jbj67I64HQCisRouBxCuOiiL99KAFwe2jZpV+wqddc8FDc9dKy/3sGzAHBcMmmZGdgvzDN+85vfFD/6vLojTXNd4ai111571Xpwo5a5yfYS7zkrAJ+732Owqg29IVoRYhIBwKoN5AAsFr97EAbQyd9kyAPZt00dbf2EX1YA4JcwBK1pH1VLx0ldHX3wWU0MKSroBWkkTlXneHcXziWov1RA/uSnPzVmuAHW+8xnPjMqm0sA7BsfdAlbN90HmwA4AZMBlA8552HqXMwl349nwBI+5fzNG6TEgKsAbKFnqJxNdAWAFqOOKgAToNknGCxa0psAYIAtqm5M/WwMWO5RAWAy32iMoQx2eIvkWymmWgpLMSeeypDIfp0Kmh2OkEtGHTAtJofSznBkDlk9EW1Znl1vQGHPOBcIr1MbR55jZMZIJyVgbgVgY76Wz/U2k1jFW42vgSl/cuVitcL6ZVXsK92QqQVgG/4yqL9z4ZcjnfcDbjUZ8NTE1b8wOwhvWp2gpgGQ1XrNPADYn1vOgvPzhigHYcj1uUEEhNrSXI1r5wCRGlTpyAE3bbMC8Af2ezTBk4mwEULIAsIrrBSAStLU0WUQlpxxtxIlHPukM50XdAgBDPilzztSwmgFELZFeRSSqJjEyivSaj6ppuUxWfnjd+R8AcB+w9zw5D/647DdDttXHi+BMPoDl1zVHve4x03kfHZ7A2AfbrYQ6mwhaKsFZoNq8cbn1KyctADAwn6NvS7E3K8BsLHfvjJfz4ClHljDzwBdO47ml/HWAsKoldeIKAVZatxEdisMF3lhLjZ6+lPrf43V+pIjb8ZhbJjPI9zM1oS+/hd1xdJq0BYs0hvYmpr4LlJoeGJlUgWf9SYGvOtue47sAghuIKwlOWABZPspTFbAN5UqiYilalvJxsOqni5JXHIGbH9/5xtfuhUAGOFAH/auMtK6ELDYkfg0VrndVDv4aP7Zrn1D79X2Y8keVvKR7z9vAAb7ve9971u0kMR7IwT9iU98guYc62PDQIFS/F3velft22HRgK5KbdvMALz/I4RNEkQlqkSWARDmQEOFQRmECb6uRIk9g1nDizwxjqV5XTZ16DMHfOJZmQr6jluEkw4+SvuVyqTKnHLM+yZrSU4elieuGMxrPlAnZQtBY7RgofPu975nrKQIUZEnPE46ijUZENj1h14AVpIeoL1NZZcw9G0RgIl/Wa/enLnWMduc/U7FgCcCYKnvhfiqGwBL20ELSUPYBUAn8JLEmQGM/iTTVIBjC05W50ovYKqfV8JyD4IrEWmhPSEZr3pD4+Ww4EygK6FmH3qmyYaBueZ8EZJGqBtAHMF5qF3K9LvBaS+xB0QyMpHvTsw5OA6aQ9D3jiKsGFaNwJvA19hxDsLyeJUB8wSUDTcDMPeUxdZoFL79zS9tMCHoBIttU3V6ftp8bdfXwegCrk5NGxgeSrHmVQfc9unR9xW51hLDwWsRjoRqGiViq7lBuQjw/Zd/+Zfat4HLEXyl0Re6bZsVgM/b7+EyBsB+EVfTkqR6EEaIehiWtcYyB2HLCROMCegCwuY1/ZK8DOmOW4Q/P+goZd6udli7KXl1NK4FmbDL8wp4ap0xutGoOIy1jWElfOJTnwoQX/kNwInQM8w1TGDZBsJo/0dBlm42Fuq6EJW+tw0dgG1+K527Hzc+51sC4Jz5zguAcZP49zbgiN8JUpIgdi41CQGW5X4lnyvGHMJ00fFoEBaRnmTeV/2gfbmSVh8MBq4GWCtqGHE1BoyTcO3+2A2JLQpF/CTXBDlgAeVkO7ksimeCsABwDrqJJafcr4D5KIyW1eqVIWgp0aPpjZYr2fcTy/tok5mwzH/njQC8+z3vXcwBW3mGZ8AE20oOOOUGDHBtAMEtiyeRAvr8G4Bcmay5upYT/9Y3LthgALhLaNr2qQfQ6fO7Mf/sQtldjDhwHVfTC7o0iaCnLloR1l0HCDLg81zqOtQGhF2eRz76wAMPDJ/6VDUc6l+LqACEPyhL6rLNCsAf3O/3ZcCCGUzIhCG06vWlkQOYMMFS+wkLowbwVpnwi856a2Xs/M4dtwinHLyWHxXHM7EWw3Y4lov7mIrTgzDbuikIoxTJvlvkpa+48rLw8U99cuwyPuxhDwsP+N37R+brfQDq+qHiICVBFh5HKgFOVXWLOzuBjQGA60B4tQG4KSccWZsCcAKQqmiIfXkR9WwB4GS4kQRYkgOWnG+qFx4wBI04MxsSsjUhhK2iLRAiKEtEEWEBojSnCpaa5YCRkwUwrzNxFUB3BJtJKTGy8HJ0xFLjDTHnANBKmNnC2uILjZpgieJY9yiLLKxYGNpFKOT7rQoVY7SpTYTFJsuo+jM/Zx92touO52NLqgS8mqbnREFwNearSfwNHYA7sU/kul34Tga+A9cCWr+yF8JT8UV1mO1xL/5oFMKYxUZ23A0VgH/729+Gxz72seHLX/5y46dF7TA+g28T1+HyNO4C9nTccceF6667rnG/s88+mwy56zYrAJ+334MYZpYwtKRvEH5uCkdjf7GbtLphKFJQAyxsNwfhZeSSGTLuhxPOPn0MgP/i4KMUaLHIdYBNX2gAe1JHJ1/bajiakzRC3Vo3/Nt1t4R/fs+7x0LPqON91n77R7DEpMb5wnSWGkIsiRchyML3+Ktf/ary9eQ2lXXh6I0VgOOipoY55SHoaRgwLqhner4sqSsAo6evVLfIvG81vfa7DzsnEIYCOtUAW+OG6IjFfsHmgpWAF8dk3wGR0WiXLldbq4Ipqp3JThN4RucqM9QwRywVU1lYOvUHhsuV9P2lCxY9Pux4EG3hdw0vrwy5kJX3NNvJ1EsZ58sxhMUMzTO8CEuiSbb5RVevxICxyraBgu4WtJdUy0mfA5YvALVQ8rxcNPlpQMy1DZL4uHDGhrNSIzmhUfjWN74wZR2wgmEX2qpXQXK44yVPJ598ckDz99KWTwBon1dnSPHOEMLzus72IYTrQwg7tey/oQIwTvvGG28MD3/4w8Nll13W+Cm22mqr8NKXvjSANaPcpMtWmnhR5oQOSnUuV/64p5xySnj1q18t96W7V5veeyYAXuiFf9v/IfSl7YXNZBFGMRZATwAZoIlm4yv9mpwwFNC0rRQbSzAQ38owZ8LHnvnWysfBONxte2lraUzW72CLcj8Z5KNhm7veNez7iD+IjBbH+Y9PfoKhZ7uO9vqnPeWpsY1mXkoYmYBLN+ULX4ylknCuVBucv3ZjAGADO5sfK9/FBABsx/FAWgpF58+XVNGyeFsJvRWZw/MQqpwjOvgaK3UADMI1GgS0DBiENRU3LJQexfaEWidMX/dBPywSyxfCIu7rBRPxjtTeUo6P2ItcJzQj7tF2kvDGqAxATw05aH4hIWj8TEYbakWpZiRITxF82VBBwtLYf92yhqdjyZI2ZVhOTmPGhuX41bw8Sp3w6f1CaSyc74haCu2nkdYIwLwIAGOufcoMOM//5gCMScY2KigZVkix8jSYAMDzCUE/r/fGcO/RH9TOrz8Il4Y3hwPGjADwgtNPPz08//nP7wTAUHHuueeexX1vTwBskzHaLkLBCocpP7GXLtBd7nIXho0POeSQgKYIuSNVCSjRueijH/1oOOecc8JnPvOZ2vfwEzTYsYXHu4C97TMrAH8IDBgAq2MHOdtef1EeY6MTACrqHJuFWUOy5hIIi7jLwtEvPPsM5sEYspvkgzbse/ftdwgHPGN/mbB6IVxy1RXh45/4z/gKmSxHYa/ffUB4xMMeJhNR1j0JO4MZdMkJlxyy8PqSTaW/P+oAGOBdArw5XZ6JD1M3JnLg8383sWAPvMaOS0BbJ8qqZ8D+DmoGYAkrS8iZQiqA7BgABwXkBTwdnbBEzIukhvUVFvAVUbDcOYIXK9FhigIsLhYESME0BVAl/0tV80isJJEntgYLEYQtPL2e1uemAAAgAElEQVRk3Y7w+sR6ea1UdIXjwdfZ8rwE7wyE2SrCh6ItnC+r/cpYLH3/rQBsLQdLACwLe8n1VhgwnX2EdvsUcA7Acgenldc0AFyq0T2pd37YZwQTBqP+1SnpivDNcErYpziA0DsWRvz5VgKETQA8fgkRCn784x8/1oCiKdS/9dZbs+cvTPmhosXfGIQ333wzmTW6SaGJBgRUfqVu913dxIZoxmte85qJJ0q8YFYA/uD+e5HhkvFSLi/OcqQMDoQ9E2aJA8LQroGD7ydsTRqsREmcsgSEX/COt1PF2XXrknoBAD/3mfsTPJFmOPM9/zwWeobw6pADDmTNb2K6chaYsPA+Ft42EBagTmdqr0MIuuQxjvA2GmrYfvm5Q0UNMaDfpnXV6nr9ptnvtgDAqfRIGLDldenpjP89aUfoQ80+LO3NOKS1oYShASOMsrL/ABiwLtq0aQ9CzuInIQDLtggKumbIYQ0WCM5O5Qz1s3RLsi5J4pSF/G9lceL+psALLyO4oxNZNRcs8xBi1pLKEbzVlr3Ov9vfJ0UA3m33qgqaN3fW/YgXxtiwOl/loegchHEhxYkr0W2cgFdFpxOagwjLhZ9fGj4SHhSeFj87G85wxMv7XB0uDC8LexfHEBy3UHfcZdsEwOWr9Itf/CIcdthhVD933boAQtdjofwJrHftWhEhTbPNDsD31wWogLA0VdNSJIwNgvFiVEczPNVfE/8ugbCJp9gqTYVapoZ+wTvPZghusq1ZJIhc/YFPF8/v8//zP8L3r7pC3CPdWHv8ox8T0PGLiwMXxrRRn0BZ83pIk9VwdOyLhRbSC/mGbklYoJUWwrcXAM7LkMzvfZYQNL+fMRFWIizs16sdiqiDjrW/JQBGxHjNOAADlBcUbJUtA3iRF44gbJ31+BMpTTsH7QFMIAYTFtC0MDQYsLBbBWZnL2k5YS++wufFOKEyell9nhWYBYwTKBOAAcTDXhiigQNFVqq70EYRY9GKTFEu97E6TLLtbvqb5VbdABgXhEuU0IPcnHk0uXh57pd/o16Y5p3GhOVtLfRsg4uDyVRuc1RBnxQ+EvYJYMCUhcWxbNPNleHCcErYuzgNnHrqqQEuTl22Sy65hJNPabs9haBLnx/fLXoDw64SdoVdt1mBGKVGKEXaZ59yhKPreUwDwHbudxiE8KFnPyCIbwDcsLCoFbDNQRhGN16YNRyskUbjAGllwqgBgVJ0eQTgFkEMhVFq1oHH3vDJjzLcljbxlLZz8qNAcsJpMzYK0w7YA1oOd9uttwlPfOQfhht+/KPw6S9VOxjhNcjhP+EP9yUoYrijfANbzoRzEK5jgngtBFnoUoWfHmwXFxdZTw6mnd8jKGWCktpvKGNCL+4NaZuVAecA3KUMCe9ZF4IG8NJ4ZUIAZvciOiDWM2AC9cKAud7EgCX8XP0v9ygaMxAjCL6CK9YwxPK/DDdrLlhC0c7pSlXPEFUltbIooO1/fFyFVmDAKFWq1P86AAZxlutn4iy9tzk+JXJLR0rXMtFaEPpxUA/AoQrAcgESA867IFkYOvpAmwe074iU2U9aTsgGQrUMicthCUP3wvR1wJn4Shjw0/UtxzNiV4aLwsmhXI7yhje8IbzkJS/pNG43MeD2y4Tw8dFHH81JdTU3sF6EnNFkYZbm7naO0wCwvXbzxX740P57Ur6yTPOaAfUkCYQXRCmJSSrAHUvNb+gHjd6im40xYTZ0oBoZIi4B1wjCMOdgfS+YsfTkFpVzqhMeb2WIxQDnXm6YUOgzrb9bAwdjq8ipAWQB3t5w3sA8MoEOTJhGPTrmm1qW5vdLE3Cv5r01r2Pn51/3t48k2O8GpKW/PcDmgNsGwP54ns3ZZ7ZyUsEGgCfkq0K+TNksTRlcS8L+InO9KKVbGJhPtHRHEsU0/iMrg9do6Nl+KpaMetKFi/cjtEM9sYDERtMNgqPmfOWuDMtLgGff9zeFnQ2E6Wa1bHaT9JOMns/iqpUWLCxDQhoFCxWviMb7QhGJemGXE2bOtzMDFjrY2/2e9yFCeSZrIegxAG6oA87FDjkzrq4IrBVhCk9jQMKKMldQ4nWdrCgLIWj9iBoGT0knMOCTa0LQr3/968OJJ57YacxtAuDyZSqFCT/96U+Hl7/85eGrX/1qbb1wp4ue7QSwPfTQQ8Nf/uVfhh133LFVdFM6t9L7TgrA8fbrhbD5Qj98ZP89yFaxaKX9pKqeLSfc66+h2CNaVTJag0EtTRlGqD5QgBz20cZQuyplzFdAOJUoseuS5oVppKElTQRk7bMu5UdSlhQDfWz0ULWttAkZj3Pii1aAsmC259tAmHnqgsq2LhRt30fOdJsAuOv3Os09Nutr2pivHd8DYAmE58GAodxFJJTv5Zhv6fvBeYkEV5oikJkCNLU01URX1pSBQix4PA+03SBbFApLlp8KwCg/wuIToK1GHMZ6WSyAE1QnRQNfWRha6Jla6BiKJoPFPw0TSy4Y4KpNGlyIGeFqADCuJXLD+NxSBwzN1kgaOcRWjurvrA0ZGJlygLuynNwP4/XrDMDyrTc2YxBlqtpPKkhXxVjJAasOgDH4LO9bvRGtQFDDVr3gALiam2oC4FLlkc8BlxytmgD4ta99bTjppJM6jblNAFy9TF0mQXj/QsX8/ve/f6zus8tFt0kZ+cDDDz+cKurtttuOL+3y/l3eA/tMCsD+uGDAH/nTPQhY6GJEBoxwnQIx6i/EjnIxMmE6Zil4BuSMmfJJDlopHC2+0nTAIhsWJkyLSnQuguUk6yddD+EaJoyQ8whNH7DCVwCWzyHCEjPo4H6FVoa+lMmDMPdVvQcnpkInpci8qp4PjV/PxsqA687bRGptAFwHvHYNJ2HATQDMkiStcbVzKgOwuB+aH3RywgphIa/9pT2l+kYPQliAMUe/H9bADMaEV7ErEoyhU0mriXaR+wWI4J6i8ArnOWTLkFiChDaDAN51ak8J0RZzvLiPzXjDVNIqtkqP+zD9MtlthfG6+mAth5fQ9AoKBKWtJ+5/nBO1HNrdL33vpRyw0sPddr8XujDGuLsBaWLBFpt3ZUi8YFB32sWqyQUXhlNa1Wr+N5YujMK3L/oyY/L51okBuxelEHS5ICMCcAG9oZpFKLPLtmoAXFPPvCHXAXe5Xn4fqGphl4naT7Diiy++OFx/PaqhxzewXJR7AXThZw1by9XO780KwP/27F3FhIMl7rKQNRBeITNeFGN3gC0bNGjTBlo+gp0mEDZ19ApdhWQcItRs4WiwBTJahKFZOwy2IMcBA24KRy+Tcah6k/vKRMcJhixZLPm4wCmCsFj1iW2lhAgJDNZdRzvZWEjbf7s2QbUx4Ryg4t8SBZxqs7lrWs1BnCcz7/bS8TwA++dzYC4x4LhQcaUupfIjfl/WuceZSRg42/Pi9jTOgMVEIlWkkJEqkPCeAwPuj0TlzLr0BMD4AhYHIr5iWZEy3oFnwAbMyn4HrEcyQ6cRfaSlnS0U0BDwOvFuX5iqNLtnFlhEWDTHQMmRMdlU/yufu8qAc8BdRimS1gZTFa2iLNbvDwHcdk01gqPlStR0sDET80rVMiTfVSreG3UirBB66AcsN1NTS0INQ5hXp1NEcyGvr8d0InXB9lMnH7uYsSuSGzVq9I6h/p2LvjpVCNrjFc7lxNGHnQo6PYsbBysVAeAHVRTaNophmYhQaZetCMD6drd3EVaX65fv8+tf/5plR7/85S8p3LrTne5Eoc+2227L/qLrc0Mt+BlnnDH2liiJsV7UZsGZ7wQG/MHn7EI24UGYlpQ0fhVzGoajNcRnjlkAVeSOcxCOXtI05AA4oxfpIAIuAXCAx6R2X+qDwWSlTCkHYbZSG0iemMpS9i8V9iwWmnAJEstKAWMF1homLOCRQJipJJyHPj4crYtMOAdhjFlj203fcYlJdmHFeXQuf48ux8hf03TMOsAtLT5swZI/VwJez3hzwJ0VgP372blYCSkaJHDBEgbSLpB17IH1vsz94l8FbN3fUQEtJUp8ve4L2ACLHg4EtJkTxT2stcB0kyLAQLkseWD0BpY0pZpmwMmKZUeysDDQNVtJL7CyWmBGfOB+pQYdBOsIvl4JzVLi0APwmugKDFvDzBAVw5ZSmK8tXswlSxY0srUAcBV8+YkrHZESyErSHJMFb8A6FTTf1Jizu7V0UWPez/KMyMyx98Xf+trkAFxgiykEXaaSV/a+FU4e7VUc61DtIp/YZZsnA74hhLCjXrW6Rf1tiQGn6Em60l0f6/LdzLrPTAx4TS/823N2FrCF3Y9jwj3E3WJuWGuDNXRMNkzWuSAgnTFhA+FUoiTlTOg3jAoFArProiQgjBEmtfpD9ZW2Bg71wixMONrswTJFzrayxIQTix1nwmZI4BlyCYxyJizlg9X7o/S9dgHQroDZ9b6Z5XhNzNcDch0Iz8aAU3u9Ug7Yn1ssP9JIp08/mvGGAfCAtx7YsbSvBThjgedrghMAVzshAXRZdgRh10BIEo7Bc9EIDXwl+LkVgBEup30kRFdsyiDCKgAmbSrxvLYYtJxvsuRUe062LpSewGTAsQ5YF53miIXAjkYX+J2gJDlGJDT1BcaMuE+0qewIwPfY9V5FBswbwbUjNBBmXVhfUJ4XTQ0GSqIrwX5ZgcfN4uPxMUPlUfjut/9ncgAujJg/Da8Mu4ffV4nJeD+mG8MV4exQdrtCqzq0rLPNQKEEDu0A3K0ZA+YYAPC8rSjzcNi82xF2nazmuV/pe5jn8e1YswLwBw/YUULLyAErExZrykEYDJHvlTAx/fhoiypRJgNhKqYtpwtAprAq1Q1XQNh5R7M0SV22SkyY3tJYuVNJDdW0pJHkfJT9gp27cHRdP+HYA1XzYEmYlYEwjqVdlPL6YD/OdDle+3XWAe0mALauQOlnXnqUQtA5ACc/Y6lxXREDGemVwI3xURXgmi0l/kaIWfK/wATtajSAEQfC02o9afuoGIvYYb2A1RWLPQj4+LKwa4CsldAhOsOTQEQGqQ2EoLXtoIajAcTmDS3+zcaIRQWNemADV4qwRr2YF4YKWrolpfKlkYWeNfdrjDmCsAmtyHyr9pRTAXBiwFKHFXPCdCUxJpt+5uro2KLQqanjKNLXVwDNUzwX658XAHeZkOtyP/AXftWrXtXlEKGpDhg6ajTg65qi+kkI4cDKu46D96QMeEMD4K7g2XW/Tl/SlDvNCsDnHbxjQLUEQZQaEm3MoDlhhKMRvpIlvgdh3DNr+DqUHRkTRs5YQFFBGMzW1NEK1EtS20EBlgm1JJ+WypE4EbcyYYSkBYTBSjjBgbVDWKoTIhlAFo7mRzNm4Bo48D2ZH5aF+7QgvAmAk0fx9CFoD8ApdOrZtrcP5vCBoE4NOAbwf9ZcsO/pa0Kr6HSlblgm1GJ+GK+jHCKVLcljUEPjvkW8F5ato7DCUjoIeMF6EenRLkiqKSAMM/SMe1VzvwRe62oE1X6qAxZQTl7PXKBUDDhQnqRiLKie1ZKSH99y6saETT0uA7iSA84BWKI4DSHoXe5xz4wBp5yurLqT1aSwXFFF54yXfzsDjgTA4xDUZwG4rGr89r3v/O9cGPDYnJtFoms0TnwZSll23nlnWfmpr61fPBj7x2MQEn3j618fA9kEfN0YsD/funPDMXfdddew/fbbVz5eCay+9a1vMY+ab00M2M4ZOdf73x8uTqu7TSt+Wd2zkqPj3NBUAg5L+dYpB7ymFz5w8PYCugrCQDPmdofIi4o2gs0YnDLaM+FlMGUoownCknMD4JKjap0wWSxEV2TOCWhzEPZMWNgxjiYlSlZLnIejGZrD9DchE2YeOdrLeiYMP+mUH6sDYfONbnLLKt0DbSx4lpBx6f1mOd6GE4LuBsAWrGT0pgevZtEpJCcrKTvCNVkzEHBNzRgAruYFrWpo66hEdiwtay0MLZgjugQ8RtEVc7+iNmagl6pjCLDkb4SaTbU8DEsSio5mGxJm9n9LuFnC1SytW0oqaLDcpRXU/sKko1qGhKYQZs7BBQuAWmTQEYQ9ANv3XAXgakS2BwC2SScBq283KJMF+0FG4B0vP0qALGIMUX7iVwHgCrBkykGzq7zk4m/MAMDtYNcEvHWDzA+WRtAoHXzSN6ycRPvnmRSMuoSgJz1ml/2nAdtpXtPlXJr26fKeXQH4g89DH1sZO2DCvSEmEwtH43cgm5QmlUEYAi1RTleZsPxNj2gOLIlSsSSJIDxUkRbKkERdDUMBmCJMoo7uEo726micitULS67O6oQBwkuibHWPNzHhCL4I2VsJk0tjNYFt3XOzAOYmAFa3KqRT+ta5aCCJE9b8LlBMNVroy10I9quqZ7GgrAKyKaWNLYcB7hfJAzNgSiGWlCTxPlEA1kpgyf32RZjF/kgGqDCTUTYM8ZVFCQxsl0biAR0V0kt6j9InWnPMDEnL7yTkYNrL6g6ndcAmusJ+2HjPKQg3ATD38elYDN+dd9l9lJTL1T6/WPGApfIndkYivMiAq7XClRvW2hQ6izqedJRpJRb8/e9+cwYA7jD9VgCxWiHsJ1/7vcuEXH1XuYlkEpgRQHmu9cewCaVt5e/P79YA4LZrWHq+7TUdvulV26UrAL//sO3CYKjmGjQFgCVlPwyVCdMrnfRSmDDA2eeExbZSSpQArBZKZs9gjsfmLkrGjnlMJ8zChYFoq6lOeKgsBLffCiadlpww2bnGgZgX1kYMEMwUS5ScW1aJCeOqWe0xrWqz5g1x0it8y5sAuN56Mq8XBiDE8iNAnlP3CrJgjlTw1UCm5Hyltr0PNqwuWLAwNaBF6HgNAHghuWVBXGWAi/HNkLbWAQNwGZrGxhA1hFgryoB7YThY0vsIbBaAjHsS6ZAUekaIOhprsEQINcHI98JYo3pNYjkSFsUrKT8s+WAoorWXr+aAadmpwI3fSwBsIXyw3aoqOoWgawGY4Or6+VZ/N7bLvVSwMQ64sWtSFrb1K086nMSrLMPWb5d+78LVBWB9sy4TfJd9Vm2WX6UDw0v3c5/7HI++7777hs9+9rOr9E633cOWAJj3uGs9dofFED5w5Has6QEIoxEIgWiMCUtZEnNuIzBVjC/JFctMJM5YZlsppUqmjpba4ioTxoy2EAFTzDqkr3AOwmAcS3wLEWNhXwE9OGZhkhPfapYjQWvqQDiyY5wfFwgICI6DsM8HS9gweVXHsg6NhpXqhA3Uu7QyrLvj6vQE+eOTLGT9fNn0vl2fs/cu/fS5Wft9GhV0XiPsWZt/j4pfPyMQ0ozBPjPudQs398lYRSBo3ZDIftV4QwBZwDZ2S2L7IwlLj8Ce2VQEgwDFTDCGkfpgc8DCsenQ1rf2gVjgyT25rOFoM+SIYWZrRwhwRajami44D+gYhgaLViEWABi/cxzEx9SOckWNaRSM2epAQ9ByLXF+AP5eGDhhFq9bzAGPp2N7O+28m+aADYRhryXF/ga4OUBzcaT54AFFGQmQu9yc1RszsbzLLrlo1QD4tgiok8KcMWDcMI997GM3AfCkFzCE0JUBn7t2W3rI9lZ6ynB1IBbD0QLAKRyNAQYrygTCBDqqlcU/WtoQSj1xDsKWE8bHM2GWhaPJcuBCpGYdZBs8rph4GAhjqmD6mvsldTTC3VL8YYArrlkWUjbQZG7NOWDJ41rjqZ7SFqbmAoNAn+wt7avJQdhbYE4Kmm1f9yTHmyWkvaHlgA2cBSys7izVsIobFu68ZMYE8GWYWd1UWYIUgVdqfQG6ZkE53oQBvpTiBy3gu8L7kutPWZXy62IZneWAdanHexJhZwqzBBgZesZ9CZvJMHJ5YK0PRhekWPeLCIswXytBstaDcLeKamcwYF+CpDlhvEZOMamgUx4Y473aGawVgEsA2wbA8rwabmiO2N/g8nw5hCrl/5lJRwjh0u9/Z9UAuG3w3R6evzVC0Bv7dc0Xbp0B+OhtiVwAYWPCUheMuG4pJ2wgnMw6YLQRQRjsV8PJMhUuBtjVGwhXWhlCHa12lNiX7lisaBCGa97RZLhk0ZjochDG6BYRli9REqcsE8qoKQENP5JZB+VbvRG0LYRdTqijUVgCYxouhJUeQopa/oRjOQct3C8pLC0T/1h9sL62xBibgLHrveiPW3e89QXAvB6+BlUdrwhO0bO4vgzJ8qClsiQDDTwH4PULA4CMfUYBYKnJFiBFnfoyiRpVzpAJLowzYWHG4gEdw88abqbxBut/JeSMv4dowCBOH/K9S/w7Rk7YaAGVfeqEhUWeqKOR+7XyI/lJIZZeqxhyZr1wFYhxDeT5IOBtAEy3KxFr0fmKrNgpntUf2sDWAzCvlXcVa2LAO+60yyiFj83Fqlp6JACdhFf1gJ1ucVNPR7DtcPdfdunFnQD4mc98Zvj5z3/e4YjufKJtpjwGBbNXC2+++eYBreygAu6y2c066Xl0ObbfB++z5ZZbzqXDD5qUv/GNb+Th0fEJvVc3bZNdga222ir2Oa51wlrTC+97/jYKvnDXkxA0wtF1IOxzwlYnLI0cklkH88CANIT9UJYU7SZF3CUlStgnsJWh5YojCBe6KJVAuKKSrgFhHrNizjEOwgQJzQnH8CnOHyVYPeldzMcZfEw2llUQTmE7z4aZXo9OQ+PM2Y49LSB3YcNdQLgu8tbEgksLixII+5C0AWwOuNMAcMy7oz2lgi+uNUHUuSEa+KYQ8zB2OvKe0FJm5ECYf2t4W8ubsDgkGoMBm1BJQ9EwbmLzBbDdvpTE4XORAaMPsDJePjYS8KVXNMqU0Ps3AnHKBSebSbBmJ8DSfDG7LWkpEhYnFGX55hUOgPkc00gQfsm5ia5D7mljwKbw9zNOb6eddmHQIc/h+jywB9zkcDVeH1yayiYZAJdf9t0iAGOie9Ob3jTZTOn2ttV2fgA8jlpe9B69733vG+0O6/af+gQ2oBfelj/b+rrMdg0bAfjYrQkQdL4aVkEY6kkrUTJ1NMUdtKisMmGWLmmuV7yjNfc7WlQ9BvLCEpq2nLB3zJKSJOTUqq0MURQV64Yz72hzwTK2HJkwDRrUli8Cs4WjZT7woIzJEOO/CMIl7+gOIGzAau+VL1bX1z1gc2IXoPbn3HS+HngNXOMiJWO+/PzO+7kOaLkIyupdY8hZWdoYA3bqXs9+KZ5SAAb4UrUMe8p+PyxqP99FpC+1G1LsiqRlSD3NB+ciLC5SUGVD8JV0BNMXFP1qGoT3qIace/ScEtZrKmgs9JZX2JNaxFhQR0uoOfXzFbXz2PUA2FZU0KKAJq4y3Az2i9B2P6AUiX8vS+QG64aZAHjHHXdmDhgfSEw4/M+kmc6BNDFi3ooSShC8r4yBegAeT0hfcfklnRjw05/+9PCzn/1sfY61jfq9bBUOBnzaaaeFF73oReHrX//6Rv2Z1tfJ+wXLne9853D++efHt24C4He/8C6igqZqUuK4bUyYqlOqKCU0DLMOgKF1UWKDBgqzAOqYoEQlTU/pBhCWVobaRSnrJyzhaQlDj4WjYxelUjg69RNOOWEJHSKKZx2QcnV0hQkXQJiAo+IaAVnZyCqcWxeELtis9Mm+lK6AuL7un7YFQiXsa00vXOMFD8AGsp75+sfyMHMuvCqpoO31lRD0GAAjRC0RUKRs0SNYSoYAyOLvDKAWJgyqO9JOSXhMALkqwkL+mA2A+RNAKyFoeHQMJOQM0ZXVjVPvMCS4EnBVRS8APJIyJDGlJMBKOHrZAbC2G6zYTaZewXS6gvKZAqwhxyk1DGTBy9ItjOkkYcICutqwQbsgdWXAREgHfT0AsOBmKews5UfydDPjTUCbA3DzrS4TnIS+r7zi+50AeJtttomG+LfGQNpY39NU0I95zGOiGnpj/Sy3xnlvvfXW4cc//nEnAP6XE+4qnHRFhFgehKGUBKhyoa85YcwqPdjwIXS1Ql7BcJZnxdImUEDYmDCAtQsI4z17FF+5Lko0wkcjhNTAYbKcMKskVZmduigJmIvZDsHCO2ZhoWA5TXXLEhBKIbsozlJAYhs6V11B0MDER6Avh58NuPL5qw0QV/O+qlsclELOOfAa6OaAWwfAdYzYh6p9DpiLGzY5SKF9HMMEWCLJXWTpERIgwAtzwjLwpTnHAqlczPlKwwb5O9COskfAxvcpTBi3rzzGDYAs4nptIiLgKrlg3EsKxJb31dA0yo7Msc3yvyn3m1gwosIUcCE8rZEBA2BhvGJVaXXAxoC1F0QYaX0xGLN9R+wa1TEEPQ7AO+zE6mcJQ48zXlv5WIPkEhAbS2gLb7aFo6+68tJNALwKM4AxYBNhbQLg6S4yFn7o1mRbEwP+lxffhSwVISuCbQbCdTnhMIIHtORJ+0yGSUjaQtMCwKKOjuFo5n2TOtqHo7G4BcCmfsJgGgrCeJ2G/fga7aLkQXgZky3V0dJ8BWwDE6aopUUR7R2zqFil0521M0wgjPkhD0fT6lLFMZz7IQiyOmQzOFAhmF13A2Br1tDEeu05m/BLjHO6u2HyV21MAGzn2gcTpE4KSQvBB4af+eAorNHGPABQaqIpsoIXdAJhliOp65U4Xgnwmi+0NWIAOEsJklr4MnujCzgu4kThTGcrFWjh3iHjLQCwlRp5U47hCsrspH4YBjVW+7uCeLUyXANpLJol9wvmq8IqMGItDbBFEY7BhTLj1vIaRAlKOeAxAL773XeqZcDc2Rlp8Oprk3B5PHHpNnBtex6HvvqqyzYB8OTjuvMr2gC4TjDS+Q1u4ztOwoDf9Wd3DQPkiRA6rQPhIewmBW/L6mh0l4F5h7QwFIUK6oXFCKELCEMdTRzDcei3y9qP6A+dbCuhltbaX+2GRnBk2NeXKEmto5QjCWPhhFisE5YG5caExQ8aE6ks+COryzylySycWYeBQQxHMzYIL20ocWXC6zK/5LdnCRDbSIQ/xiT7GlsqDZENgQFbCBrXuE+WJ+U0TAKMVuh2hc2aMaRcMDBXlNAAnYGyW5YfITStFpWignZCLDBg3VcYsOUy+wMAACAASURBVJJAtMhEaAj3Im7cwTAsKQbRepKNRFCnDuyUUiTef9q3Wmwn1Qea7QmF7UpIWZ9z9cD4jGzQQPWzgLsBMOuCjQ1jzGHxqdEbXhZNFRgD5vnqY16ExXSRCwxXQtA77LDjyHK/LpE7dkOzJyS+DsjOGREQc3Y7cNsAaHseX+41V18+VwDeWADFro2PJKwGlrUB8Gq858ZyzC73SlcA3mxNL7zzxLsSeCUPLD8xycW64BXkkKREiUwZEx5Wzct4PNlWIuyH+Yg5YQDTyhpZ/TuzDlERS2ga9b79kdQJ43e87wrKkjhWwXirIBxzwL6BQ18aRZAgaNvR2J5QjTu8d7QxYfYP1ppNOhZp7a/liPH5LWfrHbMMcK27UmS2GQhLOFtTYWAaKggjTEwBwk3MeZ73bRvztXvPA3H+uw8128TfJMKaKASNhYzzMzYVtHRFGoYBxHSI4mhzBIAqgGkRwimAMsCWYeceuyDhJ3LF2N+aMXgVtIWdeWvxCQFm8R1fpm2q/C5MV8rkbFG2wnsI+WB8Rvwu7QhVAc3fEVWRHLABsITepa6XbBksGDVN6n5lIizbT0LPvdCjK5Ys8pLgCs0apEkF52wNQdcBsLjBpa0CwHfffkc+LyBsDNftzDZUiesmIM1MpTMHrPwGbgNgvP81V185VwCe5yC6LRxrEwDP9i1OBMAn3TX06WQxCgsr0oQA+WAGj104OgdhlhMtg6cu0KrSWhlSfKVmHSXHLA/C1X7CZXV0PROWzklkxmjbpjXCDA1aj+AGEMakR29q1gtLGFp4VLVOWJiw2FbWMWGyW2uEXuiixPIQPTamr7xeuO3bXi0A9mHvLszXzrMEuvb61QJggjhiEhGAV6SkjaU0CglWA4w6YLDWkYahYx5YwtNgxwuLWGgKoOJvsmPzg1blNMLQ1r6Q6uf+iniVawiab8vFFZAZYAtRlqQ95GyFAVvqYhn+58pe2WrTwtJgv1RC+2YMCtwKzvjcFn42EVas90U/YByAC7xU2wsWrCGa2QF4ezBg0xpqaMpfeM+KeV0UaKVfZLU2uO6Gx75Yd1c333NSQkjXXnPVTAC8ww47hN122y386le/krWEOvG0DcS257fYYguu8tBhaNKwU9uxUX+M7Stf+crM57v77ruzm9OFF15YrJNuA+A73elOYa+99poqnNf2OTeW5/H9ohPSDTegQ3N1mwSAz/5zADBAN0iYmS0JJScM0GUZEpwqEG1j3+DEhEvhaE5vZMYizPINHGQFjbG4EG0rezS8EPcsqcmXOmGpDU51wrFdIRg0Q9CufSFfI5X8CEX3BlBlizk+pDhmW2nh6JwJC+iKuMp6D8tkpt1tPMN1gi0DIopvssdZo1yo/xVRFs412V223XNtAFz3fBuZmPS4HrBNCBUXJU4RnTNfD8olxXMTC+Z7Ws4zAjAWfFp2Q9W51L6y7buyX9zD+J3CKxI3eEPDnlKUzBZyXlBWK+5YGnqOHtAq4tIaYNpSsuwI94Us3mTxBXesXlhWrmdhZhP1wdjFh56tPaEYlPQI3Kz3BVNmhyS593z+N15DtZpk6S6NpvU+jQAMISXC02pY4hTrHBxpFTVWB9zIgAHABCsHwuZgxVWQMdvIcKUYoO4mrJLtpK6uGwy80Nr8+drrro4rDr//8ccfz/IZ2+pU0Mccc0w46qijwoMf/OC2sTfR8+9973vDPvvsE+5zn/tM9LouO7/97W8PT3nKUwics26nnnoqS4we9ahHhQsuuGDscG0A/MhHPjJ88YtfnPU0NrrX54sq3Ef4XqYF4Dts1g9vO/kuYYGlR/g/0lwvABg5NgHhijBLS5AI1ABZ55jFzBtYyRC+vFISgZ6qI7pRSD/hOMh7awjCmBgRljazDgNhhKN5jIacMI0O1B9aSpQEhCUcPZAwcrStTCVK7I7EXsPjDRwIHuqYJeHCpI6OwitT4poQR8N7rPqUfhYCGsqm45zHnLB2mJJCqE734KRA6Q/aBMKTHtczX1twxIVHAwCXQtA56NaBcB0AI0Zr52MAjDsJGy4/ARalOgBPpGg1xwvAJTCDbOGnhaVhWanqZ9yTURGNFoQKyPhyAdJIb3IRqLXAlqGBEQdzvhBhqVc5QtDIAcOznCwXjRlwj4D9xt6/wpIJuqyjDgRiXhMFWAFkzf9qHpj3o4qpLBTNC8CYttX9psUhADguoqxkzhlxNAPw9tvj80kul046Fmiy203qtWyz33LVdP58ekE1hF25iYn86djXXX/N1ACML/Poo48Oa9euDQ95yEM6DcCuOwGAUUMLs455b5jon/zkJ4eddtpp6kMb058nAM+b6U/94W6FFz7/+c8PZ5xxxkwAfPrJdyVoDBRw+xzUA4IvXYXUIxohsFiilDFhqyEG86UAiwkxUUcLs3QtDRmitjphNHCQyQyPGQgj35scs+pBmK0NeWhx4mKYWOuEl9mWVBy5kne0gHCujhZhljgXpZIkAWgCsIIwBTK6WUgaYGs2f5YbNhCOTNBeo2xEBFnyYBcQnhQob5MAPFqWele6OGlply58YCdqj4nuHrx3KCBLVbwYcaCZAhTQSCMuaF3wgrJYEV+l3DD25eKFtDjVA7MhgxpySMoU2gV4tqoqGiFnTUcAfNmggQ0ZJA0hJUjifsUFHpgvegWrL3MlH+zANxpwqNGJCLDk3oM1JdMwoyHHMe87x4Dpq47ogVjHOQGWnL+poA2Afe434uX2229fjQ0zXCWMOE3CVRCW5yUXwLh9hy35dKiIwrUkRLIdX+51114dVxL+kJMwYADwQx/60OJxOpxmcRcPwAZ28wpvzwOA7aQNgMFkv/SlL419lk0MuNsdMAsDxt292Wb98JaX31XAV03bBxraMjEWaiDwu9QD14PweDjaGjVoJyIPwgBLsGfmcKtdlHImzHA0mYb2Dfbq6Mysg6VIrkQJTBjhaE52YCQQXlEIlryjUzhaJlApJ6GLPkPj1K+qbZ+FFDmHZTlhPEZrQR+apBJVJsdSAweb8NpAeH0BcL6Yzd/31mbAgaU1GlrV8D7vSY2KMqerKT3mf/m7REctHA0mjDC0MGIBVjy3ZkFSJgBY345Q2C/wQwCZ3y/yy/Qu17pfts0UrQDumHVYECgQY3GXWLDoDdgfGM8P5d6CSl4EWcqCV7QJA1I5tJnUzkqxXaFGWCIDTn9HAZYCMQVY1r7RUiJOAS14bPaqinnj3lOht91228VuSHEV6grfuRpRBVwMU3NHDcy3iK8MrG1w+dCNgbhl+6+77rqZABjM5cgjj1w1Bny/+91vrsCOazIvAMZ1/cd//McYggYA5wN9EwB3A+B5MODTXrG1qqAFhAcUYcmATopoYcLMCWPOMccsx4ShLyUTZtEiJo4FYbF8XGqEJQwt4CssWF0NFIQpuFKGyqYMPifMVopWogTgFrMPAUmUHwlbwdtTnarMl+IqhKGpTrVWhuOOWSg5IiNVEDauK6y4CsIMbbMmS83vcxMPK08i84CXtIiFIrv285bWUA+5X3lrA+AmZfUkIeiuAMzrZBTeL0RcowRvpBENTZS9TZIHjiFoMuCU9zUFtAAwBFny/VkYGiYcBEyEoQG06oq1qKFosGMz6LBaYICvhaQJ3ABnA146YWmvAf7UVEVUPguoYqP6Gbc668m1TWHFCWsUlvBZKACUOl/mhXHPEnxNjOVsPLUjEn01NCeeh59NAS3XLDUXmQSAS+yX2FgC4NLtioHIVVCO4sqY26Y2aijV8rKyr64S8KXMCsBgLrfHEHTOgDfWHHBd2LtLOPzmm2+mSA4CvJ/+9Kf8aX//+te/5sJMVqVVV6XSfTsLAHPVv1kvAIAh2gCAUoylIEz3K+SEWZ40lJywgjBtN9h/zYRZSGqt0deaElPD0QTpgeSvuEBmg1UHwvhkoBTChEVcJVpVslMXjsYkS8BlLSa6LmmLQ1M7a14ud8wCEx71Fyl2wftbXheLA4SQdb4S83xTPauphoWfJRytgKsTrVdH4yCS/zOTe5lQ8wYOTa0M24C26fm650oAbFGx/DU+WnbppZdGkajdexBP3vGOd4wLZs+IjZn6n03AywWJCo38T/84PbpXemE4WifvWQvAKD+yFoW44mC5AsYsPyIYi/NVygFLwwaAL6Kji1y/iRAL18H2M9A18w0RX0lumekOKztiugMiPgFguRdUCa33DsHWqezZhEHBVvLB0sHLSpKsrAjKaaC0B1/OD1n+N5UgaYheF0lsVUjBtoJipQaYiK7CQLXaqGPAfhIyBRoPzJBR4VWmMI71iLKutYKDWjDWcLWBuJ8MNwHw9Dng9QXAXcCrbSGWP4+uVDfddBO9vQGc+Btgit/tvz32k5/8hPvl++DxW265pfatd95553D11Vd3PrVZABhvAgA+9a/uxvpJjB+whgjCAFcu5yUELbXBiQmPgzBmHKkB1tnn/7H3JXBylVX2t5ZOICELIXtICLKFHQFZnAHZZJR91RnXcQRnRMcFEBVRQWVxdNz3FR0QRHHcZsQVUFH/yh4WAdlkkSRsCVlIurrr/zvn3Pve91696q7ONoJ5/rDT3VXVVa9efec79557jtWZkJT3hNkC5YiS5nelt8bsr3rEYKpcLBieLtcsrIhUUzvYpgEOLPgxXamhKMMswlCuWnk5WgyYj1/RE+6IMiwFOHAhzILWu4NwgLX8fvM+JUE41Kh0SUrMEVI3rYhEHOIK6Aa0IwHgePihAP2KK66wRx55pPBMDj30UJs+ffqwAPzggw9yWqK/v98wmbHvvvsyva3bPDCZYtgtloCZbI8l2hyAudajHYiRJIaDgO5h/hWM10VT7rmGt72J3SS+MhdYXmwNagQEtARebJXoEe1Kame8mBdmB8RDF3ipkhXTnUMsVhe9O2PVudGTF3RTyUjs+aq9kftB42foDROp85xgRBT6NILOF6IHdc2l6ujo/6YWlAJl37zjMQKAUaqmhayiC2ODLxMOXKeqWsV4XHUPeOq0skgrk4ETVKvxV3/MT6DKYH7gDRziPhCGaFeVxE45oD/88MNrVILewIDXvQoaFy8AE+yyzDTjZ8E8wUIR14j/8O9gpfEzLA7r48BCVdUT7/a31wYA/+fZUwW8mvy3PixidMSSKlrzwNXl6ABhMNOqPOHaAMRUbhBPD1plCBdBWB7RWADmL1pq9z6x3P60ZKUtWPo0F4xlq1o2tg99YAE2jh2nTbaxzVG2/fSptuWmkzX+wdElKaEFtnmGsDpz+LlbCALMG0324jg37O5YmtX1PjBBuFOYBcai5Taf562aE+bexW9LYO4CwvHe4iWE+UesS93mhUfChEdSgk6vsxSAgxn/wz/8g02bNq0DgNNyNED7F7/4ReGS7evrswMPPNA22mgjB5I8FzjNCq4qTQ8LwJkgC0YcWq/Zt00AmL1evNUNzQWDX6EHjHewLzPnkCqamit8HhoCLHpJuxOWSj4u/OMHxIHRCRsZMeeAoR8whTJEbzdYMMrTdMQC7vpcsIMmhFgRSRhg2+Lcs/eJ8RHF5q6FdCM4z2njHExZM9L5+Btii7FxZIuiJMDipykDYL1dQwIwStBDLYIhfhgOjIdcSEvMN8Pqkvf0BgBeMzhamyrobs9kwYIF3K2vrWNtidmGej4veclL7Jvf/KY2jeu4BI2/AQb8H+dMZzGXblhgEc580QumrwDAF9d/S0rpbkyYC5+nKqV5wgJhlKA9qaYEwnc/sdK+e8dj9pu/LLZlq/KNznDnO0x3powdY4fNm2cv2n47WVdWgDDAW6VngLBUrWFbSfYVlpVRdnZjjaHU0WQk2aIFz2pNA2cl2OgHonfp4JuDMPhWP+8fJh1xXZQXwSoQXlsAHNdZek0GYP/oRz/qiQHj9mmp+dprr7W77rqr4zLfeeed6X0QJeaqEnT5Z9HrBAOOhJ8IZhBitAS4rjqmPoHvLBUJXoJGewWzwApsCHDFO6C5YJWd+RlwQVajKYFWiK7yrwLd8HcW83V2jJlzb0Fo/hwbO3fC8khCuWEJZFme9mtPDlmIJcR15GNLPkakc+LleqrAPRMY12xWktemmddehC949m8kdlUDMB5PRHONAZiITjGGn5Qh4XqIZTAB4XQRTHeSMD+o+hCMVAX9tzaGFGd9fQAwSsCbbrrp2sLfjsdJAWI4sCjfudvtTz/9dPvQhz7U83NeGwz4/PdPJ/A2WVtrW9M9ocEmGm2MLkj9THbhTDhK0/mIkgtgMI2BPu5gzZo048BnsmGgqHX0q1iSpruGLVzasotuecx+es/iLq9XDCU7AnErbr3D1Cl29gsPypyxyiAMgKWDEQUzbiXoSzVU1oxKp7F+UR3NhZFRhFK1lkeU4nvlCSueLgVhlqFrxRAH9q5DdepzwPEqy2tKgG/VWjMUCPd8AfkNqx5rJCXoEIHhK0rP99xzT8dT2G677Qz/dQPgKkAO9qt51wibd6Ah84X4yhkferw8+VKiI5yBCmdcx3gXacoh4RWOPrhcWcv66B09KPFV9IEBn42mQh04wuTqYPhWYvMWJWn2fzWLntlRopIBgRYrGkpGUu9Xbmn0hB7EX/axJAKvmLRGkHA11vL53zCE8ZngKEULbMv2k7lpCT8u7hKG59AdgGUMMywAT506VUYcPaiZqxa8Xi7KrNzs5ef0PhsAeM3ngNcXAOPCW7VqFUtevYJfL9fHur5NbEx6/TtrA4DP/cBMLVaDYgEBwg0vP6dMuFs5mgpTrX1UUNO8A71e9q4U4AAmTPXFYM3uebzfzvjpw7ZsVQKw/qIrcTb5Yefv67bj9El29sEHUMAV9pSRtCRSLs/e6AmHclqgqsUVP6NSOgFhMdyKPGGWrhteuvZyqvtJk8lwL4P/gyGD7zloxuAMmWpwDa2gaRdsGrfsBsLl361NAK76u70CcDyPYP4AX4Bw+UD/uKoEXVZLp4KsAOAQX2Ul18SSUgAMRFToPAMZILpCLYQALAasXrBHE5L9DnBzmPWAM/ANJiy2G45a+VywytJ8X0nWovfrXtCwpPRWCcffrM5aR8yUE5SdBbfQ+vC4QlViBNR4vaGIJvvFBtADGrARgWo6zjeJbqjP4dvu88SoaAXwFq6VuC0+nzHCu84BGG9Mj3PAceGUgX4DAD9zADjew2azSXHHX+tRZsLf+c537Nhjj+356a4NAH7fuZuTAZMlDEhbzO85+4uyMb7Py9GVIIwPM/rGTGJBaUw9Y4EQfgecafJ3N/9llb39J7l9ZgBqei62nrixbTZ2tG296RhburJt9zyxnAz0lkUpW84Z8o5TN7P3HfICqqcL3tE+J8yRJWe/KlO3bdGyZXbnI4/YdffdbctX9dtbjjxei2QZhNnH03BL3hPOBSvhdsVFsJSWxDQm2lvqLU17wgS9xOJSDERHt7J0GXR7AeEqwlJ1vyglx8U3HACnty+D8HXXXWd33nknHwr9X9jGzpkzp6B6FpOTuEqgm9svBgiXATgruRYA2NM4nAETeL0UTRW0u16JCSt8gXnAAGAacqDcrKSkGD2iN5sLs6gFcgEWAB0JRzqnGkMC4nHe3HOAcQ32QzTmGzpcA2TBMOWgCYe8ot3MSj7RAGlYUGZjSHmpmbfzZCOCbSifXZQVc7+F8jNl/bn5hsRTRGq+J7gtNs04/7reRsCAeYd1yILLj08Blzf248lDaLChBN0zTnTccH2UoPFHx44da8uXL1/9JzrCe8IvG2Ma+G/SpEn8CvUnvsK/euLEiVyYvvvd71Y+8h/+8IcR2ZOuDQB+73mzCbDs/wK+BgdYjkZBtUF5sMrP3UAYvwvHLACHQBgLgBgwO3FuW7n86br987cetuX9bqaQnIVdpo6xQ+ZOtH03n2jjmqOlgE7zhJHnigy5dtNueORJ+9n9D9uV9y3gwgIAfv8h+zl7DRCGcAvI32f9HEyp2UC9bQuXrbCP/+In9sBjj2d/fZsZM+zUw4+jkroShDOHLXlGZ6DLtJ1IU4pQB5UoY30YCoQDmDMGk4Bwur6kAq2RgnAvAIzHjNvF41cBcFmEFethGYDxPdT+ED/Clzx+H0rnHFB6AeBV7oAVJVeUd/NQBlxzApaWNQgkAGA2I6Vsxtrtwir6QHs/GA5YMYbEkjXnftXGJCsGawZacywVSug2x5XwWBhu4li6jyEFI6bFJCouXl4m6HoZGu0XGG6g0hIjR2K/nlON3F8yYwmulIjkY0wOwDyPHpgSLLjQ+03tQFkVkPgqu2aSOW1skMMAZsQAvDogPBxo6y3TTgEnNur+8SndwICfeQwYIIhFYLgDpTH0i+M/AGn8DKCJRQTfp7dLb4P74TajR48e7k+xx3vGGWdU3g7agpEIx9YcgOt21vlzrYmi2aB6vgwB9JI0vzrABgijbck+McvNEnDQMxoLXUvJMqljlkaYkJg0aO/44eN2yyNPp/HcPA//tvt0O3a7TdWzsoa1yDjRm8N9ZS6YOmbBgAPHI8v67cp7H7G7n1xiZ+y/t8rdyGkVj7caM4AbGhNBj7Zu9se/LLTzrvhR4fxvM3O6nQYAZs8PI1IS1AzlmKUyswtN6DcdUXPOMmq5MxYjEZPbs9wYAQ4JC+7WC87APAl9SNelVIVcvrBCnFo18RHAG48fVQh8DwCGkDEFfABwL2NIsaGoGjvKGa/UueXvgw2jCcp/t1fl867R96wE4IT5+tvCqo4qyTwArPgZXmfTe7sqQWsTSUGWK6VDhAXKHEyarD8maurq83KzFUYrDbFi8EopnAHFuu7keBVzwLXMfIMjvp5TzbKz4oDVE8Y1xcpAMGJsWCRo5Dn23jGzf1PjDX6DVyr7yejRpxnA2jyhOqg+OY6yADB972vRA64CxGFXvdVkzTGKFIAfF+gGEVYvZ7z7bdYXA545c2ZlWhDUxp/73OfISiG+qDpSVrBmr7Z4b4RQpIEd8VuU6jA3jDJXr8caA/Copr3jgi287AwGIRDug5CFYwpmTZh0uACL1hpeju4jy1V1SHnCTYaYplGGAGuMIQGEH1kyaCddsjCqYNlLPPX5U+yFzxlPYVZ4R4PBKEVJQFv0jnZ/XveO5miRNKxSQbttZVqOxkOsQpmw3rRbF3QC8HYzZtjphx9L0FXAQ8wLw8VIqzcVyxBUlQIc+PNBsGv5OmtkpO0GHznTJwg7EGvxy0EYf5dlZ88KHgqIY5HMFlU/k2UwTdfJbqK/qipe3A8AXE7a6hWAeb7cZIOv09tAVYBbDcAarxEASwHN8n2/2kkQXwXIpww4Y75ZCVrObRo7KrLfIit2a0q3oZRXNFywPE+eUbf4Xv1enE9u9Jj9p/eerzNxWwMIx3uFa0h2lD4L7GAMUG7REctFWQhhIOji+scGRAlJ7QFsKvt93Cjp+aIc7TaVae5vgHMYb/DaSBT6kQ4YYsBuDHi1ADjKOuUd33AMOC68YL7xOGXAx+OkY0ipKGSDCro36FhfALzVVltVKjJf/vKX20UXXdTbky3dajhgLv++/D16vFUlaLgMIV5wJMcaA/Dour3t/C2t3m7TCajRFgg3AaTsqQl8yyDcdPCFcAuAzPFIt64sBjigVAgjDrMv/WqpfX/+cvXTnDnuPL3PPnTorKxXrJEIlJnlPd1mKVEmHDLsQNmvT7SDBr1JgEMHCGt2OO0JA6DnL1xo517x48LzAAC/7bBjqGiVQAtMhvzJ+kH1GfguxWs2J0xzDilbc3W0zxC797MGjYrlaIF5eO8KhNNSdNy+2jtaVGUodXR6/XQD3rjNUABcNYbUKwCvCQOOueDOEaSWDaJGmwBwlmih4Vc5sTHyJ0rQSj2CEAuz7lQ7kwWHEYeuezJibLzqAF4vWUcEod8PqmiyYpx9VlkoLBIApyp5F+Bx5AibsnakefroEcDYgZgWlNys6BoJJhzl5QgCwYi+Nir+3rNfHGNI/nmK9KO43pLoQb7PSfl5jQA4LqpeAbUMoEMtcOwP+G43ytDpAsoShLW5M6y6eDcAcG/wsb4AGJ7Yt99+e8eTOu644+zyyy/v7cmWZnLLgLpw4UJeD0igGjVq1LCPuccee9j111/fcbvwvx72AZIbrA0Afuv5W8NRmSMaEmA5CDPPjGm6jCtEOTrYrsA2947GvwXCEG8BcDtTlM78zpN2y8OrCsD3r3tvasfMG0+WHIIthazLO7oMwsGEZQ+CxQ8mHjkIc9yIYyGjyYTR06XDDxZk+ENDyLXgUfvAT36SnUXcftvp0+3thx2VpTGlTJjJNl3L0Q1r1wcylhxlZgK4M+FUmBWlylSYhSeSibNKZeoyCONVM0qxQsA1kuumG1tOr+3/CwAOthxq55QBkz2DLUaEo2Z29LIdgNku8S0S/q0cYF2rUDGrThJRhDLeoFd0U/lJwXzDhCOLM6SBi4M/wxhQfobX+WA29qprBqNuKg9nY0cA6DYCGjCepz5wBDQQiMly9XPejyALkMbjqJJAF7gEhLXBUbWFwJw4YGWVgYreb2DWGgNwLxdbkclqTiucrYYC7/Lv2KBPFYq1mj348JqFMWxwwlr3Tli4RpC3DEVm+UCs4v/8z//0chl1vQ1EJgDAr33ta/wQTJkyhdGAw6mYp06daosWLSo8Lq6xV7ziFfb1r399RM9pbQDwm8/fzho1MF0oob172m6x+Eu3ZZaVxRTQa9KccE2ircQ7Ogfh8I8ugvCpFz9udz9WVKSff9hk23XaGB9bchCmtSC8oitAuI0yNdgoFJ4pCHvfl+Arn+k0RYmRca6QvuXRR+39P/5p4TzPmz6DAKyxJKwVYMLFcnRVT5i3dxct9usinCERZ5XzhDkKReFNv78GZzcgaACYppc2feM3FAgPx4TLDLiqetONBf9fAHCUqFmyLpWgM1AmUGlsLut9JwxYc8BSEOCUsufr/v7cYLpimWDcSGaEmdmh+eEQYKEKxHJzKJ/DIyLiCAF8rhnABUUjjuy9c0mrLQAAIABJREFUV7uC/s4oP2c9YM3DtzwBCXaUak+4g5Z/VSawQB+RhdycJCNHfN98xm0AvyiFYlSJr9AzhjBrnQNwKqDKbChTu0r3Bk0/hXhBdQ5ls6mjL57Wgo833xZXX28A4BHhRMeN1xcD7hZ3eNBBB9nPf/7zri8C4hMwW7BajDJVHWeeeaadf/75hV9BhHXzzTfbtttuW3kf9HjhjVu16OHxzj333BGd2LUBwG88f56EVx0g3O894eKIErblfW6BV/COhpI6Y8KdIHzMxxa6qjmf/b3g8Mm28/RR2ZxwMGGyYC4uxXK0BFpitfI/Cr8jOWChTE3AKqcosTcMQO+zWxYttHN+Wnzv54EBv/gIWQu6iWFajk7zhBWLOOAe1KqIhVmHStfhFY0+niwHCbhemuzmmMUFtiTMikWVYvLE6z69fjRhkiuxe7mAujHguC9+300FPZQIK55v2v9V6bQotoqf6ecutkrGkNqDUAHnIi1sAlmmdQYMAI4MZp4Xiomkmydr9VEuhTKQT7rwCqVmzb8KXNXrpUtWPViw7CgB0Iqw9XniJGaS0QMxB8x2gyvfudHL2xC5Alo/Yy+YDBiFclm0ImhB2cC6bugDHWNKAyhL+/UTZh1UZaFKFOc00Rm45WRcH1F6jvdFFSUJr/Sz6KlXjyGl11kmwurGXsu927KKOb0w+RgFEMbHRE8ie3zGYCgZieUwH7jG9w88uMELupcPerfbrC8APuSQQzqAFu/f3nvvbb/97W87nh4A8nWvex37w7j44Hv7xS9+0Y488siO22Ku8YEHHuj4+XnnnWfvfOc7K186Ema22Wabyt999rOfJaMeybGmANw3um6vP39Hej31VYIwytGuik7mhOEx24RPZQQ4MC0JrBijS1QjdfSEz7rsSbvtIZ875BSl2WufP96O3wHpOrlZRwrC+Nwh1lB7Yo00YQmFshlBDwSsAFs34ai3+7xXW7dl/QN235PLFTGI3rGZ3ffkEvvqtTcUTvOcSZPsFXs/X8YFBGpPXILIpW42c9JmNnqjTeRjlJSj73roARdmqfSNFsS0KVNUBGXmazKylI0ruW0lSpWhYvXS8wMPP5T5C+MJQpg3efJkH3XKe8nlDVy64Ja1KzCkuf/++2krCY/z9IhxOVyT+FvpsSYMGBtYHAG82MRC8BigWgTkGEVKhFuDqzLWF+VW0D98PuHf/uRTS23VypazObeCpIK+ZhPGjbEJY0bbuNGjPAd4gKy3T7Zs1oAo0Hu5BNpsREkiK80FeyYwPKCVOskSNj3LnQVzJjj693Q7C1W0z43DvdX7v945zud/aU2p31NEBcU8sn5pQ6mf42gl1pNK4tJcea6KVpma5NHL1Uo+Us02ALiz9BzzwOsIgFk2SG3s/MpKwdtL+oWLDjue9OfaAenQ+dfv739oAwCPBCjKt11fAHzEEUdUlpqf+9znVvZh3/a2t9mHP/zhwtPF6NFtt91GH1scsXvHghUXdlrqA/gChKuOK6+80sC+q44f/vCHdvjhh4/otK4OAKeiQQDwyeftzLQYKp/raNMM2ij0hNuIagOwQpA1aH2c5ZVQK/WOJgijR4w+Gzirgy/K0/peSpT/+M5S+/09xSSoLSc37ZPHT+lwzOoAYZp5NOUaNYjUoya/YqGBchqpM3wvCj1hGHc8Ze+68vf5OeWLl0BnJE61px1xtG01Y3P2lFVSxv2b9tbPf7zwfm0xa3M7+agTPOdVfwXXRsqEMxUzy9diLyyl1mv2sc9/RhNXWGvMOPJz3FFH8/xlSmn/iykI8++URkkAtjfccEOlL3PVRbb11lvbXnvtlekYhpoDjs9BfBVI+usws0svvbTwJ7CJ2G+//YYB4MjAxXvsc7BuQfmXhQvskQULbPnyp3WRVb15pZ+P7htlcydPtBmbjSUcsXXC2V9nvgReH0nCdZpEEdKkw20sEUOoMrRjgRrN3OTxESIP2IGa6me2QDyOkEIrlJ0VtoGStMIYMJqnMjNDG9Drpfjb4wgxP+z+zmTK7HcgkjCSkSIb2WMGWTFQNUbe40TvTC0uDMuZb2bO0esYUjmMIWW8qVFGvPPZCXOmG8AaoJoCLXYyMtPrNPmo6gnf9+CGHvCIkKJ04/UFwCeccEKl2AqlZYBq+ZgxY0aHAT1ug9nd0047LfsQooeLXm7V8Z//+Z926qmnVv4OPd5Xv/rVlb+76aab6BgUi1ovIsPVAeD0j48aXbd/OXc3q9cGCLYQYwFs6Q2Nf8Mb2pN3xW7xIY7fFwMcKHoJ0M3mhAXCGE26ev5K+9QVRQaG53LSvpvYMbuM6wmEQ5jVQp+YlSmJ3tAvRs+XKmoyWAmzbl70pJ119XXVC/YILuDTDj/Ctpk1m2XntBz9ls9/Uo/ii/9WM2fba486XsycqThRGnZldSHAQQs03RN9ofzYFz5TwJZZM2baMUcdlf0+QDcfU4oRqWAyejrX3XC93XrrrbRjHckBRowNIubnh3PCius0vsZrwNcqAEb2d9VccF5qjlK0l54HBxnpedef7uka4VnucVdh88Z9Tdt5i6k2caO+3BUrZoCx0XQLSjlkRV9YRhvS/2B8Te9nAHGMpMnDChtA9XgxmoT3nClb9AZXGhJG6gC5q7wqEv3gPHxB928NSlilRCSBszY2XsL2MBSMKUUJOoRa2SYIz4hl+SL4wvUK7ldp+EK5kjLkHPD06dPbGZV2sGSJ2Pu02YUW/VvfsaRAO9yilv6+223x8w0APJKPdedt1xcAv/KVr6wcNwKbrTKMh2tVlOnSD/cb3vAG+9SnPpW9ECirobCuOiDKetWrXlX5O/R4zzrrrMrfISt4pOERawrAYMCv+sBzrQ8ltxqU0FA9D1ij7mVnKKITdTSKwQRhuA65d3SaolQFwqGcfuxJs9O+8ritSDAhPmNvfsF4O3jbjd2+slyOBrtTZGEIsyI/GLnCFE2x7lo06wAI37ToCXvXVTcWz3dplY73uRuxwp3fdvjRttX0mR5d2LDBhhbMN3/BAdj/AgD45KOPEwPyWDo9P9hR5iAcwizcLQXhj3z+04XnCgA+9kiJwzLwpZ1hHHpMqnEdun919S/tzj91phH1+olFZefoo4+2X//61z2lIa0tAC72gwf5t++6S2N5ZaDteC1e2ZACuvrYadZmNmvSxmK6VELDCxqGHB5B6EIrmHHApINg63PBcsNKWDALKZ5AxJEk1Vv1HkupjveMimYvHYv9OtDGTLBHdQJo8f71wzQDFh4w0SCQ58lH7DNHQlK0LgiyUep3843M6zkHYM7Vc0Md+b86R2nlJHsfneiHp3SczdqMadMLhYcyw6W3Jd8tUfNeGe1Qjlfx5qdvKf7uPQ8+mCvwkl9uGEPq7WO+vgD4pJNOsi9/+csdTwqlvbLJAG7UbW74+OOPt29/+9vZ4/zqV7+y/fffv/LFQl0NlXXV0Q0wYZlZ7s/1cibXFICbo2r2ivP2YlmZIAxgdSYcIJwyYZWfNZKkAIe6mDLGlViChviqVmDCBGwQtHbbLv/l03bZb0rWoI58R++6sZ2094RKEOb4EZtd1SDM8pwLs+CYxdvVajZ/wVP2zqtLAFyYaejlLJud8eKjbJsZMwt5wmDCb/z8JwoPsNXMWfavR58oUQ7V0bL74/ywsx+l4Ci1Jvq1AcL/+bl8k4cHDgCOP6LxJmdFyV8OcL7ql1d3LTljcwdxINhtHPgMYOMHsEvZMm6DfjZ+ngIgAhV6ccJaHQacMmFoJR56KPcL53PwyjOe18QJ42z82DEUTuHAWUZPeMmyZfb40qdsIJuBdR0PS/p123H2RNti0iZkugBZgCiu5b56g/PB6P32yRiafWI+tuyeVXFxYE7TkCAYjKxqAa9YMGbEY94X16eYsKuhvSzN1kRb1pQAW839ovQscERJmfelZ7a7rUGXgOawA2j0gMnAUXYugLM+MzQrSSotabsi9cvItATReXWHOwqZA4AL87luB4add5yUKsabxUmVPKSHYrnpJwv9gJSu3/3AA/y+vDPbAMC9LWjrGoDjvcH7kTLXeHZYjLDwlA+UyX7zm98U3mu8x1BTA3Tj+O///m/DLHHVAXHXPvvsU/k79Hj/93//t+N38+bNq5xXjhvG6ynfcaQAXGZ5YMAvPWdvMt5mrX81Qdh9qJI8YX4eB9FXxgIXtpWKPTvjq4vt/oX9ledn6viGvXX/CbbLNFh6KlFJecL5nDCBFn1l9rMg0tK8MIRZKQhTRY0+nvU5y0TvuGG3LHrCzoq+sG/pGWd46MF8Tv21UR4vhz+jWHfO7wa74UIs29pTvlhkrADgfzvqBJ9E7UxRInhygS6qo/F3AcIfrgDgE448OldHJ5aWLE36WcS/773/PvvZz37WcV5RVkb/Fe2V8hFrGsAX1/ef//znwk3K69v6AGC0d1A+Lx/1ZsO22HyWTdl0om9C5MqNjQwqACRd8F5utWzBE4vtoUefzMRK8VjNRs3+ftvpNnZ0nUyYyv+awDZ8oOsNd8Vy/2cKtupgj42sDJ0nIUV3w2MsPXhBPeBoQeBrCsDeB/Z5X4CtMoA1+8uRI7wy9nu12QpjDoxAC5Dz/i83ZQG6uMEIAFjXozYYAdD8mgBwnLvazOkzfBIaVFs7GxwBogG8IbEIwVTU8XFbPFmccBxKzMCHzHu/eCMTgK7q/cYFedeDD2xgwJVLaG8/XBcAXAVSVaIqPEMIq1asWNHxZAGqANfyAZVopLvgd1/60pfs5JNPrnyx2L2DSVcd6PHOnz+/41cvfOEL7SeJOURvZ9GomsbscfmAL/Wjjz6a/fhNb3qTffKTn+zQr/SNbtoJZ+9jzToWIvznIIwecANCrFZWju7GhNMUpdqA5ojhK014TOaEyYIH2/b0CrNzLlli9y9IrHpKL2CnGRvZK3bfxHaZMdpqg6M4H5uCcOqYxX/DFAF2kBkIY2EYRdZBIOd4kljxLYuetHddCSOUgK+67TB1M+YJy8oSCyIMFSSwAQgz4pAKWIyPAPgEwv/2xc8UnvlWM2baKWTAYQdRDcJ0MfLFL5y18EAf/FyxpA0GfOJRx2gDkTgZRUk6QBgz6d+49BLr7y9ubDbbdBKFfc1RUjiXPyPlHiB0EVVRgvEi1zUAIzjl2muvJYimB3zXd5q3DYVRmdiL40Y+/zqAMSOFhigqwWzF00/b/HsftpYH1Mfjjd+4z/bbfhqjCTUvDDaMvRrGkZzxej4wcSK1o8ySkFRudgDiF5plxFefD2eSkTtfQbjHni/mgvEfQbcu1TN7veoBC2Al0CMD9ss0ys8BwPybtLH08SwXZ6W9ePxb41rCOHwPUHcdWcc4ZBUDjvMmAKbWOoaJ8zo8bhSJFTppeqNS5puWpXV7b64n73QV6GZPgM5jeiF33L8BgHsFiarbrQsArvo77373u+0DH/hAx6/wPmPYv/x+v/71r6dHdPnACAUEIXH7Cy64oOuoEcIfEOBQdeDnixd3BtD/y7/8S2WpfLhzPFIALj8eAPi49/691WsoPav3240JE1gRM1iTCjovR7ekjo6e8ABUGa1sRCm8oyHiAltFzjBA+EOXP2W3PyDA6NbjIxDvBiDeqIMJ0wt5EExZEYgAWk6AolydlKO1qECsJTZLYdZVRXOWnadsZu859MDMtlJ2lEpVQoKSGK+sKfUzWAE27N++/NnCKd165ix7w5En2iBUrQHCeEooG1LECuckV7EmWuwA4SoAfsnRx2bgG0DMxTQJcfj51VdlpeeocqCMDPCFGhhHKLLLoFv+/ve//30lA8VjrGsAxgZAZe/c+ggl51123pHjQeylQ87kc+iRZ0sP8igZ0xxDrHjJkuU2/37MnxePfbaZalMnIJKwmXlE92HkCJaU7GZgLtiTlciUNd8d63+mG2hoXj0yn2MenNUSlpxTAFbIQgCwWK3KzQxpYLlZ10qMJ8VYUmw6KNDi7QXOWTsizQfObCfxeWvwTMbsb7qJK/d4A6DjTMV8eQ7AM6ahaM+Ti49UoHi6iEZ4cnyo485ku85uqWhLmPNwntHZ/ahYVCP+9vv/nDDg/GLZUIIeDjL0+/UFwEOJnsCAwYTT4+yzz7ZzzjmnEhCWLVtGEw0c3Zg1BCxgI1WtDfR4IfKqOt7znvfw7470WBsAfMS797NmA0xAIIzeWMaEK3rCVY5ZQ6mj0wAHADgOgHDfYN1++PsV9s3fLrOnn65+5QEmAOJX7bqJ7Th9LHvMYVuJAAeAOg4IsvTwAmEsgmDNZL/sWwFE+2z+wiftXVcV54ABwGe/UHnCSJEZaAhsxZrBgH3xRambzFjc6+SvFDdrAOB/P+r4zB2rEoQT72g5dImV4Dj/c8WeMhjwS46ER7XODxlMwobxHJ/uX2UXX3JRh+L5iMMOz8rO3RyzyuCLv4Fy9Pe+971KTcK6BGCwX7R/yseuu+zEzylAhNF7Md9KABpgfxNgG6NldA6nelnv4K33LbLHlhR1B5PGjbb95k2RAUdkBKMfrNDg7Gd4HHpJB3Y0ciEWfkb3CCZuaexIpitqT7CPqzRPsVr/mQB40AYHNAssoEa5WeCMOd5+iK84F5wroosgrNtHKZoZ3GkUofeS85/hPGkzQOANUV9i7sLznugS4nqL96M2c8a0dnYivFwMwI2LMy01Z7fjGyGPHH1K/Ql4/zYrX8fvhxpDwi7Ib3fbffcXSkLxJDcAcG8Qsr4A+CMf+QjHh6qOKtUxzDBOOeWUytvfe++9NnfuXP7uNa95jV144YUdt+sm7sINsbvfcccdKx8bJe3Xvva1vZ285FZrA4APf/cBHD0ahY9nvQjC+DlKz5wHhllHpo7utK2k+AqjShxhykeUsEDS/MBTlFiWxkeR4qyaPfr4gF145TL7w5+GG5mp275zRtvJe06wGWNHaXCQCQmYAdZ8r1TRbk7PESWwJpgojJKzVg3K6MUFZTTWgB2mTLL3Hfz3bsCBJblp/W7AQ8D1xKxyT/i1JQDeZsYse9ORiDVUiVKuSMnCTE+f4lxwpo6u1ezcz3yscA1sPnOWALiUohTe0Vi8b771Frvmt78u3A8tkwP2f0FhIxkCrqqLrAzE6AX/4he/6ChRrksAvuOOOzqMbWDvuvVWWzrQQOxH/qvnVQHAHiApIw0fH2qtXGW/vf3hjvbLYbvPtNF96AXDE1r/yZpSqmjiiZecy7PA2QbbAxsy8ZTDjIBTIjzM8mrsSAwYnxwxXgEiAFf5wA64aOOyLI2SdD9ZrARZ4XzlwQ3ZiBIqQWUA7gRkTiFTqJW4XjkARx94qOpIbdZMqaB5YhI9dLDeAhN2xstSBA23fWdMix4sBnqC/F2MK/mVqQFrMWzuFJK+MC3OajW76d57N/SARwwX+R3WFwB/5jOfMYwQVR1ItCoLU77zne8YFM9Vx+9+9zs6aOGAMxaMM+KIkhQA9pZbbqm8/49//GN70YteVMmu8TssbiM9RgbAEAwVxzRQgn7RWQezB1Yz9H/hBITABKlEwYSlhm5lc8JDjigxyKEhVTTqVJgjpne0+k501ZJTgYrEKGnjszqIqlLLLrtmud36YIVAK1GPjR1Vt1fsOp4hDnDJ4qc1AWHEInJOM0tRQi8Yn3UxYZhzvPOqmwunGgB8LgCYM511a9dpzpmxYCie+T2qbwRWRR++5iufLyzsAOC3HHm8HI0isN07lVFmjoxh9JJVFtdihq8f+GzR2AMA/I9HHSvDDmct0T7h3qPdtu/88PudsYEvPNS22GKLDgDtBsKx8MZ1DBZ88cUXd1yOVWlIhd60s7BLLrmkcN+hjThUUsbnqzwJsNOO27NqpHaREAwwBbCC3gAMmKyVhAz0SF9RJ9D8Ohdsu+FPf7HFy1ZKMeXX0l7bbGYzN9uYJed0FAngSxD2krTWfOQEy3UtJXfxIll54cYq5rJlaYpzI/tJnwd2U5pVuM7wSgYkyIs+cJSgWWaGdSVfo0CaoqwBjbMNtKit5zWDDW3YWALUqYT2hCW2PNyWkx8Tr7SURVcxjjQkAM+eMb2dOlWVy82hjma5mT2AxKLMZ78CwAOO2bCP8kKAeoiySt+nV9RN996TBXGkP9/AgHuDkPUFwF/5ylcyZlnuM2IOONyt4lmjBAbFc/nAfSHOwnwkjuc///mVVpZDJRoNJdz64x//aNttt11vJy+51cgAuCjwwcM0RzXs0DNfbI2G5n+t1m+jMPtYa1kflJ8o0WFekn3f3KwjB+GUCdPbR6EO7RpBmApSOGWBAQ9g7jLPE2603OYVvx/AbCa898xu+/Mqjird6raVerlpHIp+su/cMXb6vpvZGE88EggD9MGMoXh2dXQSZYgRpZsfWWzv/GVRZYsS9DkH7m31BsRKrlplGRqrMBiLkpVCmCWf6Ia95qtf8ndDz2+bGTPsTYcfa3UkLwUIu8VtK2PDLtbxDFkBswjB+z9XDcBcUB2EsfCGDzLu87mvfYXiq3Tx/LeTTlZ5lKc0ACrAIR9JST8T5cUXAFw28lhXAIy//dOfFgMy4Ku+x+67ZaKrbiVoTuEyDFdjcOSYYTWJzV+9bvc/8oTd+0iqvajb1tPH2C5zNyVWwKoSQkTcloYcZMWJGQeZbk7YWH4OpTCtUFVu5uXnc+msfvgc8ADbI5GCVLOBVW1r4f13AIZQTCXlcMISAEcZeqDlDNiTkWhf6fGF2LyiIsLyfDayJK0U1dgoybP8nI++daiekzGldBFKr4nanJlSQZfLxgUWC72E+3cCkLEQFMvR8vWMbVAK4vGHy/27qn7e9fcAgDuHvjcAcG8Ysr4A+Bvf+IYh+7fqwKhDaqaBiw2gDEu+qgPiLKRY4cA85V13dZodlOeF08d573vfa+973/sqHxv+thgXGemxNgD4kHccZnUsQg7CKEODCTfqANyWg3A/y9RVIFxUR0eaUr9YRJonPAixVBGEay0sljUyYYwSgSkjxQXgfOtDg/aJK56yRUvTBCUBXQDHcyb12QWHTrNNmoiGw/01cqQ0JayISk+CQrXRRj5wzW5euNTecVXRBW2nyRPt/QftI19ppBVBxAl26glKmToafWX4Dbha+lUXfiV/y2pm20yfYacfeZzENLhNAsKMR/T+LwE3Fm2orr38+L7PfqzAqOfMnGUvO/r4LK4wZcL4w08sWWxfu6TIVNEGOeYIeZenY0rptdVLT7hXL+hYpNMe5EgZ8GOPPVZILcP7i1HB7bbVZzFMOli19JEjvjqOICmIgaDi5hoEZWfEAOPFS1fYDXcVE8imjB9l++08lddf2FP2UQshKTStKDNvaBmr5CAsJkzCm80Be7WUZhqqlID9ovWBxCM5XOUCqxauB44Voe+L26ASIBCO1CMZcYR4S3GMKlvnDll5bzgvU+fnLEBZbdi0WoHbpO9d+n1cKx0AnIJv2g/GycIR4JveDic4B24fQ8IIk9fC1TtOGu2lWeG4b/pk/nD33RsAeKRokdx+fQHwUCVlxBTuvvvuhVcxlFAK4AlVNQ6M+VTNEWM0CWNBVZs2KJ2/+tWvdpy1bjPJvZzetQHAB55xtDUbLYJwvS6mKxDWCFIZhAFxZbMOAHYNUYWZOtqDGei+I+MOcEuMIhFsEyYcPWGWozHTi74Ugh3cU/oH16+0S36/3JavrHY5Agj/x6HTbAxSq3w2OJ0TDhAmmA42bP4iAPAfC6cXAHzewc+jPy8XIthaYk0BeHMWGAsugBdLKwReAOmmvfzCosnLdjNm2OmHH+vlZ6lPiiCc94QDhFPbyrNLJegA4FhQ8TXLJ263DeENl//ge4XXsstOO9vf7btvtrimIJwy3jIIR0su1rleATgW7jUBYIQ3wIo1PWbPnm2zN59ZYMBDATCSslDwZXuj4Zp1YKkD9VU3pcEpdZsyvikA5nUPxiuWi9YLR5LAhptqX+K8hRI6JXyyp9ToGoHYzUIUh9ngmBFDGrIStAcweBADk45g2ewzwMoHlhAL708AsEDYvbIdgMs94bLNp4BZZ7TgE+6uW8GKUzX0kCXoLWbNpBUlTgxKWpyz54QAZWry68TJ93JzLIIAYMZXubl2AHKANnc1/OAW54rjYsgXU5/7MrPf/emuDQDcC0J0uc36AmAsIt1cqa655hqWkssHABEjR+UjTTkCy8CiUS5rQ0UNplt1YNa3yigBs8HlxafXU7vmANxn+59+lBahhlywwITZ+0XZmUzYQRiLWsExS2DNGDcPaEhtK9XzBYs2a6KH184NO4og7D3i1EHLe2UQaYHBLlvRsi9ftcJ+ceeKxNc5/8zuM3sje+8B8OZWfCHU0Qhp0IwwSshSLtcGm86A7+gA4PMP2lN6DzIaeUvHaNNgUo7mnLD3gF/+ta8VHgcA/LbDoFqWQlaiLZSj0xSlEOg4m8ECjdGkmtm7SyIsAPArjzmRfUKCr38NJnzXfffYD6/4UeE63HP3PWyvPffUou/PrtvCOhQIrysADsaWxg1ixh4ix/SYM2dzm7355h7goMSkoQCYbNj9nA2bR1RgKK5C6XjAfnHdg4XHH7dRnx265zSCLy4bSPbYuqQLFkrSrjcqfVUbVNG0eSkaFRMxQLxFTDMiIKO0rEoI1PosNTuARr8XigeKsxDKkDBgfS9WjNfNcaUBjL85A2Z4g/eIfSyLmdSulKcfNMrQrpoPoE11ANl1EWIsL0XHiepgwAGuRHUHWzJYNN4dnKOsnLPa3Hwjwpjz8AaVszDzFX+slxL0NXduAOBeQaLqdusLgIdKH0IecFUyURVTbTQaTJbZaaedeL2gFP2FL3yh8NJwbcJEAElLVQfcrqD0TA88FjYIqaBrJOd1bQDw37/1OGsEA05AGAwYJb3RdAJq0aYS5gWN+kobRXs+gLTK0gRwa1tfyTsaIEy3Zg9wAKtVjxifX/w8V0cXHLOYXtNgyQ0g3CCotu3nt660T/x8SeUpuuBF023XqWDBbkU5AE6k0SPszQHetzOaAAAgAElEQVTC4EO3LFhuZ1yVtA9qZjtPmWgXHLB7ZtZBWz+w3GFA+OVfvyh5LnXbbsY0e/thR2lm2FNyUIYkSyqUoxN1tJs2ANjP+mxRBY10pVdirMlFWukcMED4N9f93n537R8K52Ov3few5+2BzYRKtxqTyTNjy4trt3I0HNvCijLuU9UDxu9S9ot/D1WCjtsSTFzZi3ZO2Zt95513tAnjx0t45JnBVQDMPABl8GUiLDhXcaKILk+DhtLyz6/tjA49dr/Nlf3rSmiqoIEnIHneCya+0FENUwJNH3Gq2SAePGbYfc6Gqmc3viAG0z4yxokgnhIAQ1xFm9KsBC0lNACY5Wf+XADMxxvAFq6mrxFhGIzYma7K0wJd9Jvz98QFxx5bmPaCs7GjXgB47uazGCSWMVuXmfMEQf3lpWTsPgN8ublxFTR2NgJeNdPJnCtU1b0A8C/vvHMDAx4JUpRuu74AGLaQVSwXT6db/B9Ky2FGj9tBDPLRj37UYNIRBxjyMcccY1dffTV/hPlfpCBBA9DtQI8Xs8TlAyCK8afVOdYGAO/75hPZ7+3Dh6gxQCaMsjNLcbUoRyPAXCNKfQ0UVnPvaN5usN/6OEfpIizyvtSsQyCMcrN+7iBcKkfnIKw4UUYc4lPfAnAHCPfbJ37eWaEgCz5oGmd/PS294B1NQ4LBps1fuMLeduWf8tNdM9tp8gT74IHYOMXsr0w92D+uq3esPrCsL63RZDn6H/+rGLs3b/oMe+fhso6UcMvdtDguWQThyJLNM4PbduZni3PAAOBXH3OiWGAJhLHAXlMBwADfvR2A0x5fqGHTQn78vgqEqwAYKn5kZFf1DnstQVcx4G4APH7cuEL/l+YraQ/YFb9SQwtsuaZzQ0hbFl3DtbZddW2RAeN2x+4/m6IrCbCaVocjnPd6YVtJ4HXHrDpmgAG0PhPO0da694Ldp1y+30jlSsRYYcjhIqvWIEw65JwFRhwq5wDg6PmmDFjVgmDKih3MspUTAA41dABwakuZMV8fX4qNU9XX8iaN5/Q5m2+ezQGr9FweI8ICEKCqmn4OxGqgA3QJvokxRw7qQ5eguSN2in7lHX/cAMCrgxh+n/UFwGCt5T5vPG2EK3QbOcL7DEcgmNXvu+++XHTKB27zhz/8wR566CHeBmXpbgdEJphpLJcCcXuYhZx55pmrdTbXBgDv9aZ/smZd40ZYrOrNfi5EnP31r7X6KuujF8WqSrMOgDDGjVC2Rsmv0qyjLcesMghjNaKpTuQKu3c0RVUAaspJMW7hpb/Btn3p6qX2g5tWdLQALnv5DBvXZDHRBTrFFCUA6k1gwFcWy507Tx5nFxy4q+SvLB2iz+vOWjTjKIGwq6NfctE3Cu/bvOnT7Z0vOoJjTDRhcPtLzQNLSR1JObFPgBk//i7Kh+/47MclwgKYWM22mDFLAOxlxLhvMGEA8G//kOQdmxF8AcJcWGN0yVWwMopIZjiT78sjSgHAaZtlbQNwgDEAGCXo9LnN2WKmzZ41pwDAaCUCiXg/z6oWgBQBGBdak7PAMuhAG6TMgDebMMr2322KNQC6jQadtiC6wr9jJjjvDQs3OGmTgbIqG0J82mfxn2GQib4uQBbqfIUu+HwvhVl1WwXGGs5WXoIOEw4MJEC4BZBVWToEWp4ZHADsM8MKawDTRVUhLCfFggOEuwFw6njV7drgS9xq9uzCHHAKwMWyM83pOLvFE+msmSUElNDcTEOe0PpZdHfTBnvmkOVjSelO4Rd/vJO+neVjKBV0eiGjhImknuc973mrtfB2uxNKP7vttpsh73ZtHyi5wtpu1qxZa/zQ6wuAMd7T7VxcdNFFXRXSa/ICWSYrCfluvPHGrqXpoeILh3seIwFghlKgFJk8aLNvtO39xpdRtIIRpCbYLcvRLaujFwy2WlJHBxMuOGYlecK8T49MOOaE4YylsrRGbMCEofNogyEDoEs94UVPtuzkC8GC6cqcmfGc/+LJtuu0MZwrDu9ofo45oiRl862PPG1v+4UAOD6TAOAPHrwLxTBYN7R0d4Iwe8IEV7CYur30G5d1APC7Xny4xxEODcJcrPE4BGepZs9gCTrvbc+dubm9+thjs36icmH1egHCd91zt333xwr3iNfynLlb2hEvenFGEDLXo3DScu/g9Bpl+85j9IINX3bZZR1zuQDgSEMKxhvr4nAMGEEncZuMvTmYPvjgg3brrbcX5tTVA05FWGCLEUIAYOFAud7/NtT1ihdkSdoNmDiLXm/bqlUt++3NDxc2bJPGN2z/3Wew1IzNJfZUMNwIX2iNI0GMFb1gsd+iKUc4pKERAzxwlTyfmcbiqIIG8aO5hp4xAhfQEgkRFt2wBgatn2V5D2JwYRaZL1yxAMJemmbvN0rQPiOsESTvAWPkidUCtVbT/8o94fL7mF7QKSATgIO9htq5UJL2uS2dAgzTo//EuAX2eOO+TTTKuWPygOUSGw5nrXjsuCDZcGf2ptlPb//jiAE4fWHPVABGv3LzzTevxIWyIGko8FhfAHz//fdn7lXl53P++efbS17ykuEwbo1+z4WtXrerrrrK0FuuOuA4dOCBB67W3xkJACOMoXw0+pq25yn/bE30zDD323AmXAcLDmGWWaPRn6ij83L08CBczBMOYVYEOMSccB96lVUBDvhsDsA1qxOE33rR43bvo0XT/pP3mWDH7Di2lKKU5AlThLXc3v7z+wvjPgTgg7bPZjjhmMUCZtIDpquWf99yZ6wTL/5O4ZROGTfWPnr8S9w3GiIs9YL7nSnJrrDIhCM7+LGnlth5FxdV8gDg1xxzghZQjiuFq5a+v+/BB+zSHxTDQyLAAfehwjphwgGWZSYcCy1sMUnVzAwz9OVjTQAYiUx5io8ARf3dtsUYUjwPrCWTJk207efNYxQfbqfnngMwx4+8BO21hiwCA+SMpIrGMmaPLV5mt9z1WOHlzJ62se25w2RrEhsGqHgO8VUAL3AGgCuFtONF9ITJiOM/tTfZsqBNqdgyVPcxfpRFC0buLxhyqJ4JnsgDbgtskx5wFsKA32VsOClBOwAH8w02HKNboYTONj8lUdZQABzXC0/l1nPmtN2MJJOGB0iq9Oz2Y1CwkfW6YtoZr3ZFboOXGHOEiXdami6wGBhuR9nGR5euuO22NQZgAAAckLodAI93vOMd2a9TgHvLW95CV6Yy6KHfCU/VdcWAMVP7/e9/P3tO6IGWwwviOQFkq0q3uDPKwpilxa4YauTyEYYWBxxwQNZnTW8DswwEhg93QERSFcM23P3W5++HSk8a7nmsDQDe/V9fKwBuoLwMt0YZbwB0ufuv98sVq4MJQ5TSb6No1qEUpRp6wyj/QZiVMeEuIOxmHaltJcvQ6LQRkCXQAjmngZ2XobnQDdTs3d9a3OGa9bI9NrFXPHc8e3CQYFkLUYaeBgN2aw2bDwb8cwhygmnWbafJG9l/HASbUDkYKeMVPVvFGeblaLDP0ewJA1wDgGUtgPu27eJXvdq9ovVYAcKxMDNJ0Y09snK01e3uRx6yT30vz5zGQ6IEfdKxSldi2dWTmOL7x59abF+4+GuFqgbu95Z/lZ0qWVP4SCfhDfxdaQ40zgb+BgDxu9/97rAAHAt0mWUNJ8IqM2AYfkAwmR7QVTzveXsQZAOAscaL2ckHOgXgsKGEWxlbIOzbax74wYeW2H1/WZwLbc1s13mb2pYzx1i91nTdQ1Oubxg9wjXdECALjL11GfPBDsacDc7qpx5b6RM6dE5TbqF7PUt0hfe+n+VopSGlPd8oQVOgBobc745XHlOYA3DSB84AWGNKKusXhXHpxqdb5SI991Wl6Nq2s+eIAZccSQjKSamZJw0ffsxx0Q5GJw8fdIGwn0wXcYWtZfq7wpMJxxP/IT7QP7zt9hEDcAqWr3vd6ypj5OLv4gRgNKWbovZb3/qWnXDCCZXrM0wdEAqfHvG3cT/MxlYd5Q9N+TZ77bWXPec5z+GPY4OCmVeAQNXxwAMPdGXLcft1DcBIHuqWTDQcuK3t31dVCPAzbJjKoRC9/u01BWDE1O362tcRSCmuagQTRoWoZbVGS30xzAcThMGEpYrG7C/MOQC+lUwYIMpIQ1dKQ/GMMuHgAMG6iYXUhVZVIJynKBVBOMrRp3zhSVu0JDieztiZ/zDR/m7LMRRt0QOa5hxNok344N70yNP29p89VDjFO08ZaxccNC/zyW0DdD1PWMEOYLKdPeFXfPt/bAWi88Li0My++o//RFEeBDp4hSg/Mp2NCzF8pbUgU3xVw1Q1hDtmP7r2d/bj6xJFc81s7ozN7aSjT9BcMaPkVA4NQw/87D+/8hmWWLOjZvaSI46x6bNmcv3DY8f4UpSjBeY4P/qaLrh4bJjUwBqyfKQMuBv44rFGCsAACAgmIVJMn8u8edvappMmUP0r4NBXsF/ezk048Fw0CIRNoRTQuG611rftDzc/ZE+vLLYMD95nuo0b05c4X7Wt2WxoJjjcsJpivugPR+9Xhhy5QIu6LwKxIh/liIXNVwLAtJZMXK6c8RJQ2w1rtQSo2RgSANjNOZgPzBL1QD6KxPJzXpZONzQC37wXnJb9041S+f1L16dKAN5uzhZtqdvcqzkTWeV9XoAvmujYagCAAa59vMcg57skTVeWcLEXnHtMR28EJ5w7h6QHHBfk92+5dcQAHPfF4wOAwRwLTLt0tZf7hukJqgLgqscq/wyM+oMf/GDHB6vZbHZkifYCAh//+McNbLzqQLA2PGCHOtY1ACOZaHXBrZfXv7q3ifcSFYLyqMdIHnONAbhvtO36mtfS+Bx9YDBhgCbnKJsA1xyE8fs+lOp66QljZMk9pMO2UqwYfwp+0RpPAjjX8f1gPQlw8BESMuROJoz7Lnp80N7w+Sd0qhKf6HOP3tR2mTFKwDsgA3wx6b4MhOc/ssrO+GknAH/owK3diEMBDig/l0GYMs06ensoMfbZWb+4xm5dWCxtnvL859vfbf0cOWrRNcvnhpHGxJlQsOdIz8nL0R+6/BJ78LE8wxl/aquZswXA7BHnjllc6N1V61tX/MDuuveewmUDD+kTjzi6I0WJi27ChMHAU5NPhgSs6rdLvnlphw0l7rsuADhK0ZgFxqY9PSZMGGc77DiPAMzXPCjgDb/jtveBdR8XXRF9QwHdtiXLVtjNf1yYzY/jctl0wij7u+dOMymdAbhSQcuEQ4ZONOLAHLGDcPhGAF8CgOk/UYN5i4w/CfloNzD9CP7PKkFLkBWOVg2BJ60m8bM6y84w3cCN0BfmuBI2XK02N08CYX0vYRbOg88FdzBggbWYcF6yL1cpqkrPAbxlAObHbN5cMeCY4WWvl8xWFmAaOZKbCcEX2aNsoMPdxGv0CeuVCEvG28Tk5LG7LYLRw/ne/Ft4EsqsplcryuFGT4IBo1RbdTKGYsDl556C8KmnnsqRmvLzRsxe1YjMcGAAME/L5OntlyxZQiP1oTYZ6wKAy38PH5gq29D0uY6kfz3cORnJ7/fYYw/ODq/usaYAXOsbZc999eupdm67AAsg3MYoEhYljiWhJN1fYsLyjs6ZcDFFKeaEUxC+++YltsPOG1sdAquKESWwNYhhYLIPAw+IqNgzbimDDD8DUOPnV/xuhV3489JIV83sGydNsbFN9eJsoKFAFWfCtQFszAU3L/6v+wunfOdpY+yCF2xtDQCmVhJ97kognEXA16Gubtolt95t37y16Kq147Sp9u5DD3GzDjAhKKiVjMRpaY8yjIhDAPJv77rD/uuqn3VcBgDgk48+Los3jAAH5uLycdp2w+232v9U3PelRxxjM2fO7IwyTEIdYoEWoAvUwUTBgLno0sQol+2tCwAmsAwM2Iqnn7Jrfv3/Os7BtttubZM2nVBgwIOuqKf4yj0g2q6+Z2hDBsADdsNtC2zZ8mLS1i7zJtnsGWPJbAW+dUZyctSoVrNRuIYyERZwpmE1gHVWzYAuQkAM0R5Zr7cuuPHSDk5iPM4C46sYMMaQCJ5g80xCUhm6HzO+6P+GMnoAQOs/CycsAjDAGgpn6NCKrDiEWKnJyXAgzK1LyQu6KwAXysdeau5zIA2TDpYPMvsw7GKgjmuorOA/l1BLwBuMulsJOq4I7hhY0q/Z5TfN146llC7TKwBDhFUV/J5efcGAq8BhJACcPuYb3/hG+/SnkYpTPFCmRZD8SA/YM3ZzfkJfh6W45EjBEf+GMGNd9oDxp8eOHcsyb/mISkfVxTbS89Dr7cvvJWaJEfKwusfqAnCQRgDwbq/8d6tBotlEuRnqZ8USAnib/OpGHJ6MxDnhLt7RmA9GTzh6w+gJBwh/9LTbbefnjbd/OHaybTSqTbCVg5bMOThyhKeRRBlyNNlHlwTCbbvjnqft/RcvKzAafBIP3H60vfmQCVSbcmyJc8M1MmEshjT2aAnA/+Gi+xJHLbOxoxr2reO2s3ob7MUFWB5lWAXCEt807HcPLbILfn19x9t39iEH27wZ0zLHLDFhJCT1sVAaIIynumyw3878xkX29KqVlQD8r0crXUnxdgLJyA8OEP7kRV+1JUufKoDl1MlTyIIRaB/CUoJdSZiVMqFHH33Uvv3d7tfj2gBgvMgw4SgytQEqoR95ZGFhXW0262TBG49GJrAzOmz+fP3FK2KoDjFPFpRQ7uGz9uBfnrAHHnqq8HgbjW7YgfvMyBTPfbgA0WapASNQQY2+r5hwn9scp8yXLQXJowXK0AywUipk4TllvUfmL2Cx6OlKXNWg4pl8PXyeyYCljmZFwMeSUgZM5gsmzNuK4fI84jHd1ERgKzV0jC5xs5YooTNATjKBewLg7beYw60YVMzcx4LZsgztzXIPVsaJJ7ii9+RNc/QHJMySoo0dGWfFANQw8hAIaz+IJ4WyROwO8TXKNZfdfLO1KAIofmZGAsAwXwgQqFqAhxpdWV0ARun7i1/8Ysefmzp1Kq0VR3q8613vMlg0lg+c21arNeTrw33AgJFAVAbBtSXCwt9IfZv/r5hut/P6pje9yVDGX91jdQE4/l6tr2m7vew00EyqngGcYL9lEMZGtQFltPeE8RV93KI6GnvTIhPGbQDKGEv65Om3ZJ+XXfYcb3vtP842nzXKmj2AMOf522377fUr7RtXLLVlT5c+eGZ2zonjbZeZowW6DsL4xNJJy1mHfte0M65YaPMXrCic9lP3mmmHbjlJNW0PcAAY83tnwjVYUjKf1ZuEZvaPl19py9EHTo4tJkyw1//9vjZ30iSBMPrImPXFniCXgtq9TyyyC391tT1QKj3HQ201c5b921EneP+5CMKZMAsq+9//1n51rbNH313hy5ThQDiJObz9jjvsql/KWAYHgLuchrQ2ADhKo8W+paIFsVHGbD16oukB8Ntm67k2frwqavST8jxg7bhyANZoadvuu+9RW/jY0o6P1p67TLXJk0YRG6DCRxQhqsbq+9YowgKmsDSNf+N2+CU2gA30iMF8PaLQp2s4cuMA7EGbPg+s/F2Kr2pgv1JGBwDL1UpiuX6f6eWIUgLAjCVkj7gl0VYLgNuvjRj6wl6WLveBc0GWQBnnJWXG2XjaEMYc6cmr7TB3C7Zj6ygHcOg/ADWEVS68kl9JVnrmyXThFvvBBGHtVfJ+sp5gOtaUjiNxB0rvab0Rl9x8A3cj2ULmpZqRAHCvDLhqcV5dAP7nf/5nw9xp+cBoUbn/0gsonH766XSAKh8bb7xxJess325dlKDLfwOqbfSC18cRDB/A2ktvFyX8M844Y7Wf2uoDsLaSmAPe6R9PowIa5SEyX5ajq0BYCUkBwhRmsTwtQVZqW8nfRXoSdRst+wwAuFQxmjipafN2GmNbbT3aZk1v2pRN3XwDTLg2YE8+avbEE/328F/67afXPG2PPulA5+b3yn5t2wn7bmwv3XfjxKxDc5dkwhBhca5YvTdUw875ySL73QNPF8771LF9dures2yXKeO4vshDGuENy2zqmNE2bZNNkp7wKGUDW8Munn+vXXb73cVNZM1sbLPPTnn+PrbHnNlKp6W/tPyhsWBfcfst9r0brrMVq/q5j99323n22zuL5eytZsy0U452FXSIr0Jl6z1hVebq9vnLLrIFj3sPOURhbWMb6Pl77mU7bLNdkQkzDm/Qli15yn53w3X2xztzm9RtttnGli55yv6y4JHCOXrxi19sM6ZNzxTZKXMKYMXXsggLm+D9998/UenmYJCDgqwpFy16rGum9qabTrAZM6famI1HiyCBETsDlhd025548il7eMGTtnwZTEAhdvOEBKvb3Nmb2LZzJ3qfF3ih8vMoB2EAQx/Vz27kBAIHEG4Ab2BDCTCW+UYfYzARuCWWS7rMH6AkrU2cxFj+FQEMLgak3WRBAY3f+QgSWHFFDzhlwMF4gUHpONfQIFycB05ZcU8MGACclolZuqL8GQIOeNSmpWf39CQ71k4nys5sqnNMIdTQMbidWFNWLImpsfk35t9UAOC4+V87AL/sZS/r+HDguUPdfPfdd48YCLqVtHtN+FnbADxUv3nEL24N7vDWt77VMIY13HHppZfaS1/60uFu1vX3qw/AeshGcyPb8aWnE3QBvrCiVPm5ZW32gIvlaPSJIcTqBGH8XLeVOrrMhGv2udPV665Wg6tX2/VIhFZxmxg83H52w85++TiZb8C4wx2z1Af2gJZBOQJEOXrB4gF7zbeK4BKPu8vUMTamr2Hjmw27e/FKu/vJFXbBAdvZzlPGZ0wYbEbjSQ1b1r/K/v3Hv7dFy4uAnr6WHaZPt7mTNrOnVq60+5943P78xOOsBsTLmrTJJvbu415ib/36hYVNytYzZ9kbjjzBS88AbzfXh8m+l6ODCT/86KN24Q++bf0ri/3OeB5oB02bMtVmz5pF8Hrw4YdtwaKF1kKWcPJkJ02aZEcdcaRd8ZMfd2wiqwAY72c+pytAGIkKugzA+P6BBx6iN3S3ihXY+ejRfTZukzFEV/RTly9dbstXrGQZt+qYNnms7TBvM5Ix2KaSiEGlj5IzrmtUVpmAFODrQizZKVqzj/EOmRpaqmj1gbNUJP5hbCKlmBcAQ7SHS1HhIOwLu7IZgisx4B4AmP3ifvlE0xN6MGO/aQk6LT+n/d/V6QWn57G245Zz6QXNhcN3KPh3H5rh6B/h5BFwVSqO4Wl6fXIEAiCdjyBpdhi1/1BFR1PdgZiZnsW3krs8M7v4ppuzOnx6i792AIb1YtUYEuaGb7utmJFadRGXAQ7xewiaLx+YvX344YeHBZa1DcDD/sH1dIOhLDDTp9AtkanXp7lWAPiEMyiwQlYgbCgH0d8dggkDhCHUwm2KI0pDC7O+/Lbren1ZPd9uv103stcfMZZMVwIt5QnD7hKCKpAjknOsHMyOVUkaC+JHr15sP/tTUchVgfNEyf94wVa245RNmTRcq1BH/+mJpfauK69VKbryQTpfkoYlB22j0X32zhcfbTMnT7GTvwRP8PDlGzQA8BuPPM6ziVU/QJA7DihrURKkzaELaQDCX/v+twul417bLnjam03azA5+wQG26WaT7Hv/80NasaYHAHjajOk63wQV9LU96D0JfLj44mJGMaYhUiOOcvlZ4CAGHP+hgnTPPfclM8A9XxYdN9x6zkTbfNY4ntoYMcocr6j2z8vNKEODBYcKGtMzmSUl7oy0JGAJmbAqqtiIEYSZkqQ3iKwSrQfIFSOgwQEYlRiWot2Igz1iXJetAetH+wM2legFJyrotNc7EgAuA283IM6ec4VdKX5HAM79nb3d7T1dKp2zHi/6xD5yhPOVsWDtvpt+0pjy2eEXLVDmPgYlHw9STnu1AOWv33iT9Q8U+z64z187AB955JGVyTurG4n3yle+0vBhK/dw586d2xEvVvXxebYCMF4rkpOgJh1qAYTZypw5c1Z7ZVkrAHzsO6yN2cmmYts4hhRMuEs5upIJl4RZoziTmTPhe657xG78ycO25IlVmTZgJAK49DxuN7dpxx401nbcvE8JOKyAd4IwY+PAjAnCAGMtkgDhpSvb9v6fPm7zH1lZfD4dAFq3Dx2wpe0wZYLWBZSy65645GNGYMP3LV5u7/v1jbZoWYXgL6qgXjqPNWb2ZpPszQcdapPGbUKW9S9fLuoztp25uf37EccKdD34HasTFdV0Wupkwo8vXWrfv/Indv9DneEDQ11oW24x1w464ABrjtqIm5Xv/e/3KwE4rCjL8XZpSfMb3yh6ZI+kBJ32KeFpcN9999nixRBSVWxiSirt8i3Gj9vIZs8aZ5tO3IjlaPZ4vX3PBCQHVzBgKaFlNam+b25LiTFNhfg4S2YpGsCbA7B8oRXawXPD3r+LsNhnDQaMhgx2Lwj2qMmOspV7Pg+0sKlquwmHqgtRZhYIY+Mjd7AA6ez3yQYmHLTWGgDvvOWWLEHLaEPlARxRfqbwyvu7fZghBAhjUaACUuyXJt2EYGe+uD9q+964j7CG8hsJ780oN+BCu/DGG5+RAIw4sZ/85CcdVzI8qRE+MNIDVo7oR5cPRO/dfju8XYc+ns0AfMEFF9g73/nOricAO+inn37a8OFe3WNtAPBOR7+b7BegCjEWHeQa/UpGQp+zgREk9YThF435YKijxX5RsoY4C0EOMPPAogbzDamos3I0e8KoSvXbU39ZZvfc9oT95a6l9tDdYqC9kMZNJzVtt+37bPftNzIAsMSrYLwKeIhAhzITDhAGYmWWlmCfzo6/N3+5XXzjElu2KhX+5D7xc8eNsvfs9xybMXYUzfVZemb5GIpm9HVp949Vxpa1Bu37d/zZfnbfg7ZwWVHklTLbyZuMsRdvv6P9/dbbUN2rfOE+u+BHcp+KZzJr8lQ7cd8XVEYZFkEYKxqyYp151Rt26z132c133m533jN0a2nettvZ1nO3tLlz57hYBz7XbfvV735jjz4KRXJuvLPPPvvYZptOKvSAq3qJ5TVm/Pjxhk1+KgxKgTZnvvIwLgiIBrCC8csAACAASURBVAftycWLDb4CS5YsrZxPTj8/+FxNnLiRTZ08wSZMGM0+MW1WqZMSwKL3i+u8D2wWo0fcPHq7ksIrMVzFEnqWfBM1FRl1AMUVURhVUy9FOwBncl0o6ukbjje1ISW7hzJQAe2gPECRlUrRaf8X56HfDTcAuKGCpviqxxJ0x/kseUOnKvhyLzg9r7UyAJPNkumm5Wfv92IHA9ClTZ5KBgpnVtiykpFUpsp6wZ6+wNku90PlxedGHMp3VH/hwhtvfkYCMDyH4UtcPnq1dizf76ijjrIf/OAHHY+36667GlTcwx3PZgBGShLYLT4AVSx4dYVv6TldGwC841Hv4eehDdMNZtBDCY0FaSU3rGUQTkeU6DYEwHVA7mPpumhbid9hhrePZWuBMBy0MEeM2MNlT6y05Y/326MPrbBVyzU+gtoxIGWzTSHMatisGQ3bZLS72WH9G0RKkvSmcsxC71cjS8VydNoTlkMRb+fhDpjRRL8OM8MLlwzYgqcGmZY0vtlncyduRNCdMmaU1UMN7UlJXGAxskQARhcSK0yfzxBLePPI8n6758kldu8TS7mGYPHdctNJNmncWJu72RRPSqLXJ/u5LRdnYaFC/xBzwnpsLOKaIR1ARQJnBrf3C4G+w+7AFL71HFNi8tKgrVixwh55YpEtePQxW75SfeoJm4yzMeM2sWmTp1DtHCAbKUt07aKy2A0dvHefAaP7CcfinWXMuvkDNxGZLWLYIxaBtRqApfYtA/BAu1/ztq0BW7ZsKdfepUuXuW+11uQx4/o4IbPJmNFOqBSPSeYaBhsuVg63K/Z7salqyitC/WBgRsPqTQ/z8Uma4hgSogvdO4IGTw7AxJaYJVceMN5ECvDQMkgAGP/ORFkOwPQbabWZhJSVn1u4dloOvpgL9v5viQGnLFgjSolfdGLIsdol6F2e8xwSeoYstAW+GiWC6MN7vDWVnzWahK9iupCax88yq0qfI6awS7py7zDnYq5Y7MJPlVLuds2+esMzswQNoMXYT/kAMCMUYKRHN0YN28r/9/86h+rLj/9sBmC81oMPPrjreUWEYdV7MZL3YG0A8E6Hn002S1UvQViKZvaEGwM2yHlgMeGwqgQIU3BFow5sZiXcIrD6SBOZsM8O12yVwZwDgMuNbwGEBcYCZflI52Yd+FlkDEv1ShctmnK46CoDYYExAHYoEI6kJAqyMJYEUPUeMvpymBPGZxylarAWADSYCu7XpuuRxorEcgS2/B7OeeDlXKU0uqQ4QvR6a6YAB5rkskyJtaQfY47umIURJQIXesylKEMyZK5m6Lm65xNvowN6X8BQPEaEwPPxXGIVRhu8vefmssUW86D+c0a/e3JUjPygPwtggTFEgHWk6lTOmDrL6gbCVUw4ACRXU6vEqtSflp4nLSkF5OgrFJXQfGYCXK9oskqDudw6rmG3p3SHK7ldgcz6yBHBV+rmzIQDrJhM2DVF3gPOrSklzJIhh8CXhM1LzxJhwQlLAM1ecDDdLL0IveCaz/OGqlklafSEKdTyGWAm8EEh3YUBF8VYEWOYb3zK1Yqq7+P9La9DtQBgCZ/BcEvOV/w+AWB+4PHhcIVbhyK64eNJxZxg/GGAdVyYaf83gPjL14MBd6oN/9p7wHvuuaddd12nGAZAesUVV4xk7edtMa/7y1/+snA/nC+MHATTHkqZ/GwH4AsvvNBe85rXVJ5XlO+/+c1vjvicp3dYGwC842HvZ++XTlhsW/VrEWmgVwuAVWma4MvbAXzdISsx6wgQpvWkpymlIIwSNcAUTDgFYbghg6nQqtKN9FMQlmsWB3lUThzEv9FWGrAmgILOWQ6+nPNtWZ0Dt0lPGNa0A02CKAAXJWtwH7hskRVzYWyyRB0gzNnJEgiHsQLYL1UnDrY5COM+cL7CuzSKG3qFMHAbQaEOM2IB5GBKblNJ9uwRlry9pyhFnjDBkwAvxo0eYoC0gFU94TDr0O/kthTALaDOFcIFEPagB6yr/R6zqvGmkqm/VwHjd1Vsqgy66XhSKrKKn6c/078BtC2V1FE9giMUX4fSkwCyvG9bNQCGMoRux19f7oaFzR7eRgdgD+gJ0AXgKvs3DDjCfKMIwuoJqyRNwhb+Ev49NlkCegV+5NdJzn4BzgNeTpY7lry9cREAgDn67G5YeL3tfm2UoizdD5Faa4AK6g4AhjqaRh4Krojz2Gv5OQXiIQEYKseIhxKTVVM9zDewgMAZK8rPYbyhkSWVn0MlHewZ6mkc4Q0d5UJ5Srv7la96Mtpu25evf2b2gFEavvnmmzsW/SOOOKKylDwcOiCRqap3fOihhw6Z9BSP+2wE4HTDAREJRCtVTlynnXaaffjDHx7uFA/5+7UBwDsdei6rqfXagA02W2S+wYhl0FEaUUpsK/NyNErRAl6Ac8wLA1iRLYyeMcAVIDya7R/1lFmGJqy0WPREz7jsHS0AzpmwWLBcs/g1ys4OwiDvwYTz3rBb2GLSCp909I41x+PqaYyOiAkjyAGMNs8TRg+vYQ1GywGpZVUJ0AQzDiYcZh0ASpSsI8ABjwWGKsCNr1i0uKVQeRmAm9lUFlOUAoQJoA7CVUxYvehITPKZ4wBMt62MKQ6l6AawCbjD3jJ+nvUDu4Aw1mIwYoqNBtF/zr2H04V/5AAcjC1lwFJJCyhyNyxqcxx828yg1gaDgQxgwgxlQEUT12fYS4oJEw/wNtCEI3fAajRl0hSRhDGeFH3f+B3IXYAx+rwK3GhajbtYzZujk0lWDHDE7X0OOO3/DjIbOB9HwrlbxY2hO115BGG71bZVAGCed4CxA7HHOqqHHD303B1Lzliwrhy5N3S6+JAB48M2iDIBXl4FAAcDBgBTZu7CLJSgBcrVAIwdcLBe9pZ92J27AXxmfCQpGPCXrrvhGdkDxrgRQurLx3HHHWeXX375iMFgt912Y2pT+YDaOo0t7PbAz0YALr/WbrPXcMCCYceaHGsDgHc+5DwbpN+jFi4w3DII18COgUxDqqOjHyzWXK+vIngDhKuYMCximxgBactVKxyzggnLkrLfmp5k1mFbmYEwPp9pT3jAagPYhANMUZLGsojbaEMdc8LUeUCIhXWBPWGxYwY4DACkAdrq27Ekm5SjyXY4FAn+rnET7GIwooSyrkoJOQjD75crfQLCOOED2c88sIGpS+4XjdI30cO/Isjd84QB7ikIK6wBY0lqi6ZMGNeXYg/x2rC7AJPOS9M5Ew4QVq9cAfPBgNGSgINTLvQqlJ4B6GGPyBqrZnNHWoIuMuQiAKPy0aoBRPIkJG0SPCGJgEuljsrBTEXC5pHSdYmuZBuhNmY2kgTwhG6hYU0vN+claFVbq/7TGJJCHBBpCJzAv1kx9coIXbBw/XCiJgw5cG68H4xThV4tthE+D6xcYKUZpX1cADD9ohnOIDbM+WGy3uj35iK2+Fl5AzRcGXpIBuwz0RmbLTPgbgDcl1lQesnBGXE4ZIVHNHc0WSdYSyNPXvRRfC74mQrAW221FQfcy8c//dM/WXl0oBdggNr5jjtyB524z4knnmiXXXbZsA/xtwDAP/rRj+ywww7LzkVUWDCPDS/o+D5tdQx74vwGawrA9cZo2+XgCwjAZAxN9YEHmQ+MxQu9YaqWWMCEAjpAuNFAP3KVq6IFstE3zh2zwHwRii5PaKs9bU2IVhB/yMzWThAO7+gme8WIMmhxA9zJhFt0t6KPNErMtAAOsJU6OmXC9JJ28VUKwmLCKFcDoAXCJLotsWIqSXyWWPmuENbod/HvUEeT4dDvWeroeruPrJXG+XwFSllKmXD0hPnQKFM6ABOIPTdYZF2P2Q2EndB7SLySd1ix83K0ysbqI+dMWIyxqhzNDUIGwgA9N5HAliOJMYwFPWPECdNiX3cYIO4sQXdnwGLZ1QCclqGjBF1gwezjQg2twJ6s7IwuLtX7NQqv1BcOARaygqWCjv+yEjTDGNKytMBXABxlaEArtAB6I2IUKQNgB1+yXVpKKie4P3O4KqUgIXwhANjnhFV2LgFwu5VZXMY40lphwMOVoFMAxoe3WwmaH1bUH9BPwq7HQxoCcMsgnBpy4KJ+pgLw7Nmz7cEHO+cDX/3qVxv6lSM9ttxyS87plY9XvOIV9l//9V/DPtyzDYCr+t3wxMZ5L1tTwvMWPfk1OdYGAO964AcpwALTCrDFAoVydKijrclYoso54cE6RpOgIo0oQ4AyGAZAHCVszQIDlAGuHFuqyTmLpWgENjSg1+h3Jox8YQAu4gsB0ihBt9hZy1OUVHouBjgIhAGm2CeA+XLsBJGGZLoYW0LpupMJU2AFkGfv2FkvdT7qG6dMWBaDolECa42jsLframluA+gPLCac93IlpgJId4IwZnrFlAnC3lNkeRjZwj2CcCS2pQEOAcLsqTaa1g9myB5k3ucli3bGGyAdIJyxJi9HEzSDRbuXcNrTxatkko+D71BMeDgAzoRYAP5SLjCjJZwFa9rAnZhJlLCBBCsWC5ZqGdepJlvwveIHE9CNOWCUqxsIZ/B0PYBtA2JeTM0AeNuKt6WbVl8uwuKYkjZK7AXTvxjVEphBK5owwJcbmg72C/GVgDgDVfeKFtAqipDnDCVoLz9nt22vSoA3D2So6st3Y8JdGfCuW23VptNNMk40FAMeCoBjjjhGmPBHowfMRjp2xO5oordSYE5pfq32jAVg5M8uXKjZvvSAo9UXvvCFEWMBHK+qPI9POumkytCH8h94tgFw+vpSMK6ypsR5w/uxJseaAnCzsZHtcsCHWKIbRA/YmXC7qcWMgisfUQIIo6xnnpRULkfXmmFTiR7ygPKEY06Yvd3+jhElqZ8VfYjFsGkAXwAnRpRcmAUoYn8PMibxSJSmWdXyFCWVmb1XzD6bQLjW8gkJeMe7WkmzwE1uvjuZsFgyBVhh4FEBwipVV4BwxnzyAIcMhH1cCWCM/c5AfXQGwrkwSyBcq6tvHOVolau9X9wDE05BWH1mAKa6pWKveVWPIJwAMUw/AHRR9eOGgSlKAXYepZconUONHZaUseADSQD2vYmvOv2hC73LCgBOhVg8p9gGZdMtCm3w0CJuxgKAKUT3IIY8dlDl5syMIzKBXXyV3w6AjTGkvAcMsAWLZjhuooLWZxtVBzFjtDHUk5UXNERxwDTaS6KcjP42vmZzwXDIStOjtKnBpl6WlIgjjMjCfISrLMJaKwCMOWDN8PbmgoUTiV4ue7o+hkTTDi8jx7iSZoKlhEzLgNETThdI5T6afeUZKsKCR/OTTz7Zsea/4Q1vsE996lMjxgL4xlbFGPb6eM9mAE5P5vXXX2/I/o1j9OjRNOGI3ebqlJ9x37UCwPt/WHN39UEt1AUQdoMOjN/5yFE3JhwBDsGEQykdIAxxFdhvVZRh7h0NRTTEWAJhFO/InjMQFhNmL2+wnyVmCbHAdKWUVkm6bTDjoUE/owlVju4A4Xa/1VuogLlVZSLM0sxwzPrUDXnCKRMeCoTZNyaLjV5wmHWgx6s534wJuzqahg1u7FBgwklPONTRUlbHpEbNBhpg4KAH+ptpOZpsNitDq4Qd5ejUxjJAmKVwMC2/H0nHANy/0F8UHcnK2GS5ApEAcjJR/z5lwGVFbjfmW/x5Ih5yVbSYtjYD3EZwI5BvDtB7EJnS/D2UT2LGHj8bbNhng4kNPgOs8rKU0FmSXtoDdlAma2Y4Q66Ixh1TY44wXsH7pHYFNm1o28idjWpmqu+VuRzlZ6ihcwDF/K/iBRndWFZAZwAsoVUuwiqy37UCwFVzwLHbiTlgZozSGzpUzzrxnNsqALdOj/yiFfjNxyqBMC63lPny8mu3n7FzwGPGjOFgfvk49dRTK1ONhkPkblm7vT7e3woA4zzCCWj+/Pk8pasbflF+P0YMwCXLKTDg3fb7CIG3DMKoIA0CsTADzPIymJNmgQfJkLvbVpZBOEaUevOORqlaqudgwlRIJyCMOeHIE9YIEsrPOQiT5RKIfSAE5ehKEJZqKWXCqVlHgDCdr1yIhfnjEGaxHA02TZ1PUo5OmLCKoiopyzFLIMzZYoquOsvRLGlT8FLsCVNc5SNKKQgLjJG+HOYdDsJ4TqhupCBcq2fzvFJN58w4xo4IAARtB3X2L70fmYizGCpPD2eBegrCUZIu94B7A17vAwNUoqfcBYBx7sW8xcNZsWFanjYLKEOz2oEQHno+eNkZGgf/d4BwLr7CtYf+r8ffAqQ5KSDmm/eD9W9G2hKQwxFLf0tq87CkRChDnE/vw0MdzRlzAXCUnwOAxXDTvN82xVeKLHQxVlcGvJZL0OGExUvZJeCZqYYHMVAInhhxhBMWP3xkwWHKEf1hz350FyzQa/aR/MhcsDj+pFIMLohnqhMWbA+jTJQu5u94xzvs/PPPHw5vtev0eUXcGJsdXCyxUVE/xuzMM8+0c889d9jH+1sCYEQP4jzj/KVz0sOepCFuMGIALj0WAfjvPuol6E4Q5s1Rhm4golBCLM3/6L8yCON7a8JXulSOppArN+tgXGHJMYusFqIulJ9RwmbfWMYcKEczbQl9YY4kgeX400APGdDGhSx+jzK1QJg9YcBeC305jaqwP4y+cEmYxYWbUmI5ZuXe0frs02y/xIS79oTR8+OIjoRXvJ3bVsa/aeLvPWECLu7DkaRQTBdBmGfA+8Q08KJSWmk8AuEGmSvLxz5nrBlhH1FyMQv+Vph16HH0uVV5mp1VAa7/DOrjcAfEz1kqjX4w2pvJXC56vynj6gbABOwkSL4KmNvIwMVzQe83HLKwMeDf0Hsdz1XPX8ptMV4JC/lzXGvUBDnRgq6A3ucezkNW7NgAYRWd4NTPDUZcpYRm6TkrRecAHOBLf2iPsGUZmhs2tTQpyAIA08scc8BuwgFWTNRVSToiByHOAugOUgFdBGD0hXGfTvcrbY7WCgPeecutaAQXPWCVluWEhdlfgGUTvZ8EgMMLmiyYuaSNgkNW3guWwAO7vgAYbpxEjTMLShluGxlwy4040vCr9WXEAYUxlMYjOfAmRJZl+X7vec977JxzzhnJw1l/f39mY1e+49lnn23vfe97h328vyUAhjXlFltswUWnV5HacCdwbQDw7s//qDNg9B+LIKzesJTQdQixYMQRquguIBx5wihB90FBytElseVQR+Nx+tgTlnc0ALV7lGGxJwwBV4Bwh2MWn767ZaH/lzBhirYGVO0qgHBbpj6cGUWYkQNtlJ/TAAcy4aQnrAVCDAdiLCyoGFEaxNda01phV8l83j7lCbubVgizUhCGMAsMN3XMCrOOcMxKvw/2ChBmpQ5Vizrmk11cxXK0WLFa4CGekvcBGDXAlf9mrF/eD06BDQt/2TFLoKt+3gCMIDrUz8W54Kpy9HBsmKAbj0vhlyuwHYCjDI3bRDmagEuBXzgayooyStLar6B0HLPB0ctNQDiZA6Y6ujyK5GxYJehQP2vDRUZM2BBWgBmLCavcjDZGlJ51jr26kJSeAaSxQWFvGClbMO8Y7K8MYMgDG4r2k1Xit27iq/h5bMTKa08WR8hZXux06k2f60UesMCTpeaEBWNXHUpoPCCFG1DD4WOCDyrL1b4Tcnu2MObgLqYUUsodrT0z05BQekYJuup4//vfb2edddZw632BAcNkAibrVUevQfN/SwCM8xTWlAhpOO+884Y938PdYGQA/OnE5l+PDAa8x74f1QJNLBHg5uVorFYt/Yzl6DDp8NGkYUAYoItyMlgxR0B8jphm+DTnEBPGmJL6w/3q95KxSDUN28roCaPTyXlgjI04Ew4QRk94FBZKekS3+HQl2MrL0Z0g7KAMRbMn1tT7ZV8YKUoaTZJjkQRaHm9YwYRrPk8MEOW/vfdH6VgKwiV1dBmExV5z28oAXaqrMc9LYq1+r0aLMEeM9wpDWz6zWwDhcMvKmbBKzGC8eE1gjjhrqmaV1dFcyDNTD107cMxS7zXGkwAOYm9k4bzPQKbKrQJgVCcyVW8hyScpQePnFSAclpRpLzhmggWACQtmH1giLJWJBb7RwiTbje+DDQNLEivKFITDlEPhDHm5OW7jKqUEiPFe6eCIm4Nupoj2En6eYEQ7dLYKkAEc/eHoBfMrx5bSMnT0gcuityILTjdKAbZRxYwKZnxN158MgLOT5mXoqkAGmrZ5IANr91lPOARcvuvx26ln7G45vmMM84205KoSjdnFN99o/fQOKx5rwoDL5V2EGTz3uc+tXIPLDLh836o7LV682CZOnFj5eEjuefvb3z7cel/4/aOPPmpTpkypvA/C6N/85jcP+3gjBWAqCdttW93wiGGf0Dq+QVhTfvrTn7ZTTjlljf/ayAD4kx1/DwC85z4fszaYE3bjThsChMEkhCEDGQijHN2NCddQfiZIy0FLwiwZc+BnTJbJQDjPE27UV8mNCHaVLD9jdElzmwUQjnIz2C3KhCkIM/N7FU03Qh2Np8pNOO0qQ6ylEjQ3ICXvaKx09UGBeJSisfdgn9hL0wBhlAM5jgJ7y0hCAJC5WQd7xOjj+qhSmqLUKxOuAmE4cqkHPGiDdeTMuto6rCcJwipDK4whZcJDgXBRHc2SNRlneU5YZh1RQhWDk/0hjnDDIjA4+MaCX8V2A3xZPi2ppQngmbOTQJi+0BkLxnyOl9u99Kx1UOwxesJpLzhEVniucFTk98AHbGWwectEVkUDjrxHHD3futUA2hBYJSVoPa42Xhj34kaAzRL9S89L7QzchlGEfF1+/t0nmucvSscUa6nknuYEF8G3k/nmorfcmjJYbjDjANqeAHj7LbdgHjCH8knzXWDlJecw1eCmnNFSaQCDq+DInnWyMdMl9qvf8RR51GFZlZpCLS6yS25GCTotPusUry8A/va3v23HH3/8iBZwxHlNnTq18j4f+chHDKMyIzmWLFliEyYoI7V8AGgwWzzcMVIAjsd7pgLw0qVLaU156aWXGuw/1+TAh+f1r3+9ff7zn+94GOSvYoMUBxy3PvnJagDea5+PZV7CBGJ6BiicgQIs/hslSP9ZwoShjIawqltPOAdhAXAwYoIxQRnWlRhREhsW83UQJhMWcxYoy8IyesKpd3Q6otRoQx2tKhnZdAUT1p4iF2bh31gTG1BEo2AY2cK0HgY77gThKiask9dkgAOZoacmcawpC3GIESWP5knmhMWEcf7zEaUOJgw2DRbMh8z9oal+9hSl4UBY5ehiipK8o924gyVnV+dW9IQDnMMxi4CM0SWyYZlAgP0q7ScAoGrMKJlrHYoBpyw4E2Opv69edaKCruwFuyqajliehse4Womt2Kp0QW4KxKyeVo4hgcCBNUt0xXnhLJqwJvAFCCd6GSkO1KaQpbFyqiPggn1g935OAXgQ1WdscnyDEoYdAwNejk766GX3q3zTAzV5LqQrA3Balub1V6r8Eht3mLsFEU8pR2zNFhyxQt0WucByWlUqUvSCqSPBQHUGtgLq6A+EdWWcuOITUeYm7n/pjTeuEQDDEnK//farfKGxaD7++ONd7SEPOeQQgwnGSI5ly5Z1dbsCoO2www4jeTjeFlGE5TlgXLAvfelLDQrp4Q7YVS5YsKDjZgh5QJjDAQccYFdffTV/H+wX/8b8LKIQn4kHUqdg4YkRrjjS1zbca0qrHb/+9a8rc5dHAsB77/UJAmwY+gcIp+XobiCcOmZVgTDzgxuaJ5bx/SqWo9M8YaYoOWNObSvhhEXGDDac5QmvoooVBpAF72iALErcHtrAPGKKr+DCBbDFhGbeEw5hVhGEBbIqM7cVdzigFCTYWOLxujNhAHedIhgGNDgIZ17RsKnEwqsU4ywtiT1hZ0wsU7P61gWE230SW0E0tY5AuJyiFBW/sjArKy/7RqNFi0sXAWUpP2Jl+F3ai+TPwkzCQbebGKvMgLO/m0UdinkTiAsgLMtNret4bzQfLFEW8CDmg5X9mzHh6PW630OD2cCeuoeWp5en2cKEFaWPMBV7wXoPNQrlzlgyrdS1xI2Nv49+TWmzBiEVqitivyrPR/pTUm7m/C++x4jSKgF6dh5zJlyuPKQgu1oAvP0Wc9piqH7CvIwgkK0IZqBaWmVlsl3schQe5X1hCS8A0HhydbqcpCrfcolZvRac9G/dfCNPUnmn0CsDHmqRHcliPJLbDrewD/f79fm3qgB4uOe34ff5GRgJAO+71ycyEVZWsnQmnImw2BfWjDALjezpaDaYDNh7wwHCGB+qwZpySO9ogHIezEDvaAi18LltKJihLMxioAN6xVQ9e/+YiuhOsw66Z8WIEm4zKK2IesIoX6JHDLWzmHAf2ZTsLHFbqj1g5OEgrFnhoZkwHpOjS3hGg+j7qtTIcAbaURajDLNyNCYsYNIA8HVWG0wYizjuN9jAq8SajsdqWMvV0gOsVJSYMHv6MIVQJjDK1lXl6ComHCk9UvJq0xEzwXg9ZGnOkDImPIiy96pMiMVSNCvEAl8BSQ4ifBwHYY4yUcHbyZSHBGC8FQOaE47/MIilagNR2TfuEGHlEbOpMprObBGk4Ol5xAFcl15ahl6BLLkBe8pkBKnRacZB562MCQcDdsGbriiFfoABO36kzDQTX/l1RuVzUprnOUqcsYrAm4YxlLOX80pEer7i37zW/DzGv8vraQ0AjB+GQ1WYcgQj5glDTyixlgxBVgAtPkEQasVjuAMf/1bmfIUdUVJdDuDJLkir2eXz5/MCKh8jAeAyoA33/bMBYNLXOBSgP9sBeF1vZkYCwM9/3idyowb0emOWtAOEEdKgkQ4wYlkiy/+ZI0qMGRw0uGilI0p0z/JUpXYTAQ2ey9pAqTn6wN4nrq0kY25SMa0RpABhCrUqesJZlGE3EB4EHK7k5jvK0UDDPipbfESJtpNta3pbKStBo0XlTFgArLIhe8UMdygKs2CYj5+HVWUNqUocOxEI6+E7QRggzWklWo/IKSI16yiCsPKFOSnNfnBajgaLBlwm9pd4n9CPjvlfWI6CasDLt6yGRgAAIABJREFUm6w8L0cr1CEfURKM5fO/oXrmGBJPg/rEYlQ16x/sF/QlPw8AruoBx89SRpwCcS8MOANfz83VG8Tdk7NgCbLQCwbwqUIKvUMyihrMlqpmlZ3JmDOrSmfBhZK0ys4FRyw35siZr0bPwpRDhhwq9QvoNAMcamiOGXWMDbnjlSckpb3fKuZbPs+x8Um/DgXCXQF43pzZZMD0dGXfV2XJKEXHSBH2ifq5nLDoL5OYc/CkuuEGgTkcUiKEoQKAA/woxR80++6tt64xAP+1AOq6BoPVeZ3PdgBenXMykvv0DMDNUfZ3e3xKoh43c6gqR4OYsczojlkBwsGEA4Sx+IM99N4TVs83esIQazUa/TnQckRJfeJR/NCC/UqYVTcIt/I5Yc0Gd2fChCRPUAITxrLYHEBZ2gWYYLs+qsS1BUyYQiv1hAG+YMY5CBeFWdETZsISy9ggBO6ERQlxb0w4TVEqgDAWZnhCBxNu98mesgFAbVb0hPGKlSPMRCUAFH2J3VaSBiChhC6qo8sgnDpm5YAsvQCMITjKRJ9m9DFz9yoKiZwFVwFxNiOceBwPC8AhxOL8cYwloSXhOck+kkQgQRUl1noooDH2xq2DDErYv3W2pV6vsEUl5TQFSXhS7AkHKPvtgCMNd0Bj2Vvl72gp5CBMnq6Z4Iy9a+IGIrNMfMXfxcxzrnrOQXeo3jr3iB0xhGnpuQzCKfBW9oC322I22lMulEpOiAuncJGxpIT/sOPhPs9PaqjTsMul3pymbwXmS6G4W1fiF5kVdJb5KXcYPLkf3nb7sACM20El/Nhjj41k7dxwWzPbAMBrdhn0DMCNjWy/PSHCwk4dy7W+asxFghx+6NzMoAWjjSFAuJCe5C5aIb5SOXoVmbN+FspoD2gozQmDBYdZB8rRAN8IcMjV0e4l7WYd3UHY84RJ3MFqEYGY5Am34EVdp3d0k6NEWtAzJkzmO2C1QeQCu0FHRTmaQhs1aYcEYUUYgpp29oTLecJDMWGUoyW80jhSQZiV5AsPgvUWogwHPPAht62UCAvw6iXShAlHj1JsOS/5SjRUZMPZzwD02WwrytYtlqJzdW6b862hoMbXrCydlKMDZAOYqYT2knaeERzPSYw8MoL1KYpStJhvMOHoCcslUcYldAVlEhJK0Cgxd8YRpuAc/+bMbwrc2GxRKCwwJ6A1ZMIhcBMTFgiG2A3lZTd74utzd7E4F156zhhwIfGoSuCWGnDkYFzFfgNwy1/TVai23ew5pK5lEJYiWqKsUEgHCPMEeZ9XJz+PG2TJOQHiVAld+MOJki1k+f972x+HBWA8xuTJkzcA8AixBO9ZOEWlIqwRPszf9M1HAsD774ExJJwuLOBVIIzFHWNIKuXlIIwynmaG0zlhlKPpiIUPXlPzwt1tK1V6xtiRNZGMhHQyjCrlI0oA4T6Wt6vMOny+mOpozBNXBDjAnIfmHbhNgG7ROzqiDFN1tOaJExD2cjRjkfE/evT6dAWpYLEcPSwID1GODr9olKRZwmTfUClK5XI053+hpO4oR6dzwnLLkrU1ysyjKfqhL3TJO5quStnP8jnhNMCBQOpAzHK0OwTmpWdVTDK2ljDhFITL5dT2wEAW3pABbklFnQJwjCRl/UuOJen5EBMcfAOExW4jL9g9IkJT5ClJuG5hopI5YLn9JFOUPH4wt6J0H2mOf0kZDWLHQJ/k31TFOxDnPep8HphCqqyUX2S+0fONc5WKq4rOV/Lq1uYkn/1NBXDdwLcnAN56zhxNRjAHWScxBFhRis6+R8+F15yPGfmOBIbtKl/n6rSsH5zslMoAjCfIHrD393982x09ATDUzmDAcf+/aVQYwYuHKvu///u/7dhjj7VrrrlmBPf8271peo0BgG+//fbsuhtqDOnAPT/CedXQrogNi/0OVKij8Tlo1fqdCQuEpZIGpcxtKxlpiPIxMMOjDDkjjFlhGiG0LHrCMRvcV0eZWylK9SZK0RhFqrKtdHV0YluJ/nNhRMnL0X0sScptS3PD3UBYGcLdQLjP1dHlnrCbLFGshcU1NesYDoRZtua8sLJl+R7aqCxPmMpZB+FgwhRuZcKsKD9rtEnvXbx/YsZ00OoxylAMV0xYMYgODIkJxwDOA8DbbSuxFvcD9lxkRaAgKMdYTUtMuC22m/d9i6yt+DvdrtADLo0pCUxiJjln5f+fvXfdjXXZsoQynelV/K9TVadugOAVOMB/1NVqCYnHaiQQ8DwFEhISEqIkJP51dZe6X6N7OW23xi1iRmR8ebG99vbax2try3be8/syY8QYc8wxEdAxADDKAB7IIKIWN3Rnt5Km8fntAC32K/MVE9vYppR4yl4THqMosdk7agoh3e0dZwhIBpCAsDYuvT1IrBfHJVnRmoa0VT8fARi14vNEsqo4vAuA/8u//VsCMGu4Q9+uXNAC5N7LG1NWkq0OaCXw7kf6fO4jVKUMUXu3XMzHFyTMN8v7//6P/7jMVJ5NWH+8cPD2d/61WXn7scs952N4GYD/N8thSFPyGmFA7nK0WHASs7aYMBY6DHBIdvQKhCFFE3ADwmxRqn3CyIPEOEO0H+Fy9QkvpyghwIPJd2HCmp4EKKpyNEB49/qdkbUC4RrMAcc1cF/zhCk7Y21Y1YThjnbrSKsHs6dYSRhvAWFmBLM31GBLUFZ9FnVkRRmqRWmYohRmzJowwHYE4eRDvxWEycjcLqPELNUVuTEDoOJcA2yx6KKGC8brFqSAcORoAHJSr2a3c+YGz07oFtJRwzgmCXtmwB1gJDtXIGYgBo18ScPqOdANC1jDreEazoJ2PRhyNa5PElaXo/tkJAI5WWKdrtd7giv4UmmwnM6gDnwOSg39EviOoDzJ1VMe96Xab1MPyvFa1oABwATKCYR7X7BGvVSXtJiunI6Z89sZcIY3u55sZxoPMP9JjqOGn4t8zf/xr/6xDSGoy+UKgL8A5f2A8vUI7zsCawDG7NNvu//uD/9ry/TVuE0FxGtggIwsT6ry0PUceRLfKy6+uAzyMAACk5LshFYIh+cKU2Jm0oXk6QLCh+PzDv3Ekp1l4jqiJYkAncvBeJ92jyjTOTsa/cFpVaoDHM6YMCTFKbZyAGG8ozJPmJ1WJwB5b1FiORvACxPXM3qCJWHDbMXLobgtQDiJWSMTxoH8phof1hcatZT/zBaVHSQD5TSDcaGdiOPrLD8TUB3WMcvRMK4AyNMnrL+xsXobE2Z2dNpmEFUJFov1EVIvmFthwpzmA/DAa8ewANwWwwRqG03CJMyEFbWoQQJVYg1In8dUnpSGlbYm9/6eM7sOwAwLg3JqLwPbhKDEmIA18K0GLOc/z2BMJz36f8mK6zzg8W+B72OTu/Xt8ZcoaoITscJ6eS5LuxbeE0cQlj7fS05yhqKsWrlKRve7GPB/8Td/05qD5Fw+Z8JiwV2ephO6yc3YSacX69zMtU+cWUxdXvNkI+//8KX4P//xXy0B+A9/+MPu7/7u7963Wv6R3vtro/KxJ7662//+7/9+9w//8A9nT4AoSgBwFnxtO/V5Z/iCa8MY0k52y4Xf82VdE4ZM3ROzzmMrEcKhTewGCA+xlWC86AcGCJ8KCLsnmLd1nzC+rweD8A4tTS+7bwjjYK14kqPvBWGH4dc+YQ1w6GEdAF78T08KAVkOad3mXI7GdTigbFGCqctAi8Hsak0SCI/GLA1w56B3VcjPmPAWCHMQBPMPkKCNs5kYS+dIc3iDW5AA9D7fZNM24MV0VZlw+oTxGYk7usvOvU84gIrbKDc603669NyBtmYaj+7eEYQnAHYKFo4nginawAhIuFQQepYDz1MbyuA2I4cwdcezcWEYOWj38xFqhO7HjOgHj6FMUEdakDh1j3XSYTxh/fIRCAcjFoPCx8ASp4kxVWxjctR6+pHk/15D70Mx3gXA//nf/DUEYu0lYi3fBGHuETUlyYAqSdoh3QZVfml4UirA+jkywWJivzgB/9e//tdLAP7YJfTr0b6OwI89AgDgf/aH/1lOTLAks15GEjpHmCEMEG3Z+yspcguEGdbhYQ4xZlU5egTh193D4elKWIdZMNubHFXJKUoC4fQJf+PcV+RHK0daCVrgkvjbcvQdIDyPMpwTs5QVzb4esStnRe8d2nFZjhao0sey+5MWW8k5wVzhVBPWP8nLBGYEa5AhjyDM2i8bODBDWEyX7uiB+bLoJvXC84TTb6zxhZ4JbCc1QZizhHE+wXbFyNMnLBNWiaos4IpXDcBNTRgg8YQxD1U+RusSRgkWRkwp2gzuXKbuoJxoSzLhtPE0V7SjU9t4RXVXAwvyjwAaI1ZhwTx0rf0o7UhlJKFNVrU9qTLk6o7Gc2U2cFdU9QrYg12iHrsEvG8RnjxWrv2Opqs6DWocP0i2nLp46ye+HMBRAZmvrYylnFee/X/213/lNiQ4zexyc7M0ZYTSooQHSl50M1nhAKKFAFIDTwq+pKVI3or1HeT5olA8rwC9O+z+73+zlqAr6/ixS+fXo38dgfURuOczeDx+2/3z/+p/UQjEi4fAc5F3JjTGknITu+oTXjNhgfCKCVc5euGO3qwJjyCs9Cww3hGE06IEeRFMmNOXDMLgdPj/G0IWbMjav2CMaaYqqSaMPmGAq2rCfZ4wNvKpCYcJC4Sxlhwooa5AmKzX7ui5RQnSLucLl+zogPCcmBUQ5pxgg/ClsA7Vk+2cZmCHNljzPOGMRAwTpgHLLU1YYQG4MWal9otPHfp+xYRVppPpStGJ7XcAbI2a3L0KmKf4SdxeLUhIxNLP2R2Nv1tN2K5o9Gdzc+j+2QYmKIEE4FgeSCtd8v77TODIz5wDTwAGw/VghoEFpy2py84J65AUrXZXKq4uAwR4M56Q58641QG4GrC6kazWfisAzxL0zIC7A3oM9MhjvIsBA4BxMAcDlmWFpud7o4NeXzyZ945N79fOBEHtipQMcEv+LKAOYO5bpr4zwBdzd9j9P//0b74Y8BcC3nkElE37I/6Ne/z5GZyJO/AAfY8eDn+y+xd/+J8aA5L8rPF0irjAT8iT10H4PDv6mhzdQXjLmAVzVZ0njLpvasUwaDGQ46HXglkTthwdYxZGGSK2MrK0wjsAnidnR2M96MasGtYxM2H1AGvAAwE384XZOwxJGnnUD7s9RhUq5eLMmEWjp/uEwaC77AxlTwArVzoIg6RnjTLsc4JndzRXutKi1JmwQBgA84wIS4DDAx4f9QOcV7fHkC2DBevvk9PQuvSMfQT6eiWdYroTNmUtYhK+ATLaLjNjTQ0TbszWjHcAYgMwbkMW9/zCVqREVK4Auzt7OyPEQZJq4yEN5FhF3SSRmtZ4Dvg4N15tM2HVeltS1mTYomaBGjGBpsrcZ3xSG4MSo4lab/KstwF4jptUStagLrS2rdoHrE3JuwD4P/2rv2QS1gqEwVJnc1ZtNUpdmKA8tSHFOd3x1julnLswYJoONObw//2nf9q9sKv6RyynX4/52zwCPwaA+7Jy/+NDgv4X//X/yBojk5JaDVgyGdmQna8jCB92r5gTfGdNmAVSmrTOpyhdAmHUkdGHCck6c4SrO/q4RyoWvpsnMlzI08mU5hCGuUVpkqMRS4na8TzKkIlZYLfOkCYcssXZ7JdJnErVgitaIKyErCpHA5ABEJdblGDCOtBpDOcz5OjWesTADvX7Apj2D4/q/eXGKAMcap/w0QlZkq6pSECiRhwlPTGlRQnSsgGYCWfecLWeYdcqTyWYg/JyeorNfBFtxAEBgBGAgvtaKTUXVhvZ+RIIi/H2WjEOylPk6WLq2gFsVgyYTeu0avdNb1Myk/ePz0up4xbmW+Xkued3lqATR5l5wgDg1Hcbwybx6yasDr4O3LBnQBvfnvdcTVkrA9atDPhDXNAA4AqSc3BGZ7Y9rCOMV4KMNyYEcYdtT5nPdeHP7WPCyvKG5/n//u2/FQO+TD1+mzjy9a5+nSNw8bN2K/iOtwMA//f/zb+k0xL1RizO5OiYyoJ6Lxd+SI0eUzcx4Re2JqHPtLcoXWbCdk0f0O/7TGe0XNF41tNuf1QPMGRsMF0EebT5wkzGkkuaIMzISvcJwy1tV3RAmEYuxlZ2Ofp8lKECPACoYcXnICzHM13PyBbBWyDQsiQuQL4FhC1H0y0NEHS2dIxZdYpSnSdMBrw7EryZPo8+4DZFCdVvnJtzEOaw9yPu+yi2W2rCYroC4f3DUU5knsf9DoY7eQK6MSvOa/UIOy8a5QlSEnw+xIC5aQNAehADmGxjwoxZ7HVfAHBlb02KPvV6Me9vh3QFoMaOS8tOY3ellinpQDwpXh+ROLigxVQTzsGe37MWpMRRuid4iqicbz/XhAG6an9S22ut/eK5iSFhwnY7531ccjx3VeB8DnAf//jBDPhv//L3r2S6cChSCla6S8/6VLsQvsu4Hb5QAeCw5loQl2M6/+oUJF0WgE8LEhyR+bD////u390nQc+L5/T3PXW7X2f1/3rWX+oIrHD24ufjHZtASND/w3/7L71wgqUddhz6zpqvFqgE8AeE2aJU5EqAMJcRxlcimAPfS6VjIfBf05NGOboOcEh85b6BcekLZiuTRhnKHX0NhNE+9MSMaNaJYVmiVC0gV0etmO7Rtzu+qHcYIKzaL+6n2nDkaFzOTGhcxgEO5yDMGEtHUdId3XKjFbiPgySWbIc0VhjOepU7mlEQU3Y03C6QozHIgecCqxrRpIJwGbyAV0YTFs5dmaJURxlC1aCRC8CdGEsnYplRt5pwmaJU5WiFcKhFCXI0U7XYAwxVZE9AZ414wYSrqxkgjB7isGHK0AD2l6cGzpgpzMc1IwYbTq2ZANbyoC2zLgBYC/ooP2PoAu5PRouWIWZDl3COszzosdXonBlDck7QB3qJJUFXDCLYhp379wGES5jJpdrvsBnhaMIx4nP197sl6L/+q9/zCBI4J+YKsEy/V64n/Xd0ZT0I9aDQweiVtbYbzbI0PkxVTpgfj73o5eAz9cShHlw8y9zI1J5rHxn7yhx5Nk/XwO0zFPrSjiv3a/Xw4vDbev8VVOrmZAabrevmHd01kLr0HNkJXnuM1fWf5/WNMhNfa/Pu95nG6Y7osXSo96mflP9IddzvyZVSdUBNU9FQb93XyRm8Hpfh+Y6UMXOf/rfv49F4zPflY2tRZ+sC/1ZtkA9hd3Scm5dAWCysG7NGEMbL0cSk9AmD+WaKUgNhBG8cANhPu8NRowrloj4P62hMmK1Juh0DNiA/FxBmDRgA2/qHe4vS42talsSWLzPhjDLMFKU1E9aeA6y5grCGOaQmrN2KJitJlsbv6wEOtJy2KTpowHy8CMLoF1ZNeAJhMjEzYc8T7iAsMKZLehOEH+RsblK0s6P3bJs2E04N2C1KkZJtwIpTl0wYYOs+4deT2DBZcXFG1zYlAohNWpSkk0NN0MLko7Gm6gsa9sKIxnXQQxjmdXJcd+cM6Ew92rp8DO8YpecOwlKa1NKHLQ+/d/wuKxOarVQFhHutO6McK9hqU8JjStlaoR7z/7cYsGb382pd3//VX/5FrwEbgOvCO0vSGbYQEF7tRrTM6QBsAWwW/HmRJ+DzQy55QWfaxi7UQwogBzjb9WV3laZuzpyslxu019M55MZbAfJHA/Al0Myu6hqw3gr09wJ63VisgPnXeX0jCJPVeHHIcULvZya10JdAEGymA6o6AukOwgBfACBZFBZKD0NPgg6eh9IiC7lqdeFCDJJwkqkHu1ReztmzTt5hJUWL+gzCfN0ve7a3hAHxmCasY2LCMwgropI7B8dVJrbSE5MAyGCnTMLCbQWI+BuAyQEOFxKzVAcWu8XPQ21R2v8HtiuhtisQVrJW3NFjbCUul+sZ2w+OLQSIt3nCvg6XYx+Bgxom3GrCcFAjkEOTbtInjJ05JyhRBBAI82/3AyMnWAlaAGnVfsOE6yhDhnrs2XjFTRPkTTJZmnew3kjuVGJWZ8IvJTEr7mgYsmpsJYxZrnR7HCHMWjJlMS+aDmr1DPf6b8YWSoauIPzEFi2FceDyMOEw3tSFA8ICEpi2zHwRY/n8vbuhn8dsad7e6VqSvtOCI6MRDVn60vVloXS8zCAMNsy11Ew4JqvqdO6MNyDcYynndTjrUscUD9/wq6mANzPTDqA117n2Ts+yc9SBdWTlNQDGS6osPGvVvJ4SgLkkYXg1DQ2e1mIDFi9LVFjeqKXqRE9mHiQP0ALELwFFBZn2O5xuoePsm+tTmmYgpGw+jbpq4EsZpAMwgHrVbxYHXo7DbxGAsxlaAerqsl96g3Db6+sg3GdL63NLRYT+PSxnI8DKtdlzmTsTdu/gxITBWJmexEAIgSTvD8cM3bNiz3DbKvBdIc8BYYL3xIRxPyyaYsJ6PWTGkCOx8KU/3iC8p6tWdUjVhEcm3EEY12kOa50nDPBEfCXY8QzCSNYCEKOXFzXhlxZP+X0HyfoRDHkA4dfd/vDvd0eUopZMWEx6acwqowwfXjA3XK1Jqg2DHb9wvCkq5YyhrHK0Z0/MYR37Mk94BcJkwZSYBcLccDmsY2uUYfqEyZrpcJYcfQmElwMcWna0AfbMHQ3DFs6V2tJQE25/c6ShRxnaHY3PHlOvCMYASAdIvJ52T8BjsFwYsmzSaizYTJjGq9Npd8Jkw+cnfpYHEDabrgwxv6f+TGDjQAalZc8e2Q6IJfMZwgCm5uHnQnZeg/B6fW5EK+qn2bZ24KXgye/puTN5NF1tZ0BHkl+ZsGbWXA1YKzNWADcbgW0A/r1NWM5oBu41wLPdPIvxarJRbh+8HIvyHZBnxtsW0Ljomp1dNRYwbczkrLXoGXy3ZOfhhFuCnsF3lqTH/rO19HEG/nZ/V8Y4A9cWkF0DuFuBcktJqJfnA/IZGTVe032vT184ljmwLlAk8QxQzqCVM5KmFgJpv17HJKCrRZpslrt7SZX5HAMc0cMr+dmgew2EyWwBypIpxWrBpvQ4YsK+zH+HMSn8QINJBiaMQfSs/aom7L2AbkcmLKMW3EuvB1aSLUHLyVRjK2GyokELwHwhO5pzhGnYEgPeQ7rGovegPuHjEa/6u+YJg9nakNVCPHZgxwrt+MZeYdV3ATUrED4AgMGSyYynmnBhwmS9MGyF7XqeMECWJXv6zsyMz5hw3zSd1YRfPOOXq+Q3KyRWOqCiVCac37kh8hQlVhi+CdxAFsC4D3hMOd7x79k15B7O0ROz0iccJtxA2KlYrN/SlAUAxmcIcZQnvl+AcGXCZLGRog3CYcGRVlMPzt9ivp0BDnItJV0wYbxJ1nC00TPw8aMH8lYymtvaWkGYI2zLLGCPKBwuG2YFS3moLugALtdhAc+wTM4MeAbJcaoRNiaeODXUwyNBnxuxRiCPQtDXr8q6bwbg3/9eNeCAq3T0HnjdgHWKjqztSPX2OkE2YMYlVw7UkJCFHU2K+KzJdNNWNgExhGUcVZWbK1Ot9d4KwJi6sdqBrSToFfP9UTXgXwqAt3Ze1wD+c76+Dr78zDYAnkE2SCXQW4Ew7wGjRVKRGgj728AYJEiXqQGnTvzgdcg1RmwgTgfuBMSE9TmuNWAxqVoTVuSNvrCpDzpAnqVONvgpOxqPbwMXW42ktu5eDwBr9dlrlKFGDoUJqw4MRHuyWQvPGAe05GjNElYM5cPxOxkzmCxqxOoV9jCH1ifcBzikTxiOpyOjK6GUqVXpFias4I64pDGwQSAMVzRMV/hdcjTqvri8vcU+T3jBhFknJhC7/IDADteGlQWpc4WDgm0+25M8QxjssvcPJ5YIG6JvUi6qHA0zEEOGNEWJrWXISeB2Qz3ezPSGC9qlM96mzROWulHDOuSWr3K0nPIC3oCvwFI1XdSJ1a8qdnzaPYGp3gnC8zzhCjQBlYxJxCvEZlFlHA/fCV5Ufww8NpgJPEVKXgLc+bphPTaTpvu5PV/fCNR1rr3mmgHd2pDCgDVmMPXz7oAe+39X9d/5+FxiwDlOuc287u7/4i9KDTgxGRMIZ7HLnavkXF3NDcTLs4Qh56KuLLv32Iy7gngWf8qKAPP0ehUpmhsAg6vGXaHWgHmTD+3y2ty9OvEzMH8BcD9xnxmA+VlxQtu4wRjj6CQLSzCL43WoCQPcXFvsTFgACuDlpi913wtMGEYfOFc7CI/GLHXWIdpQYM5WFgC1y2lkvlmYOYjdw9sXNWEG9VtVJRibCSeqkkyYcjQwQ1NqyIw9wAE5z7UmPIAwruPwBrUZJawDbUtHsFcPdkDN9xGgXWIrMVkJ84UJQQdMTpr7hJ805tTAC1BlnGWRowXCYMEnTVAqcjTc0rje+wwNdnjBFKZkRL/ujiesAXtukLCEPb48qg4HUIaigXNUQFhMWMoHAdlhHR2EtRFiGYKRlSMIQz5WaUNM+AyEa2zlGQgrHSvzgOmcpgvagR1OzNJl+MzYAe3WJFzewdcJWma8czKWWpOedi8vD6wHVyZcxxm2AJASQUlDtMcT8rv2ogxygHBTRgs54/rrkiBnBGy4nm8B4jMAxjeyOqALE78KwI3hVwn6nO3KoBaH+BzQMZqxZqBfMeDKhFdkiAA8MN6eVTUw4TDjKeK5G6UK6PLAldGGrUZXTlpuPhzQTlzKgR7HXAVsM8IqTLm6nVdy89YJH9jy1K9WPwCz/Dy/7vnv+f2d7XwmRaFe30HiGk/97ID5I18feI0rUjWZZ8qEHUHYLLYYs0Qp9RkL8IKx0oxj9jyDcOrAqAnHpMWF3O0wtSbcmDBl6Zi8IkePIJyacBgGM4KZhuQWJCcqbdWEOwiXecJhwpajh5pwa1EqTHgDhDlBaSM7enZHX5qiJH4o9ntJjtb1PbaytigFhDNDGDVh5M+j14Z1ZBuz9qkBE4DleO8grBr+JRDGpk0mKtf+IaQbhCkrQHplHyr0VIjtZryFCbONiHWRFRMWCPd+cG3ElCOtyUiRowm4YJ/oMGJ7kgxUJxvNnp4hS6tFqYZyQI5GDTj9wAAm1RoYAAAgAElEQVSXgLAY4FO7fZj0GaODFuPh9lmbSI6cdMi+gXkKkpOrrgFtOlFuVSS31tnbAbjHSWbOb2q+Q/80M6DFhmtNeNUPPBu+LgFxVsR2HP/893/BLGiyBNetapzkEDGAuo4Z6wzEK8AJ8M69v/Vv3IYH34xGLmjVejh1pERZstbg4c1x3K1czojM5ImaTFfXPgw/ggHXzU2F08/CMLfMT5/l9V3agqTpn7dpIKx6FN9XZOp8rlt1D+5kOzsVHslggu6OVp0WC/gWCKsmhrxifXNizNoCYRp2NGewMWHVhM+ZMCVoy3ytRQmv5SBmfsmYVZkw+46R8Yz7cZjDwh1NEJZUHTl6d9QIw5kJy7iF1iQ4n5HzK0c0ZGfUh9HXe9whPQv14mcy4lmOPsCIhdf06rAOG7M4ZzjuaMvRKxDObOEtEGawByIrizs6LUlJzMJPqhJWNyoIQ33Q7ZyYxV5hasmqZPN8Kac4gxfqPOEVCCesg/cH4GKv4NhKtiv7nJLt2rRF01UDYcRV7llqYF355OlIdkkz8AP155cnSdFOt/oeAMHtzXzDmmuPMHuGAe5utwkTrgyPXzFnROs72btUtFakn7fHUIIJX1tzKwBvgfCKCM3rQiUtSwl60YbUgfVUQFa/d2m6s+S3hHHMG4MzAA4DzhVbYDm84Q2Jmm0e7hyqMvUl4IG8THddYYQ54IO7Onb3zIxMLeDw0GoNAVyEvHN3ivFWpQ5x7cPwIwB4C8g+O8B99tfXN3yZcNNBOJF1tV2CcFx7ggnOqilLIpaEzF5zZPPG6WxHMzeekxxdmXA3dznUofUNmyGZgeExxJDFyLZAmC5Z9yQrJQkyIz7XkinJvDCggapR7xPmgAdPTsoUJYAwgpKlmMoV/QIg5SxhNs36csvOuD9BGDVgGKqednunZ8WYhTYk/Y4gD9SGcdT/vWYLA0wBzKUmjMdCfzBd0JCf4bI2E8YRkRP6+9iihJdxBxMmTD4jS7q3KB0QMIT5wi4RXIutHORo1/THUYZjWAeAWHnPVldQE/YUpRfHJ7YasPuEZxDuxiwNZOCsYA9jYF2Y7ugCwqzxggELNNO7q3rxaffkEAmALW4DBkx220xZYnYNhJ2MJSBPz7FYuL4LZaDB5IEWQartmxnKAKPUfQCc9fdSPkOY9kox3DJhzeapXu9NH3Dqvr0HuLmed8+701OXrdcgLJl+ZL5xY/cy2ErZ3P/Fn/05tiwNAOuN5pou1oMkV0WSpvvNTCNsL33RQ7AHz5PR2Ucvi3wmI+Xv9BrX9iPyjLQbubWouqADtPey3lVb0gqI75WgLwHvFutcfaguMcBbGXXdhV17vC4tjefq0o7z2mNuqQDzbvCWx5lvM7DgxoTdhqQ3Locmf5djsd5HgQwB3LznJCtZGqKxSmaurZow+4ItMysEQOEdZMRY1DwQQCEB6CtN8McIwmh9Ukesp+54RysmbNPYlSlKHYRlzMoUpWbMKq1JDYBZI1aPMGu/Awg/OS3Lc4GP7g9mjRlgqusBumhhgkELLUsycylLWklZElhRX2Ye9KtqyekTTmwl9gswde1fntU7vAnCSvAj9GETpdyIHUA3IMws+4R13ATC2UAJtFdMeE7MStxkBeHUhDGmkJsz14DxNz4LrHyY7SpBSyYrGrOYF97laIAqe4ftoifgmgmr/QiDCQ/+CVAGCGt2bUBYaVg9qCNDGgLika2hBGUAxAC8/N70UYn1Ow0Q5poZGXpqC71EfGYGnNvm8jzPbIbdWo/m15wNRX5WU1Uf06jQETFi/DQg47h7fOFoxqq9xD2aMm5xYWhth9K6sgTgP//zPx9qwPMbW4EwwXCqFQuQM5XGFnL6I84n1TTgrW08k7uNgOei+wr8ckK4KXiQxf094Du3Jc1/XwLgmb1fApxLzPItAHTvfa7Vl3/p15cv9a3vY379HHVWlBc+zsR0cx+6psvnNgxY6VcCQpqWCJqQGyEoCijT2zuDMBZdBj5AdWlJWQf1nRLcJWPjNT4DoN1fHFYVY1aYMF3Pfv1akMOEwW7G7Oj0NkOaXPUJnxuzHOAx9Qe/oK2IIcwCYQyEOBzxe2XCaEF63j0clRXdmDDzp/Ed/L47luxoSNiMoERQBwI70MoEcxUBW/3AlJ3ZJyzTFZmwJyrV2Eoc80fWedc1YY9U5nk/wIhVmDAHODA9y4lZEwjXKUo9rGPbmDX3CXNeHjZaGE1o93OMWQjrkKFOCVoCYfTsftMGbADhGLLoVbfbXWAsYxbm/77ws4hAjpZsZSbM9CvUdBnSIQD5Dke0+4STER0QpsRtZkwm7CEPZIsLEGYqofOq63dQ62IPXKogfCvwboHwSnrmOl+6dCqw5XVtuZRnRzOiOVlTt/FKRrUu4Z+D7mkH09r5VKV0NFQWHOZ7zoTrWrcPAA8XFjl4i62lDYk7jmRIr1bR4lRjDVdWBR3ECrrloBIEGLQN4fCxp2kVFzSd0WzInvrLquwBYfF44fq57+yNJqwvAL4VPs9v91YA7se89gL2Oi49BTCOmNS2RSM1Er+UNQg7+Yr00YwUNeULTJg9xUzDSghIBWEwbPytRVZ9Qec1YTLfZ+QIu4b9qkEOFYSJI9xIOPUrQQ6RozkgyHOHJzk66VkEZoOw3NEe3GDDFvuFzYQhc8f9DN8FJifJId3DOvI7cqIfAdwPJzTu7B4evgtg3SdMUGaPMOrHmrDEGjGqq/CXoAUJYL0AYYZ3QIXw2EJsjraMWQr0wMQlMeEKwqjr13nC2NRoyhI+L4mttHqx4Y4+B2GQBSVih+kGhFMTVmuZYyshLxuA9dPpaZx5m5qwgDjMFwBJ5vu6l3S8Qw+w5wU/qyY8gzAYHeq5DZBh1ALYFLNWi6X0/Svo4HME0F2BHC+jV+HZuc+o+4sEQcG8Jj/PoLsFwhVwZxJUV5Pu6XBQybNwpknJcw0YvdSnUYLujNitXad1hOXwmOjH5sCHGYR7KIheh17tGYFYAfC8w7i0vM4149x21ZK0etwspATn4pLOwT5Y1sCHtOn/iTh7R4/Zpbaka7XgvI9aj5iZ47W/3w5ZX/fcPgJjY76+gfrc5AvazkuLnISxcOGO1gqjWnAYdanbUp5cZkeHMduY9SymE+m6gjAYl9j1bMzKZQbaZEdTTtciHc+ZgjsM2lNNmH3EaEkaYitVBw4Iox/4GYCKGjFamJByUeRoAHESs1bZ0T0xCzK0pyjZmHXcPTGMAy5pSM1izk+cIwyJmaMKAbwAZSdmgenC+8se4Rcw5jLAoYIwAjuewZ57dnQ1Zs0gfCDz1ehCiXXK7D4SdBVFOhuz2DTVUrUkTaN3WNnOGmXYpqOzTUmXK7ZSnynI1VTGmRctEFYvsGTotCJlk6W/OaCV9WC0Q0OOzmQkMmFXRr6b8TbXM8xDhQnj/XxHHbi4oFvdl3XkJ9aSaz24MmGF2cSsuJZQSb4KA04LUhTEa0C7ur6t/YdkRY9JiBVHsCnsuc99szBLzpcl6Lid608nhy1yoOdNyqoPeD5urcylRaktYUsGvLXALUEFRfrCMuptKgjnNvNlc7pW3eXwdSxiKGs94Jqx6p7rLwFvBkLn/eW2OVbXAPeXlnb/eGF6AuFFi9JwLtwrvAXCrBljUcXUHriYDMJY3DRVp7e4JOChAit7fJnU1OXoEYQ9nOEsrAOLydGGHNxGCza/yDTodMNjwhwuGbMAwnj5DC3kZKWTBjhQVob7FnXfNQhDbgYTxtjClyNczjDzoi9YU5QAwpKkw4pR50V3w3clYmWesI1ZDPEAg3WmdJWjIXv/CaR/1IfpOVFkJck54ypLTZhOZmwQOgjvTwDl/VlYh4CXB1BTGmHMYgvP/uo84dcXz7dlW5LOt+r0rGQ39/xuj8AOXHcUaCK4A5+XPXi/FD/kfxPA2U0CAxc2UABtS9BMQ+tMWAMlwWTVDwxFhDVap2N9zyhCSsio+WpqUpgvjVloNUIm9NQnzBpxmQOc38V8ZfAKY3vePaksU1kcVEqw+gxi4Fz3I0cxkgwn7aoMxDkce15D/b3Vfo89i792uFSyE1ZMIAYAh6W3AQy6rEvRNXwDKoLNVmDAYcJbPwsAhyFvgXutP4d953ipFKWSlv7xw7u7C4C3wObaYl9DEwCoYbq1dleBbT7Ys/RwKwCv8kYvAfIKgHNZfc4vBnztjP/a15+DcJe6q9IiyToDGrYSs9oAhyZHo6ZrKdOZzukzTQ4xnKyZ0kLwZF0505V0/+fnLGhbICxJO6H9qlU7QzhhHc5uvwbCl+cJKxkrIDwas153L2CtVwY41ClKqA7BHY37IMADNd8ZhM/nCastie5phnPUKUqeyFRGGcaYhbGHWE9mOVoBHWK8nKAE9orBCzgHVNw9CeuJu/yWHc0ecMrR2jC12EqXFhTSIWMV88ILE5Y0/SdeXkcmDBA+gd1zWL0UCwC2er0lSety1XsbI2ZIywqEJUFTmkbQBhOwFNYBF7SYsOTngDAvLyBcTVmtBclDGOjMxrHlxtDu6Cn4IvN44VvIGs0acEp7aDezP0c5DUdN43p4aJPo6oCGrbV5JT2vCE0AEDXaEYBpWeuS88vT7hWbGM9EnqXn9rcl6gGwDcialHQucXfAHd3jdeMSzwlx5M/+7M/aNKSPWjYvsb0tplgBeAa4dnLtrpuBcuVkrif5VhZ8iQHPLrzV663H7xoj/qhj/fU4qyOwkqKt27VBDaX1rSVmJQu6Jmq5ptuG88YxrfYnuaM1WKGCsMxWI/PtIHxeE05LEsccOjFLNWUswOejDHEbGrtcplZN2L2aGy1KIwhjPwADlWYMU3Y2CCdDOsYs/HyGk/kOEAaKEYBpzAKblTt61aKE64cpSksQBkCL/e5fnhg1SZC2MWuWowHAkKSxISJ7LiAMJozgjjrKsMrRQ2KWe4oTqOJczyUI02jliVg4H5yGZTlalW3EVXqAxwFuaJmzFDla6v02XWWUIYcuYAoS68MIAXsxEw4I78huaSAC8LaasFqSTq8wG2EYCPqEcX8A0H73HTXh4owGaAHMlXzlzx5zp7GBkbM3nor2rSvuZwAx0q8IwIus5+OxD8aJ9Hxe+81AhnEq0ooBr/xJc8vRDMRz2EY1Xa2BGMe114prdKVqv10paBuAohxUY1jWCzmkJRsTgAN4H7mYb4HwewB4CyBngK2s9VJxf+t+l4B4lshnIN46ll8S9Ed+uq491gKAqfokw3Zx/7tAWIsTREX4BQG0lCXL/GAyKbexpM4bQFVetHIkAcpDX7BbmZgL4h7keZ6wnNweQFFqwjFmXeoTvoUJoyaM/l9IywTmFsSMzGi4oGXMOq8JQx9WWMcgR28w4dqi1EAYIOu5wyMTRlCH+CYzozG84UKLEgCZOdKMyUY92S53DHNg6DOMVzFkaaThSo5OdjTbXV+/MdKSCz/sZJaiZybc2o4MwurVRu1XICwBEvKzWDIemtOw2FMcN3QiKXWen8CMPZEI7mZ8fAimTMQyEw6je5UDWkMangXClKV7/y+At+ZGB5ThmmbtOSDc6sDdPJtvzzwatq2bC/Dt67AA9nAAI8ZMdsUH4/pZsWSWUmtpUrjSar1tEvRUsx7A0saz64DbXdAVrOf7DcBuxt2UgvK31oRaS5dxLf8aAM9L0kcBxrxLqY87/76SoW+RnyvgzqD6IwB4Zugz6Nb3kQ/HRx3Pa9DzdX2OwEeAMIw3CgME9+IOtjFhtxnY0RwmXEFYIwsBsplLHGNWaVGSTVahGxz+0PuJxxYlJW8ltGEG4aFFCSYr1h6VpZ5abwxc10A4DHg1yhBZ0hzScGGeMJzVjwzqKDVhM+EaW8nJSjBcHZHzfCJTnpmwBjY87/ZIzBrc0SfNmrgAwkeAL0ptaGGCrFzmCXMAAwbOvxwIvkdL0zxfLC/o9tg8HegByP1tvsJtyOd1XkYQ1jzhtChpY1TCOpyIpYENyhHHnGBuysyEdZ4FwkrF0mfk6VkDOVILVuuRmHA3Y4Ehe0BDJOcmS6vum75gMV4BNEA5bt7T7nszN40JWOor55qbNnnW+5UOxvhnhyWNazGAFyCLcA4cmuMgQ18rDa5k6LrWzaYnMWFsjvX+1mDaE7B0PW6H+nD/KeDNbODzCUlkwa4pV7m+gW6pS4sBa/MXEP7hAHwN2G+RnuvBr1JwdkxbAHwP+M59v1t/rzYJK9b7JUF/hq3AnSDc+oH1JWHPb2lbUo2vtyiBWWkBdlSh68LdcIVvHEAYU3c0Pq1lR7N3WMMe6L7l/GDc5tsZCBOgudCKaZ80ut6vTTVhLtxmRptMGHnQZsznIKzpSXOL0ltBOO5ogDCkZ8jY7AGmq1pBHmxb8hSl85owQFwjDcF48fs5CIcJPxCkceAemaTv8YcA6JPbkZyElpowJenWrtSZcGIrWcs3CAP4DlAmrGpgoyQmbBBuLnr8rSSsOawjIEwmjPvaqBV3tDZMmc6lMYOve5m+ejY0zjGuU434u+Mjm0MaTHcvGflkNgxgBriy/rtD643HGaJ2PPUBkzGCjTMHWa1N/PgnDcvDP8YpZGKpmrsgdguSH0BNRgPXU6QW0tmMudKPA/M9B+D+GH39n4YxWEvoffxTaleRh1f9vSvJOQEl2/3AIwif1ZoL2xUIayMwO7UbA/7d7353sQb80cztFgl6lhoChnjROVG5zbX67j0gfKv0PL++W2Tojz6OnwHePv9rmOQeZjH63+SOHt5LAeL0CTfJl0zVK5HvxAXAsZY1ypAOaNYe7Ybl1KSEfqhPmITasZWNXYcJ83ExZxZf5CRm2ZhFFqVaYNqY8FBhwlwYALZQxq/UhJEx7RQRtiFtgzAMNk+7/QEuJmVFIwsasZWZnKQM6dPukfnQCt1A6xF7gtF65BYlMGHVhjX+8Bsfl/5h3i+xlWxR2qgJKzv6iX2nTNTkTGHNFa41YTBhZUOPxiwO4XjZ7x6Z6Q2AV1hHQFiydGfC8L0zYcvMeA8JmeWHI4+7UtVwTsWSA8Jiv1ZQ4BrG+WYiFmrCPaxDNWE0YemyjCdk3dfuZ14O6ZmRlRpV+IRNWcYR8nfIzWa1uL66n581wpC1YrqpHWfpMA78LVDxFCSWWLobmiTd8ZP4nNQ1U78HhPWTAAxJeg8DFiRnAfBtDFi3m9nvai2tMm+txTJoA18s52KfaJzCcAkMsuhg2vqhvSnp4Ixwjm62qkw6DBvf8dXzn11mNtyZcKkBby2mHw0cbwHg+STPQHkJhH8JAK4MeAXG9djO739lJLgH2N57/2vP9d7Hv3Z/Mso2nejaq9m+fvU4q8c9i67EQ57VhvGF9VxfDpJH/U4TYQTE2yCst5LRdpdalNRaNINw6z0eQHg0Zs01YTIqJ2ax0ybOaDts9XLR3tITs9CNkD5hStQE4bQo9T5hDXB4YgcKGCzbmQCynhXMPmFGVQHlIjsLkAmycMKiJnyUGYuxlZCeKTt/F9juMcpQt4O8vZwnjH7gBHeglchO6TbAAZySQR2qFccFXd3R3ZjlfuALYR0CX0jX+Bxgr6PZ0GDC/Eyz5l9jK4/cbB32x92puaQPu9fDkW7ZJkHjPgZkDnV4wO1RUz7sTk7OUid0rwGTBQNYAZgeLAJAZu2X8rOBmPOtIZ++kh3HHZ22JIK1mXDAp4JwwjzAmpEeRoe23jw/+8/YTHEjiH5uSeSdCClH/UAZOkaqbsaaTVeHA25TZejcxy1MThgDaGu9HycujfJzj3rcYqSb5isAdBnRONd6ZVI7l57nVC2BbcI4xv7poU+4gDBxIyasty99991zBiCAJ09oCeJY7XhmF3KViK+x4FyfQn99rNV9V0x4axc2A+69AHzf0XvfrW8Buo/ecL3vFb/t3tff5xRnd8GcJVYqUOXn1KaK9PPhei7GkYTdJ5xeUYAlmRUl0NR5/WWds6OfM6hB8qaypfts4bOacPpJPU+Y5iu/zg7E6CmVe1Wzg3sMgGbTa/4wZwZ7iAOAGgMcZL5C/7BalJjN5DnAypVWNGUuAysGFQXrBUhDViZLJgOWDC1ARpqWpiiJ8SKYA/dDMMcFEIZ1CZI1Ii1txhIQi/nCmMU6sdmwUrBwH7ugQdzZB6wkE6VqyUau7Ghw6Zfd/qSDxRxp1I3VM7TbAYwRn/kMmVlMmHOeXV4AEyYrYqsSfpcxbx8QZhSl+oDbWEOas8DzVa7AAAeeZwKwHNLIjpYMrTIEBzGQAQuEvwMo2f+r5CuxYoOy5WiBr5hvk6MdV5kWHYL+60lsEc9nMxEA+IXyOBQD9f365RYA9kz2DQc0AHcE4VGG3lrD57V4i8zMbLMx+NbH2/ObFcGpv5mGBad3XOTLn64Vgz273ksANrueoy/7axkBOcw36xONmr82AK8AbAV251JHOeFXpm7kvhWALwH4LwXA19jh2+Bn+17XgUm7zJ/p3yXmewu7JiO+5I5m/m4BWA4e6eMCeaw8knALhOfErMak2YtqVm1HdExAWIAZX8fwgwCyaoc8jy+SKCU/ux6MdiiYeiAZTn3CAeABhNWgz1amrSlKAeE2ypBZ0c+cpBR3NNhuoislTSOEAeMNk6KFiUliwHvI1QRbAO1rG1l4Lwg/oBXJbUkzCAOAEeKxx3xgsmEOnOTfD25LCkPGTGLVd8sUJdd/E6wi5mw5+uXIDVUbVQl1hKxYiWRgzC1vnPV8ZUEzQYs9tTZuMdQlgCx5msnYxH6VKpgJjU5qMF1c5lQsGq/IkjEhaceMaLqaARCo7aIWjP/osH9t7UYAZ7DbpGGRBcMlDXc1B4Z4prAjLtU9i02nVgTlmPiP2CviUsbGCxJ9WkURuFHW5ay9FYjx/UxrEn7OIIzrE4AkKVrPrTUqm2j0UUvy6dJz+oBxBB82DFjV7SyZuYLwyJjDgPtowjBlHP/KuseNQADYdeAp1pPv5WcC4BUw3sp+77ndRwBw/6CMcHYLwN0ClDNIXnrcex/v2mu89/G2jkXeQ9sRlijSa5uA1Wt8y+via7Ns3F/PtAlpdVtd3gGYf+luBGEtpFjMsOCCGdEdy3GHWnhp3jEaytSF/OcuR0NoVe+v6OrAhDMO0fNpY8xiWAeYEcMclB8s6VAMKpK0nha3QV+vQv55e5qv+MYWowzdMnFwTCXSspgdDbaLJCIz4QLCTNdiDVhDGNCupMQstCeplYnjDJmudZ6YhXnDj2C4B+RGi+EqttIzhG3MGsM61Ce8blFCv/BeteETHks1YwI02bI2NAFhZUfLhEUXtHuGJb9Kjq4g3JUNsViGeDAnWclp+oxo80QT3stx9wIJlyxarUdUIbhpskGLzFebLCWf4fyitotoS/XptpGEcEc7vUqjCSVLZxISW5LSI+za8NMLfNICnQR6qI9YIR4NzDwqVnK0LsfeIaUcqAuKOwX4YsjGNxmx3IokkIVJC3IzAPVxdzhCrT7sDrh8/7g7PsK8thhdePDlfBKnbAF800MbssC2KX/ObYIaU7DiYu4zj1ftSGDGeBwZsdY50V16NmDju4vz0WrnPnaWmtuxxOfLg4mG9e6PBYDvScX6kQCcRf6jQe4jAfgaYIrpJdjiGlTq+l/i9d37mvorh0mqvo8w3nLhDX3CUGnpdm29omJGAuzMAM6owow8HBOzNEXpUSEb7D3tIMxDTmkzUnOMWQBtAy+nKTmUwwtVrQsnO5rj7zLAiWvaNgjjtsyTLmEd8wCHHXp3mSMtSZklvINmBY+xlWbAqAk3WVrg+oi/Aa7ggocn5UBjUecABwA1rkcspWIqVzXhYYrSCzKmlYRFYCbYqi+YXNRhHfhbjNjSdBvgIBCmHH0BhOVil+yMRCpsvmTMCvjaaAdwdpwpW48MvHjH6h0W880UJTqhvXGL+YpJWQBRLPsc1wvwVS8wnhvSdAvioHNePcGcC8zxhB1kEcSBjwjAufUS84M0grBYef8u8LvM0bIARbwnDcUJ6I7MN32/Atyz7GdGV+7IhGupMCpoVyp7DZg93IuBQXMmc+0DfsFcaLL8zP497/cdGPBJYF1d0QHfsSbcTWorKVplozkVq2/wvxhwkUkCvPkgkN+UgQ/5UOTyCiz1A7ECm63L3g4atwHfLy1z3/aqfsyt3v5e9YU+Oxcl9ifXk02ijuhJXrpPWWhpuMkQXtf1AAB2yA59wkTDAHb6f0FLNLpOQI4V8jysg4PgKUWmxSFytDYP8yjDOsCBJU1PU+ogrHAHsme0K7UBDvqdIOxpSekTfvGgBhVkwXAV0hGZ+fXoPmAAM2u7qP0akAG0BmG2IEHSpsnqSa1KBGFJ2JCrUdsF9+PAh9fOhAXOIBcebziFdbAuzNxuALcyomnMcj1YfcIGZU5FAis2G7ZSAdWC9WTG9+KcRPVQ/y8VUNb61TbEmFJI0fgc8BzSp8374WcLXnFNmKDrzxNVC5QXSLXxjsGUJTnD3AXJGMBendGs9xJE8ROhHXIxsx2JbmeNKWTt16CMfmJI16xjglO/KrJSPb8CZJVBGMJtpQT1YTFVfFawaXkGqOI/Hhx8dlDblxSdn4/uC6aczFakDsr1dh2cs+6uHdDc3KUlsMi653XgOLqlCghAe+/v+LfqwmHBGdWoOjHMboiy1ON1ebq7o2fw1d9FFvfM8bxG05IvCboC7Px7BeQKvvm9XjazvABuQOEa4/0xkPTH8ahvB94cn61+YbsrZcFp/2LM4r2GevAcW+n724SVsA6AI6fvUP9NqpayiWW8ehjc0VrcMfghz+fpSnj4V7to4VJ1PRkLNhhZRhmCLTEuk65ou5+RKsQAiMqEAbRgYKoNipjhsnMQBvjC9Sw3tMcb8neYsjRHGOCp4A47p+GA5gCHcxB+5H1RJwa4Gnz9kxI0ZOzdC8cZasKSJiZxhjAY1IvEWt53Tsxyalbc0Q8eyHDAuEJmRLsM8bJXStZgzuJ8R5YOaMZKWxmMWqlDPsssh2StKBSUnF8gpBNrf/oAACAASURBVONceYPmZDS1okGSHCco5fylt5ybK2xJyITFdHEd7i8A1oxepWEBfMWEAd5ixAroeELkJO+Py8CgT40RK2YmowzF1ADG3MT58wJAlkQgA1/WMpQYMv2Ia6XbjQiqkJkNwl2GftjtPR4WIKzLexJWA+PI17WmXKfhXZgHnG4Fsd2MCqwAXOf9AkBPDXTDdjsTHmXowfmMFkLI+Gcmr3EIhAAXfdUGY5aXiprws0vQM2uda73X2pBW979Xgq4O7gp5W6B7DYzfwoo/SuK99tq4oNwpP98qQd8KpG0B2Ghhuu/1lRnCtU+YLAlg5DACSow2gSQG0hJvnylsNrzoE1Ze9LkcDfbF/s/GrEgrWm8vF7yTa4pkWnLJQqZ8OGmBlxFErIASuCXoLOhg5FyCEfrB6TsGYTzvw373RHeze5KnmrDYL66XY/oFrJYSJGKmPEXJIAzmTCbcZGdI15knrIlJAOj0DHOucEI6yI7xMiBbo50Hf3cZGmAOmVo/n3ePaJWBa5rWJeDDWB9+xJFAd5RblnCc0ydMQk5HL4BbrmnI1OoB5r6Cn/Ej5QG7ofGTb9nqRgnqUC8wLpfrGfVmMNqY7zhNy2rGA1kyhi96Njra3VTlJrjxZ8ZPvqj2i/YkSc3YQOEdywENBvvEjZd8BwBhyM29P1gyKi6TUStStaRptTF5mIPjLFMD7gCsFY0tSAZgONERKEIARj0YndhOw8Kc9gfWfMN01VaEdiL8EjPWI+rBvK0iKNceHXkkZsKzWqNqXbXO5iWTBxhncEKZAyzw7GMHOwALNE9Fhh6DOcx8pz7iysDzGvpr6TJ0zwJ4/TkZcHUw11rB6iReA+CVG/oWAA6oVDBYAc0vBcK3APCtAHcNMN8Cwp/99XWlood14EuocXLa9SOsQf8gJcptnMQsIVRGc0p6rO7qXgO+tSYsaZqSJZkXFuFmPWW4fq0JX4qtlNz8QJmSrukJhMGC5Y6WMUt9wwDXPRkyxEosogFh1HlV3gQDBlkH6GpEIZgxGDGMVEAyyMxiyH1s4QzC+wNGHPZZwrgef4MpH/YI8LAJC5eBIeO2bNIB+1WMJc7aI+IsDWeMvqAs7QEOgL0XgTKzoe2KJvhCTiXwgunCLQ1A1vmTHC0DlxiwZGjWfCe3tJK1fDk2KSe8wtT/nf/davhWOjhRSUqGygYAVGzk8DeEc22w5Ix2OAcYMOIpKS3HgOXBDPibpiuBLj6jZL47DV/A54Q/OVcYAKxWJsZYuu8Xz+/5QW458mfbZih+FzgmFoY6fV+G3t+ShEXAZQBHqQW3RKxuvFqt03UdXoKwpzM18GUamoagMMt6Mkb1Gm6vA9fLaEjzxKiVSWs0Zo21X9SY81gB4g7CoxxNE6YNWT9tDXgGyXtcztd6zmaAr39Xhku3n//NEnW9Xb3N6vL3XHYNVPlleQNjDQi/9b55T5/l9c3v43xDsCFDU3eLZNTNWTyufa72eWtSG3NowObCAABYM2FJlhng4LSr0qKkYBD8j608FmM5bPkSGBYhaStyJxdzM2EyAM+c5eJQBjjw7q0/GMlMMulEJY0CoBnCT3RPiyqC7QIw4IYWIKdfGHIxdN0wYfQYy5j1snsgICOYAylKmiGMy3mZZwqDGaNm/I2Z05Csey0YYKzQjicyWtzvGwMwwITxLvdiygBfXPYK/glwxWziB4Iydi7f8B7RloROXgZrCJgpRzdpWrIywj3AXN2Hc86EnzXVHOUD1Jm52WJpATVipWC1VrYXTEjaaUY0FRexZoBrpGcZr8x2U+ffPTDxKvXgmK/6dCTUfNU2JKaL//X3fwAYuWeVqVkEXE1C4u3griZTFHBRhrZMqj2HPv+svToJS1HX6HHGVnTvmEmHZlhC7rVgAPBowOqpWHU04di61LKlwbYnCVrri2Z0V/bLz7cdyNog92jNQUK2dBzWm9puHVE4S9Ft4tRZMMfCiBXT19Cm1GvCITE/NQCv5ON73M6rvrNL4LsC2ZkBb8nRPxKE3wPgfyz3vQTA2iSUmMr5oEyxlXksZuKW6nCPrfTyoBxIsVcsVPxSxnh1mQkr+MO13kRd4ssMubJlR6vmqCAIyZxhwux/DAgDuCEfmwkzc5rhD2NNOFOUkpiFeygxC5RQ5ixIjawRs77bmTBrxQTeZ5q14H4Gmr0+fHdcpUI5Dkf6d/mToRyMq5SBq8VUOsQD8jTal9Q37CxpADVkaPx8da60+KLqwnuwZAAv2KtAGKxWAR0CaAKqBznIHS1jFg1alippl2KdF29T564x3wx3yIbplMQz1fZ5eA3Ackfb5dzOh84bDiFbx5yOxfYzKxX7V8wPPlDVPuGxOP3I8jQNWWo1ihStem8H3xbEwcskN2dykgY3yLhFwCZDdi8wZ/9qoyfhxaPzIDdzlyLAZaKms58jPzNi0jVexU0GXPcthrKC8sqAFaacdZiPvYcZK0x73ChXglElYMXAVhNWHxtYQTdMF/c9PUERQF723ILUHdEnmrGq+Wo0YlX5G5ssbn4NwvPrI8n5WWvA16TnexgxHqsCN790h77rah+GhRGgMqkZjOd1/Jb66h8LIH7O9+kvN+mcds9Yc1zqFQMq/8LuKxOukrSAGjVZsWCyhkQcvoEJq0VJizk39+wYca+pf88c1zrKUOlYqhGjdqc+YSy5jwJTLOSUpZOUJSaM63IZaoBYgPtPFrQJqi8AW/AksFrcz4xXUrRqtZCgx3qw4ioBwrv9911MWBzSYCYMYJYULRBGZCWk7SOT85SeFUPWw6t7htk3rArrkf3CJzFcDwMECNOkxf3BM8GEZizWkS0/+2/mSbv9CNGMZMilR5gStMsDcD6nPgwpeuj1BqDxswPTldrEND2JKw3PIVkb5Wdvquxkx3WUg2Oq4+QiMWS54DsY6zJIywZmuqDFhL/zMknQkKaTmJVULbFeTERSKItiSiOH60OfPeoe9Vx3iLAX3FGRBF8c+1YDVg606r6q+dIJ/ai/j/5bpi2x36zFK0Mse6zLSMJ8FevmegXClfkKEKsRq7Yb4bpxQpJYsBzSAWZI3M/PCu/gcTQjDosO6Opcd+c0NhF4rO6O/smSsCrofiQAr072XH+oIMwP4wVXXq7fApkvIP6c8Fu/yNuZ0XntScNSmWzFhBmOQZPQo0CYCKzaohKwwLpUXJ37hNm24oSt6o4GgD+xhFSZcAw/3UWdecKsLSYT2oxa9V6wqS0mrJ7g1L4Z2TCFdfDlH04O8UDrkZpq2aoE//UR4Qyu/zI5C7Lyd8rWqQGDJcuQBTDGAAc5oNjri6xo9gJrchKHO7TWJJivVBfm2EMyX/J7RVqynQnMCUxYRq1HOM9tyKqzhMOA5YR+YQsRAPmR56tEVZaaMJiwasS4fZ8rjDog29MQacldjaIqsUBDmkalWoMccr4T3EL9nuebAxpspmMSFuvAAmYGo70caKqiKxqSM/t49fkD8I4sWExX7mc7o1k77pfL0Ae15DvBWgUGu6BtvGNphLmc+ImPq+u/dFepD3h3PLAdDBnRXE9bEpZ6fAnAYcRtKIOHNbDVc5SfuxIJIiQ2rU2AmDDW0NgnqwSN61oN1ma6WwC49/z2NqMezNFBu4OwHeMO7QAQx9TVmbfWCvUgyzVdW5P4Pn42BjyD8MpEdQ/7rbed68orwJ9l6C3WuwWyX+D7OcF33k1vStKLenAWhLkmTPZM1pmoyMKgUyt0djSNXaUveFUTpqyJFdBMuNUayW4Cwpm4lIAP1SQhdSLCMGP0Ikdzt87FXTVkfD6ZzGQWJBkaErZ6gSk9gxk9yBm96hFGbjSkZTib4oxmIIfZLhxNGMqAnwFfytFsWYKU7MCNI4IeLEMfwGi/EyQ5yIFtSABhjTSk7Ey58nn3DeY5+4XTqqTWJPQQO5QDfxOUnSPNbOid2pAQLAHVnQEdDzRo1exombHU7wusIgiTDacfGIY9hXdIAQG4ahF+gOqQCUtmu9pgoXyA41zbyTTliM5nGq50bsN6EchBRsvwFbAxtSZhwwQzEecIt3qwzFh4K/qJdqQXpmsR3PE8kLmZKqWxlSo94Bxrs4l6b2O+dD3jOg1KEIuVqWp33O+OAFW8crQZGXBT9z1YcazM96IJyy7rtvbajMi1lIMicJw9OIIALBDGHF9OAjPrnSXp1YzgKj+v2pGwmdJt1C8t4PZPnJuWJR3XcwniQAlhAuEvAE6W6cbPmQlvMd+PBOK3GJ8uAfvX470H9NN84bF0jLYykE6SNJ8lKVgwjjhjmgsAdvGsB3Z3dFiweom1eOs2PZxD84QV/tAzpMUCuPA4thJL+zPdVLhvv21qwtWNq8AFsWAFejhrmIxYDlsCLkC5pGQpsVP1XwVzgOWiNgygRXsSyF9pT0L/MKYkYbmn+ep593pUrRb14mbKAns1+KZVSRGVnqKEhRwDHVz7pezsucIcxLDTcIejRxw+7GGyAisGwKJWDPlawAuaidYj9Q7LIQ2HUhKy1BeM0A63vjYHNExbuH36gVHvNRBbw884Q7mjwYTxWFIqdB4dOZpNl+v2cbhzswb+3tLP5HyHGxrHmyYsAKzLDd+d+a0e4Be2Kw21YKRiEZgRtSEXPAC2134B1nY823hHGRrHqbal2R7BNYa14D1BNQDIch3Bd7d7pOYcQPYAhgDw/mGHUA5I2Fu14NSFr5GflHq4AbSalHWOQMvcbRnKBuBNO1KRoZOYJSDF+++OZtSFt4C4MWs+Ju4DuVrHvLJhe8FaXGa6J34KBhx2Mddh699bZqp7mPCK/a5qvxWAb6n/vpUJ3wuavyQAR+a5B9Y+++u7/b1MJpAWxOFHiH2YLSAuVWAxgGznEAcAW1qUeHMs2M6O3gZhxVoKeG3qKbXGZEejvtgA3bcTa9IGAEAceZqTmlwTZhg/84tV91UIRDxkTskiGCvxqIMwwHevaUq4PY1YAGa4o+WcRi2YTmgOZAAIr+rBYMAaZwgGrClKkp9l0oL7WcxatWEYrL671ov7gHjhp4xYbVwhWpbAkF9R74XJCtd7KlKZHwxZmuB7Uj40FXb3BwOo+X183u8enZIFZgyGrOZdgTLOXVzQAOsHgnBCVBxrifr9k/pbVXYIQDtylOY5Z3szrEXKBJOcIEdzGlJnwZKYtXkDEON23wHSiaeE+crytBgxWC9+KrZSoxLFiJ9QI26OeAEt+9DxkcIHj61m2nRxbUzv7wGeATFiys2RnwHSB0jTNmE9IAdak+8iS2eNDnvm4yLM0x4cSNqd+Zbfl19YDyKZoh9H5js6lsfEKw+kKCYs9kWH1bbLc1mZqEQJugA3Qbg+l7+7zqwOQH8qBlxZ5Pz7lvTMz8XUyB0wvQbA8+1mEJ5BPpuB/KxydD4PW0x4vv72Bf/rlh9xBC65oFePv7UBotw4tHbJSsPg/Tmhx21KNO4AkGmoQa+onV1hyNT5cJmYcGIrE+Sgfl/1mKqGVECYwKDB8DMIh3Gx8Z/tGsmO9sB3ABDlTdUBYxqjmcfvUSCsRZfWHPz0QAcGc3AgrxmxY6XISihRY7F9JSsGMGdwQyYnpTWJbJhmLYVw0HRV5GmCMAAc4MoRhpKwOdDB0jT7eiE/A2xZ/1UwR2YLf0OCVtzQAFuYukjWFYFBBpwxhiWcAzJyc01bYVBoByTmjDbsAAy/GWumTjiDGhFwhmLBgQ4cqlGMWiwrqD0tQzvgnFbAyn73PU5614IVlnFwHzBMVygbCEzZ7+swjuZ2ds8w2C4nKcHIFebriUfNBe1zS3Xd/e/8eOKRAYoMZoHbWWCI9iLO6i2gy2EXHj+I64+Puk3MWPsDmPCx14tZA8b1mhGs9iNdNnpvzkM56veUzHLKXsZ3smdCz47lbsCSlDy5n28A4uF+J2xe4ZLWuFEx4W0Q/rQMeAa4mXXWum8F5ipf3Fobzv2rC3rFhlfS8wzA+DA0s8DGWL/c516Gey+AVMCf77t67hVDHYHmMgz+Fl/f5XNUesBbspxrZT73MF/kuMJNi35LzYxNfnQfZRgTlsAcmFbzn/sAB4CwypSeF+zHq3I0FiHI0cof7mDNfk5L1JQ18WSsGzpH2mYtclnKnnA967yTIQNUbYU9ccAP5gSb/bJFRWCLPGgEeJD1MrQBbPjEv4lyZLeo/yIVSz+JgAzkiDFL/b8aY6jhDEnIYmgH+oBd8xUoj/VgytUwY4GVkhm/2g1tAA/7Re0XoM3I45fd4UThXX9zKAPepoY1qBYs4AXAHuNod01YbDcBHbaWc6LSQelYOBlUKDRNiefRE65wXiCB0rTFnnA73Gne0mAORVCCBQOAxXhVvwWg+m9OSUrLkW8HxkvjleMsW+pV5gqr5IBzjefhfi2jCDHe0jGUZMA2Xcnx7I/DYcea7xGfBQ5cgEQtg5XYsJgx0q+4LrtWrPW6BnR0J7TWYKVoac3sXSl1na3fJfbIOx40RqxzCbqz1GrOeobTmSEc1XClowCWDFBtgxnwMfAs4VU4h1K3uhQdV3R+8vvkzcKnYsBbDHMG4C25+JoUjfvhg4B/18xXM/udX0PdJFRo+lEM+K0AN8PmJVCZQfiXAOAf/fqubXRWG4+8plsBmJ+FyMNxN09BHQLWeZxhQv1xrVisZuCJCdcpSliU2RmVyUqMpapytII31jXhEYSZAU0g71OV+DtA068jzulIkgrrEKXXZTLtyJQFxqv6MNqU2P/rWjDAGACs4Q6aqoTkK7Qn4W8wX40rBEt2TCVMWmDMznymFG15OlnRAF1IynJKW5ZmTKX6hWnKclIWpWe2KSWy0lORUB+GXM2xkXg5T7sj8oefXRN2+hUYMKMsyYYFrJSpW9uS5OOalCUwVnJW6wlOJjgQlcc5pi2HqnAKkYdw2NmcXu6MH0wWNHqD+XuMV2ZbMGSpxgvmrPpoi6Ek61VrEW6hiEtJ0So7lFIDF0mVGrj2IfGMYOhhC9g4Mf85rUbqDQYwP/qysF7GTrIVSdIyPgNYh9mGZOZca8JrAtQBuK69DI1pNWABcAXfMwAeGOk0nnARPUnTFSVoRVY+n2y0MrMWMFdQ37GfWCCr0sGpZVKrlJGa8KdkwAA+vMgV6NbLApB4Ezl5s6R8iQXX224Ber18iwHPsmNd0C8t7pf55Ne1n+cIdBNWf01OxJqGNMwg3G7fFgg5osmkuFBAr3z04u1xgG6jOLwcKQNjjk6v65oJ2y0NNqVUJZmpsPPm4z0DHNV/nEk8cm0qbYsga0NPwjtovvLr1CKNx/CAeHX5yiGN9CvWi73IGFQVU6l4yhPdzwBCMGI5nTXSULI00i7YG2wAZkwlLMSPCuNIm9JqaEOvAXNMASVR9grvvjOWsvcHA+IgUyukg/8DmBnvqRnDlJ2dIZ25wCR7z+g17vGTTHaWf2v3TZZ2pmGlTYnAizWLsjM6qWDA8+AGb4pUH4ar2bejxnuUQ55a8zemY3GaErYOCHtg/69YtaYiBXAVP4l2J7FgydDp8VW8pOr4MhShLqxasOImwarNeAHWTJpU+hU33XuZtV4xUcEJWNpkSeFj+lVqwGa47Os9erSgmTDmAFOKLtnQkaEJ0iUvWkx4HOAwr78ZQziuq12Jyoa5AnAMVQnmOE/DUo9vlZJbn/Cz+n07yzULtjQtlivJud+/yNwc2OC86QK8ksTdhvgZ25DqDucSEM8AOwPwW/8OQ74VgGfmvmLEK0DJRuPzgM3XK7n9CFyKrhwDO/h5onwo6ZlpjoURS34+z46WaSrmHg9tdw1YNLQ7nvWFVl3xlbGJYjuZJwxpMyDMmjCla1x94AKjKAqFNvBxM5qQRhwlhWHMnbpEAZ6qeb+4JigmrNB+9gPTCybmi95gMCdI2GhFAiBD40WMJdhtgBiXx3wFkIahKsYsSMoYZ4hqOh3R6CFmLvQJ78yxlsqTzgxh1nnVfaseVYAt+4Q57FFJWh7SIDc0pGgNHUC9OHOC2eaKcgJvqzkUbEt6VhsTgFCMV6asB0xHKjnRqQfznHGxVzqWbg/GipYdmavYMtbKCvo7wJwWJJqwKENLlk77EeXj3QNrwOwdpuFKmykBsqRq1nt3z2xfovSNv2XoLqoGNmpqM+K8X5J0gKTjJh/9swAwysePj49mwq+7bw+H3cMjgNb13+Pr7hFGLID1w6HFV7bSoW+X9TcqZcOAMge4g/AagMVAexLWCMDqx8X1NUij9/0qK5rfCw5yeJUMbTbcABnsN45p1N/ZE4z/cc7CdgXOcUbneX8qAA7A3eKEXjHbldw815Hnk33NAb0C3ZWEe+uCfo/ce+0xP/Kx8lwf+Zgf+VjXjsWPvX4bhDnlyC5ooa1BGcyCfYvOubdk1hOzxI5FJw3UTk6ilOnQDtSAsRAAWLs7WrNnKWVXJkyARQqTcnPzGKk7a6YwIEnqEwfC2xVNwGU9WJN0MH5O7a9qx6IbGosdWpLw2HC5wnB2ALOSSYvs1iD8DFc0a4kAZxh7UgM2iDJNS6YtZkJ7rCGMWIyydBwmJyW5FYlmrP3L7htZt34Hx/vGoQ0O62BGtJgwhy/AfAWpGSyMYR2eiuRoSsjOYcFMwQIIpx8Y9XUANM6L+3vFnDWogeCr7ismZdGgZ4BOmYDH3koIGBSMdwBalhqeNYQhxjrWFF16oNM5k5HMeisAMx0LPd8G3Mz4ZTpWA+Bn1ZNR33WLHNk2P3I4Z/qcsdzPjRWoKXYfvUb78NgZqyIoIUdLWiabhRzN2xx33zyaEIwYwJs6MVqWEtzRDFqu98aEpdpvvDX9+9a8NhlWXKa0hQHPEZCrQI5cFpn5+8mpV3Y+jyYrtSQNjBjsFxtX3I8gXNhwAeEAMI5wgB2fgZ+iBhywWzHSFZCumO81k9UWINfnzk7sEvi+BYRzn2v1ynvA5CMf8yMfqwK6WGBzMN3z9j7RbdcgzE2GAoXGf3Zp4kK5nfX+BZy+qbOjIXsSxFnNtAEoQ91d53vAVKQG2JaYA8JuSYppa2C+BnIxLkvqDvroUrTaTzgkgG1JajdhG5PBl5KmW1Nk5kU61Atl6NR8lRMtxiu5GffJQIc+KQlAvScAixkrO1rArJYkRV8+MF9a4wk1wlC3Zx40Bzd4RCFbknQ/TEpivRdA6zYlxFcqnEOsF+lXHOiYaUl2Q5P1gkc/n5opC+oE86ENxmK+YrQNhAsAc2QhygCOtmQ5wFnTAWixLUnJtIS5tSkAzAAO1305lMEGOknKMlCpR1gsV9crJau7ntETjPhLSND47PTabwCY5xZ9XUy+0vnl3F8Hr3AtZcRkT706wpx1QEgK3M2oEwOI0/O7Z11YMrXSs9APvCVBxwU9lga1Mc1adM6AnVldkrCUOKYvYQffMONMRIpTGQxX8ZKZiDQYsgKsp/QFwzQneZp1YBzPlRQ9gzBavTjJTN/7TwPAM6jVAz3L0DwVjjXL77lNZbKr3y8B9pbkvJLBr4FwO8Abbui6KlfQ/ihA+kjQ/Oyv79dF420WTLemQbax/tSD2f9bJemYR6wD8k2p/vzKaTtyNFdjVlqSuhyNBx1BWC1MGtSg7GiDKRmvpyixeyNtSuiFhFFGoQ4ETy5kr7sTejIhfyYym3NiZcxhHZFTkmzQohQtU1YYMVOx2hQERVkSIoaasCYpqS1J7UicmGSmzKlJrhPT+QymDHka93FQB2VmzgqGQoB2JA1zUFsSALsDL/4WAAuIVRcGu33ePXqqDtOwyJg9NYkRonZDk6r2yMoDRxC+7vakqh7S4ISsjDJkmQDATaVCrnjaAbxp44YKZh+DLWRimK6S8x12G8YcRqx0q147VninE7FYzigSNAFYmyqSdo6d1OeN4AuZIABMsxVUC7DgpF3B+azLD8h2xl0eNTgBlx2PB4KtxhHKuKU4SjikD7qvBzfUAQxb5ti6Buv7vv7eif32CXBgrMxk9pQnVgwYYPJCaXlwQpcUq4HpnjwzeQDhuKI7AMcZXevBen70J1cpusdlfhoAzgI1H+gs/luS8DVAndnwfPuVZL0C3K3XNe/IZgYccNi6/NcFj69nf8sRuOwkX0xVWiVmUWLUs6cehFqlGCkW7ss1YQKxa4bpE7YL6myKUkBYiUyWqfO8cd36eckBvYixN9iDHOQzUhKSatnqqMGCjKXbDz0lZcn1DBnzRCariTqSnuV+5kxhGrmUCQ1mBSNVRhliUYePNzXfTFBKhCWNVch5ArOG0YqMGLJzz4J+BIi79qupSaoDA5yREf3oViTVeB3IUaYkEXg5FQluamxM1LYk4PV8YJurUvvFIAchnHq896c+bpLngQXbpJylb9g50D6YdN6id5zMWeyXc50te7IFKQEcNGOpLekEWZxTrAzAYMY8igAeA27cz+73Tbob2soYRIk5vzgnKHFQjXigXPx6hBIteVqAutvtH8V0Hx8y9cjAiw0bLgfzpRzdL48iCZDm5S07+oGPr3Uan4XSfrRkwP0b3N3QiYF0DXcYCTglY2UsoR3Q+G4HfGsC1hkrJhOWA5q3ewZzVvIWXNCq9aourHqwfse/9Ad/Oga8YsEr4NuqBacuME8y2jJrjRLHeZP3JSBeMeB6WX6vi/VnBOHPbgT7rK8vdabVOV0Pcjg3ZhF8JxDOSMNmzCLSkS7b0WzG5NjKgPBZdrT7fxk1CcpEQ5ZSl5g0+HAUw/UUHtaAXw52NyMtK67sni0tZ7Sc3MP0JJP2lgvNgA4uNbsXLKAPz7tns1/Wd8G2OANYedEI5mDvMOq9nrqEnmBcT9fzI2RtTUKiNI2+XUjRkaZbDrQiKdnXC1maEZbzYAaAMUA62dD9J0ceu/YbKVqM+IVsVYMbROI1jEFGLOoOZLRwODvZLCOmEspBrRf9wA7mt1yNY06TVnLDHeSRv5XxrVGEBAfXgLmgczOgEgGeTi7nzoIBtoyetFzNOr7jRSVBq17M9jLHq7Kvm28QAOw+drJfASgmXqU+y2xngCVAFZ8JowAAIABJREFUlPGSAmCwXxqvHDkZNzQAvAd0lDjKPA7DNwzIMHs5HrivwygmW7plm9/5dLJsaKsTWq0/MmRtu6HdklT7gIvpCuAawBXTDQD7cudDc7SjQVcA7LQxvgY50uNM59r2WVzQM1O8JPuupOItJrzFcC/d/j0M+FbGeysY3yNJX3rMex5n3khUlnjv42xJ7e99zK33+iNf362bAb22lmAxkexe/xH97XLZAL5VZqNy++DZsT0xax7gUJlwk6dL3zAkyyZHp86Y3OEmVav1Rd02lj3dL0wA9kJN45WBV7XD3gfMUAc6p9WGpAn2Mmrt9jBfIdKwh3LAHS03NOIowd4UXxlHNMBZkrRYMkBWtWCYftAP7FQsStCRol92j3i9B7FhMF8wXMRZSpp2KxKYMucEK2xDLUddjsZ9YLg6wDDzLEc1pyFNwRySl1UTZunBSVjpDabhpmVHuy/bC7KmY2mgA41XLUXLudyeA6w4SjMrT+AiM2bvr86bWsjkXAe4slbc0q7kbCZgexO1BmApHZz9y/hyuJnlxeI0TJqpLD+zt1fZ0FhTkXqlft9cr7ovWpE6+FZndMYUdvBdEiNvBlCKwVlqJbaCwQHkEXz7MIQxkrL2AGtiEcM4wIgXIFwZcHdBL0DY/cECaSlaYsQdgDlg47O1IV0C4ADCJWDccjHfIlGvAP0WEN5iwZcA7FaAzu3uBZSPAuEfAXAfCeyf//V5gDi+zGfkVyDMMYa47gyEK0j3sA5+adkP8kYQBgMmWsZ0BfYzStkaCu8pTpQr7Ywm8cAmQJ/MmHjpgSYo4zpJzpmcxGENlKo9OYnXxxGthCywr/1RgxwQxIExhjRj4TqEbRDpALKYeCdWLFOW4yYd+iHJGSMNJS1TZgYz5k/IphpTiEk8kKwFwAZaXgaZV/GVIOVsS3JNWCEcakFi4BczvbWvYKyogzky65m1X4IqGHI/vpwdDHmYMgSr0XROZ1Rla1HJuEKmZ6UNSeyN4Mp+YQNsM13JlEXQxcMbaDnSkGRdQMSX4NrvU2r5uI+jJrnxanGTciBz5KD7dBO20QG2A7AYb5GZa+23ADCTsR77KEKatZh8FWOWZGeu3QFet0yNiuj4xZIfX+7xmQELANMaNAZwtF7dVgN+5jmpUjRAd4sFK0+6zwsmwy2O6NPJwyHYGdFbkriB/hkYcBbuZj0vs3hzQqosvfr9GuNdydoz8K/+Xm0cJsoz/Hkr8730GF/X3X8E5o3MvecBt2d83M3/umOz3aWNMhSYDa+pgbD6hDW8G9Krpxbh9nJFaZHRSkk2gJeVKUp0zwIgPE84TFjDHmTI6kYtpWcx3rI5st2CFJd0SxaSk3a3PyqC0uEcCneKMUsLoEYca3wh5Uwaexz6D6Zr9IIUzTmzlqeVCY3bY56wTVhmu2LEip9kfRjtRGxV2nMkIfp+aLSiBI10rAR0uC0JUZRgtzZg0XQF0OGgBjBaMGaxdrFbmcf4u+sE6QvOsAZGVUKAdl9wgDchHDFdqS0Jz4hVGoAsSVtDNWDIgrSNzZEMO+jzxXlErZDBaAFejgyUOzpmK/yN3ylJ04AFy5k2PmTGbj/S3F/lO7ONjNKzjV8pIUDWPXq+L/V4gCAUCcvM3AXB0PbotqPkO6sN6egIykjRcT1LehbrfWRfsGq+jKo0+NYaMMF3j1APB394vWceun+nHI7zZbUGn7sAsL4frgNTUQgDlStafyvdajRhjVnQiqaM9KyfIxNGfTd14B7SMQOwJGlvZB1Rme/+rw7AlRVxx5jBy3YPr2rAK3Z6CXS3ar1bxq4t+XveANS1OAv6tYX92vU3r+9fN7zrCLwXgPNk9ygSrRZMzdVDG5D325zxaxDmmEA7nrOYCHXRTyrndAXh1AuXoww5fUVGHjmpewiH8yM9CF5ALwOYwhnIzD21B+DLCEuSDl+PRT5mVNQO4TSFicf9pJyyQ0BFnrDYLv4GG2Vwh+cFi2UpwCOGLEnOYrtkxRx3mLqvJGhFUKpdifVgZkQLcCNF02hlBszaMDOj1Y6EfKlv3OyobgyA1W1UC44pqzFf50KrBqz5wTzmZMRuQeLxo9KuDU8bVdhrwwRe357JWc1MB3ar4wX5UvOkIzunBqx6sQZ7yJylQQo6dxjKkHGGyv7e8xyJ/aqM0Wr4BGLNe8Z2A8ecQzsIvjV8A8xU9VscTDJVOJ6Z/6z6L/5/RK14mP2bunBnxbPpiu5ou6zDgMV8EU4i/0DNgeZ3x0BcsUPfB31LGxPmZx8qwsnSvoAYQMpN4RkA9wCOSNFbLDgGq14LngDY4w5xHvk8Gz3BnwKA64GcgewWAMb9cSK5NExzfWeGvGXguiQ55/XlNqvXmwW6AmytGX4B7114+SlvjHOYnfWtLxCgBSaR+2qFqL3P5yDcwb5nR3fAPXdHJzt6qyasFiTU/7Coe8hDS9JSvjQFWs1TaIwrRjCVqwBXBgfPNkYwB94baoQwVRHJzYYzrpCNLe4fBQAnK1pmLDwsABSGIE07IgP25CP8/sLRhK4BE7QBsArpAFjSDY33dbQbmvJ1TFoAVFz+xOOPSUmcfkRZuvQEg+06nIOu3pNAGu1IckVbleDlOv64nLVgs1QKAc14hfsamNly5Lxiji3sUZQEDAAERQEpF6kVQySHMKBhC67HsxYP5ozJWpKjqXB4EANZrpmuxhh67jNUCYAvAfm4O9F9rt5yWQFwDlX3p62Z4KvWNzBerpk2ULWpRwbgVu8tDJgga5d07wvufcBhwAJydMPLTd3KiJaixYSVwjbgwBkAs45jANZPRW6qVDMmYs0u6M6C57m/q1ow5GSxYLcwMSXLqVmnZ11n01fPia4AjFQySdTEkV9bgp6BawXAFQBnMKwnZkuGDgOuAF1Z8SXwnUF3a4PQJIUrfb/3AvE1xvVRj3fv43SQuByk8ZbHXb3ntzzOtdd472NeOxfXQLkx4gGAHXAhGqvsZwdfNNClFGr3MyRjg0DrEwYzzpB3wFEDV0mQwDmOyEMNmHXMEYS5ENuVA8ab+Eos1gnoZw2NbTBaTNArCrAW2xUN5nhC3l15wi9oOcoQB7xERljivs+q/ZKMC8EYzEGDFpiVwjrQJ0zWRVCVMYsq1P67BjV4UhL6UzkxiUwW7Fc1ZbBgyNns9SUzfqUhiw5n1HeZIa2/yYgV9tSYMEHWEjSOGSXp9AKnDmygZT40+oXteqVvHYy6AHF3PqkeyU2Z07NUB3ZSGTO7XYe3gtGOf2tNkhyNbGn8Y0iHk7XU5appVnh3mtSs+v3L/uhZzjlPAlycMwIxNouY74tjxsHJMMwhgKW7mlsLEpmvDVlMwlL/L84ZgZp/YwpSH0UYI5YA2nJ06r9sQXMLEn4uSo0jA8bGtn/rWiIcNyICSAaJDDI0jqvk58jRAVOx4550Nbqddd15HVgpWEy3Qr8w5Gaee1zeRxwGcDHxqsZS/lQAHACdAfkS8OY+W3JzZcw5lbnsFuY7L+K3LOq33GZezD9KQtWivgbNt7yuLZD7LI/10a/vPSDMzZwZ5tn5bTOBR2MJ7qPSszOkwZIMkgp6ELuJMQu7b4KFwpjb/GD+jmX65dsIws0lnQAPt2q4/5fysR2bCmrorEqgm/xgS9YPz2w9Yufs/tnXa14wliYswAJgpWGlLxgPnRYlsFyOLCQ7Uzcra8KUnAXUnBPwmuEN6P91/TbGK95OE5BwuyMGW9AhjU3OEzc6ZLkO4iB4cz6yhjWozhsGXFhwlaHpHAej1TFXWxI2Grh9sxkropIM2cDagjl0/sB8E6YiYPB3NOfGTLi2JmkKkIATIA6znKYc2eFsZqxuKRvr+CIODk1x+5ElZ37OYGCjBOCWo9RgES/KQQsK1FCvtgHZWc9hvWlBenhE2hWAOMwX4Rs9PWucguR2JgOwyJFa5VbMt5IiHVn90/HwZrLWgX2sqglLpiyM13zZnZ7WteBVuxEAFpueF6RfuXc4QEvwTj60TVidKeuzwvY+G7GIL780Aw6ozQtQXbBvYcFbhqwZjGcQvafuW1/HpddU38stwFMfa17Q37LAr54zl91nHNI7ufQe3vL6Lh2f9zze/DpXx/KW85HXV7/Y90rN8+f58t+p4fZ5wUI2LSatdBHgM1tSCpYWXrJph3UQkMFw3Rup2/TULIiwLkFTtuSs4YRAmMGehXrwdagvmElYBt8eS2mZL2axA5qBJHpiEZe86VovVW7p20rDAiBgsfR0JDNgnisYsdAnzNajpGX1VCzVa1UrllsacjKCOmCIQv+vhzvgOo4jdN8vwjpYwtT0Yzw05U2zX1nTzHg5olD9v9QKLM0zE1opyQJabnbE/1sMJQHaedCuQSqIw5veZ7Hc9P6qRizDHWvvvr/OYTZFqvtm9B5qyKj1chylzXK8zjV8tIshN1K92v0nzVeWetNqBrBVzTf9v+q/5fpKI5x+x20Irs6AbnnPzd2cEI4D5/12A5YDOxg/6VYlh2/AtIXPCiVps10AM6RvJm9hO2STVjav/IwzpMuGrMIlqgu6AXI2KpMLWgDchzXUkYKJpOwGq27EigmLKWRt+IJl6DKcQWCsvHbVk+PA9ohCGzp/FQBeLfJbTHIGwdXfdZd07fdbALiC9ur3+vrjxquL+LXF+BoovBWUVsfwrUDyo0B49bhvfb9bm4X3PF42dm89btfOva7fiK+cAZirSPqEM0VJTEttQLisX98MWpajsYCTIRPIBcJk4CUHOnIzH8vSNQm3wZ5tSAzrEFODGSdD2+nkdpYwFnBJnWqBaYMa0Avs2cEKdsDfxSFNx5J6gFtdGCEalLJRExYYD3Vg1oD1WGDDakliJiTlZzJbuqNl1CIQA2NoyKI4TLkar5iSs1uSOPWIgSXq96WCjY1ABjF47vP+VQYtvnSoDZaB1fMLYIRcjXjJgK43tugRphU5biGdO4AxwJ3NVs5/5mfYbUiMEGVKmuVU1oF7RneyozFwgUw2T2sQzueNhjlsmAhgqh3TiE23s0BWAxgEyhmywDWVTBY1W10uJvxCJaLHTD7sDuwDBgjv2BK2Oz7ujgdMQUIkpVuWfH9K1HZC53uH4Rhk4A2A1RFAVuz+X+1LtVmt60ntAx4B2M7+YTrSlVpwqfNmUAPZb5GVZcDql7VMaAdxtOAOKBRM3BrjKPn6fw0G/FYA3gLGa6D7luuvAe/MiOvCew1gb1ukv2712z0CZsBtGXF70UZkJZYeKRlji1LAPH2kOV4CXhmr+Dm2uadK0nJEg2Ud2MrBkbR0PR+aEYt4zJzoPp0pNV9m6rYeYMvSbaSdNgj4J/A9cbOARVl7ChiwMk2JnaqUmPmIREEzabNcgXOCOBxpSYlatdw9pigYVDW20NnOrDPHiKVITNR8yZR5YL4ryQmXuf2IE47cJ0xsshzMOcBmyZSa3RMM9zNBmDIzADLAjLaiJzl2DaY6yDlIAlOx5bTNqNyQIR1SJaqkqsEZzDH2BknjBDPAQfgP8MS7zMQqAhNVB4Ebr3f7mDqesCl6YL2W1eJjrwVLCsakCruVCwA/uM83CVeRoWGs4obHYBxD1jdnPwfAM/9X8aI47grxSB2YIGsDYxgwNwpRnYsZq3/2vQlsATOKh6z/r/qByYhLNvQ89ajXfjGAwaMMn1RLFih3+XkeytCTsQTCPYry5ecD4DDOS6A6g+ctrPcS064bhhl4t8D2C4R/u/D5/ne2xYB7i1F28AzEF0SxX5STYkQxWy2ffcCo5S36hCHVaVGXSacNcyDTU11Y/ahguv1xCWGyyHJhivTX68Bm3nbBpBbcQVdMWHsKuaXBfNMfzF5iDlGQYUuZ0R7WALgGCAAI4ZbmUAD9jqdTOAPdSxrWAAiyHVlGrN6mxH5f/t3nAFN2dv03ErQu4xwIScpsuwInVd0+UrQA163MfoMgepGjCbbsD7bxDT8x9QibgRY/BcR13Z7RoHHXe+PkdnMedw9R4OeBc4fR3+v5zVYmNLaQlWf1FUd2tgSN+3LMIcYP2vUsIAa6es4v3gMDNyw/M37ShijP/GUrEiRiMN/DI9myQFc9vSi4Q3pW7Rc1Ys3/xT4wLHmcgoTHd+qlhzgwZzohHHytvfd31X40MGAjcxSwJuOfAXCdE5yBDKfd86n3D9f2o7iexwENmYq02z09GXxfnthdjuSrlhHtgA5J3mHA2VD/igz4XhaMNxDw3ar/VlCuIDyDdRbQFTDP4L0FuPXEr8D2C4DfD1O/tUfYksa7O1ryaEvIoqNZEi5uk9zoRFYyNN9MCAs11x+2N8xhHWKoqP0mwKPfN3Kzh7+r8qYoSbhyIWl6wlK+G5jMQ+cy9Wz3ozqoBN8pAgRfM8BVsZSSnz0/uF1nJsxeVLxP9fTu9o9yOicXOgzYQEp5mq1FCNvAm3arkluLBNZ2RgOS8DtZLkAQYMDYEYGrjzeZs3h6u0wOaIC3asJ420eFMSuAw0c6CVi4fZpRpYhLXrYU0GcCE7jRu4tasocfOGKsBafwsY471HNj3JNcrTzn1OSzSfru1yLs7iyRBj0cI/ZwU29nfZjnhkwZ1QnuanreM+q92LghR/vwnzCRjM5mplx5EEOynxk5KeCN4Uq13lcz4Mc+H5j15N2uM2FswI5lLGEJ2ogE7XnA4zpcxxJi82j1pAFw91LM7LeVltjedTkRK1ONluMJyzAGAe7zWftRj6zMUIhPJEFncV3VLevCewkAA6wrsL0GwCsGfQvT3ZKev5jwbw0uP/79XKpNE4S5WM9pW53pEpjJyBSqkZprQLjVlg3CXKTdCylGXY1Zkpwhd6qVJfGYnsjjmiOBHwzCLErSNv65zcXXcXFPDdgqqyO9FH7AgqokaaVfyaTFQATWJJlu4Zak1HczPQluZzFpHCamYJktc0whLictxfxfz/RlAIiZrqVothxRakaNWdKzGLCdz7gdJeOAMdQG2ZLFiG3Awvu0szkSdYJTGDPJlwrHOeR9baLU82vQDWN24tXLkzYnZM9NOnXvcDPe6XzxPDIu1Ia85ky3rGxWvH847tCnzc9Vkspwf0u6oPtUVVrilfvVYVUubUF7MF3I/c56BpN9bZOP5IoGwwWzZesRE66UfIXeYRit0nqE9yj3sxgxU8xK/29rQaIhS8cEAH15Xc70sTIPOC1e7vY4l6BXDBh1WkdKorfXQRoB4TH/eUzHIgAPvb9lcMNQ/4WDOsCvj8mvVgNeAXBYrhYLafmV7dYTUQF2C2zny6/9fUleviY938J4b7nNatlfLdxvfax6bFfn4C2w88f0+u41eJFpbLR91WNNZ6el5eFyGn8MpLmiGq/0LVEIhH/nD41BVfRka5DE7bp5B/GHYcKt3tsKbGpjYotMBjDQaS1A7oYrbxAoMQtI1fZiIMLlbEBCuhHkZK7vuh4sWr4gvnndByArt5gMW0nEUg0XoE4mazkboRxy0CriMi5pyMl4nWw9AtR4LjEXfwITj5rYrplvZcC83tJ7pOiMH+SahBYWHF62NsvsNjJeM2UDarttk6t93FgH1mtNCplMdurVZsXXk5NafzhAXbxf1zmLm05mbBL2vX+bEaSs95oJU/AQE36F7HvERkpqBd+XQzdkwupDFZCU0VuHdDmA99tRsnaf/RvXsxOzCgDjNnwetzHh8QXCGT84th9RDaIELRPWav3XSSjDGdp3rXcMaM1DLXg0Y2U8IH72KUknlmqqKxo13lUoR2TmE1qO4IC2KzpTkFL7Re+vJOj0AMuUxarLr2XC2lr8txjxNSl4S35eAfUM7AH5eoLvBdxbAfHW2w2L8GIBn93X9wDnjwbMHN9bgOfX2HDc8/oqgL7l/eR833ffpOT3CMs2V9YLkYhZasYM7XO/sMxalHtpV1Z2c6s5tsAO9YfinlmYmMLEViaBOhfzuKGbrKmEJfwjG6frtoM/eklZqz7ABKSWozBoJnJShlYGc9zRekvqFQY7Tm04gM0tQ1zPjJJUpKWCNsDOkf0MZI3pSilXAOSwXBI7AC9zJ9QPzHcA8HBPMDYKR5jS2HrkucA2Z3F3xAQsPI6r8pai8fZVF5YwjGlGisC2y9m930rKitqg9E1uQUoNWD3cMEort1jgIZMVjzwDWcyE+TJ6cAs3OXQ3+/y73stNjh3RTLcqgRtcN+2ADhuNKxosmcw3ARl0VqGdCMe613VjslJcJdzSB5ifVSJA2IZBuAF6sqCtzieQQ6/FzmY+KYZkOAvdE8a48aL+MgNyb+3LmlJrwDzSbu1SdnYyobFh7FGV+F3xkSVEo4wf1OWVAT/vRgAeZwRjU3bikAeZr7jRotnLG4fPBsDzLqculreC8Ap0V/etlwXAVxuDXMcazGIntnrNW4D4XgDOa3jL49QP5vz6Purxfmuv76MAWAtpgOqW7dLCqHWBCc/GLEVOKQmp1YdrvZivRSYrvq4WyGHwNcrSAW3ZUxL3C2u8kFfJWgGyYHEI3yhzgnWd/iUNiwtgasEqVmvIuwc3NBC20Uq1b7BXwz1RTqDJgA4a1MSQkXQVQE3Nl6ANFmxmHMMVnzeyN8I96BHTFCeAMYHaDmj+bnmYvBPGLJ9G3C/nNSoFgCFmuLqBAWi34Rre2Iy13dQt8TnBBqBL/y25rJ0HQRDl+9T7fZ4Cwjq4OP+PlHlzuxl8e+iG2Gc3YSn/WX87oQoGrKMCNdDrW93MmoSExzCjTTRlY9H9cjrP08pE0HWuNPFdE7iy5iK5TD3Nve4b8H09HJnZrX/6nEIKrutc26w0I5Yzy6c+4DDUtBwRKB200c1XmZBk05XrvmxFelK2dAPnk+q+YL9hvnls9R97A/FrA/AWeG0x4RzcLWl6C1QvgXcF31sZeF7HvcB17+3nhftHANxbXlOFkAosv7XX95EA/H4Q9hi7CuRNjj6qXlmnLFE+PkiOZgFYkZWRpNWeYqCO9MyAZrGO3lfZzzYbeVTQjAVJOdD+10FXYE2W642rpFAwXentkqOVlpUabpNRKZFK5gVI8/kQomFpWayMQ/nkjHaoRgVs5QiDteon5emEbYDNMQ8SNWB6xPlcMmfhOKmvmIv9K0xbDtdgIV6XUzFwMhY3BkVeTm04uxAeA7qY8biZ5NNLB61GjDfmKVi2KBvkU8qwcaqCDod3JA6UzWqtbMDPLyRc6p3uAa7hFg9Hx3/GAW1XtJkrJWCDcOq9mnZk2RhMmBL0kaUEytTO5gd71t8GZ9SEqVR4gAOUBxuzYojVZkm1X7nfpcLgMfR5kQIzruf6rAXURgB2JjSPORz/auMK4CaMg+BNKboCbxzS1dWMOb+Wmx1d2V3PlplPYtQVfEdG3Tfjv7oEvQXAq8srUKxA8xrLrY85A/Wl56vP+5bgjQpWbwG7j5aMV0DwltdVP+j1PV46p/Pttv6e3/NneH33MVi9s9Xrvu9xtplwU2Qm92dc0v15/Bhc+8GsgMiqDcMlyxQnS3qNMZhBCxAz+lDvCQ8D9sdMKbAsS9eAQ4Ac07JMEzsgF2YSyZkuXMVOcmF1fVhtS4Xtuo0p4wXEgBW0EVAmwBjtKDszuMHSNZtzxXLV6RrAtpQJSTys1nVhMF8CsnO3CeA2Yem4u7sKN1LzLcE9KRhUHcy6BA8Puz3GDrb+XYd2eHPSNztitglR4f0cMcnX8yKXOd+D+7ylMGAvIdlWxxLahw1M9PelzipT1hC+4bm72Iy1eqwlZq6zzYClum/PcwZzRR3Zxio8R0CXjxVW/OBhCz3rGZsqpmy12Mmw3g7A22u8RybyPJ6bsOY1JeeBvfRUFnpvcABYbFWydKYkNeOVLwfQ4nYwaJHV+m+2IbmHuPb8AoDhoK6Pmd/z3fwUAPwWEL7EaLeA9p7LcxLn55kv3wKQ9wDGrSD1dbuf9wjcCsJ9gfFCb2k0Ltj6eUybUoL+mVFs0xTrwjQK9eSs1Ao1ID5mqi5JA6AT4qDnccSkUhwG13PzblEmDdF2XJT7gcUz1cLkIunQJ0wXNduBMF/YhqymBYOhPhBAX6j96m/Kpu7hJTNCG5P/lnrZ3dB8BzYcGRJ7fy8BW6BLf7Bzu9MWlpdBkHfsp1iynOXYxKTjKIasrjZYmfDoQb5/3zg50vJwZdKVjjWBnuEoavfCP4G/5H5doM1V1hsYqwjUAOEGxjgOAePeZ0tUzKxds1xs0CIPA6QVOSmlRPVc50A7VhLDGAja7XLcBn3CGrRAGXuPGMvcRmxWSWdKwuJmCYDMBLMx/3kmSmfrcaRcPN7UQJDvWP0ZMBYDlhmqAvQIwJjjK2ZMBhunc0I35nnBp86YoWhgSMM5APs57dT+NAD8ESB8D8CupObVZVuv6xrAXrv+54WOr1f+UUfgFhAWANtYlZB+g2EW5GEBJgoBODtz7ozYq3ZWb2QKwx1cbttlPAO1F/jW4sSqb5K2jAF+WOAEMoobC9YLI6j2tZHz/mjcauQlbuc22qbFSdmshQdyPZhtNR5dmLYmG6Vk4LG5yuMR4Qhm6ytrxGlh0mKfLUUFW5qsQm8Ta0Gp2QYrAi5qz2ahvO7UVAC2J9k71xZ+AHY+NG3kYMkBtwlL59MDGtJnnJJAM9zpWDzvj9qMOHyDr7kZlcKC9Rl4QEuQWS8/T+mxpcpw3KGTKFOQqPAdPOc3KVgO6ODowVIPJi47olIgKoarWrDZLgk3gDzsul8uIPZrtPnq9myGXhPO53/+Pp0DcHdCd9BNRnPpCW6tQw7boLHOvxuQ44DGTwAtJ4SZGYP5si48ualbApdZMT93n6EGXBe0LeC6Bo64vklyZzWCuWZwLg3OO60mEWyYrvKav4D2o+Do63GuH4FJji7Z0WzFiHm6oZ0XN7c39QWpup1NT+1WDqPqteT+vWpycpWc2brqGpylZTp1MfGovj63MiUZK+1I3AugZ5aKuBO3RCF5OCAXdqB2+9D+2WMQwfTiZlZdWU7ngJvSrQS01pjJsO2kbSwSUvUD25Ndq3BnAAAWmklEQVR4W9mGPVE3f4u10l3tf+zxhQSf2a4eUZiWMryf3qPd28wyICVtZ7pd7xZjLneeg9OOLCm4Nt82XGF/+0cliWXdK207iW6kVIxtAxDU7Z0cO1jbgJx+RTB1bVbtRgFP9/eiLms2LLAV0+1MOCBshaKAc7vdBuAyAzpjCLMZSu+y3x+OD9u8ffwvfW8CtPosSdEZJGmDqxixQFjX21D1qppvB9feboT2JErX7fp+3TAz2LI2n6NI0jxfnw2A24docVSvgfAKFK9J1Zfuc8t11xfNr1t8HYH3HIGYnfIYi5rwKkO6Lc7TOEM/DBeDLPRnfcVj/vD8vdNg98bpOAM4NdRBiqbrWbdD0FNP+DK42lQDRswFMmYs7gkcxsEFIX2/Mk4pyEORkOkVZS3ZhJtGK7NYmbN0W+VQ4E4wcx0kPycAI65nX8f7c3iygjokB1cdwKFSxmNdr43I0JNdZj8raCO7pNzRx7GcQzx3sr9z1g9UK7yxoCzt1qfCepN4RZbL9C/VeneWdZtx1SYssl6AGfpzUQc+oj3rW287MosVAMcJjeOmvGhcDkd0B+va59tBWDOeH2jAiuM50vSa8ab/VxtFncvUffGuvCHB62/7oV4Sqd+2zopxL8pD2wAMFvs6stkKvNVIleznAPfphDqwpOoKvpwTHHCf6sGfkgHPoFdZ7Qqcz2oCZedYT8QlIJ6f49LzrED5Pcvr132/jsDtR2ABvsSgDoZnj3U2TQm36D2TrLhqep3bkdwe4d7VtBZ1Zlz7j/Vsaou1s9m14fklcURhUqIooXr8X5Gd+Th+i+wFtllK30dNUeKiReNXABetNkjAwq0RQqFsaUVViKFwBjBnHmiAe2q9vI5ziLuz2e9I7+L1dXf0LF3e51XMKyEjqrHTlu27uc7uvmsCbm0/SzaJmR29cPXU0SHtiRW8Yz3fPi+lJIFH59D6DN1oMrMCUyQ7u0Zs0A3ghfkSeJO9zKjJQ3NFS06WgzpJWLo/lGsPXGDBWCAMMGZgB1msaslH9hh3AFbNXrudGsDRWK83Zf3vscZ9bb2PElqP+6DEoBySrgCfm7Begm3tCXaNuIdynJTxXFqMsBmFBB1nND4zDO5wH3Fl1mC/ZMwGYn6uf/e733VN5faV4F23vFW2vVeOXgHuDJjXTuAWwK7Y9y01vGsHqj7uqoZx67HKpiG3r9LLtdfwdb2OQN9tW666q293fRQ/8vyeP8Nakh5uV1Z4fb5GWTr1ZYY95FrfB4uL4ioLSjBTWM+Q+av6C4970pyhpGCpHM3bsfXojOWOrpn0CMfNDNBlTZrGKtdWW6nJrudiqiIbygIfdhtjVWq+MJsxFUuydDbfkp0D3Pk8dF04vb98HW5PIqtPzKQPulqROtOi7OtMaPS/9k3IeO7y3U+9PueQIR88dD3tKYCbwJWwQ4IPWa3AF5sefa4lEfM6gC0Z8p7hJfsDTE+avXx4eNy9NEkZoIqcZg9LcB05MjNmAwu43ba0qPkG2PMYaPciAOO8Om+6A202GNpgtcvr5mL6juY7u7V+9ZJL/9xnXVz9HIDY4MvaLsM5+vhC9fpqc/c9YPvyVAI8NCWJgF4mLM1uaL7HXwOArx24ekArYFaAqkBTF857AHT1PFv3v3b5W0FsBtj3gnpkpi8AftsZ+ejj99Hnd3xXNwBwW8lDL9VmwcXRteHcRHODAz6l73S5EWlV1bMDrXakIlHH+9XRpIE0bpZYS60L4QPuH6ZTt1WfB4MUmW5acvLTh0TAh3m/ePIT23C0kdBjgVySYfvpNIDC/b72eFOqHlhol6A1nMGP5U1K++4msCfyc+vRRT602oqa6lYef9AxBmqMV6w3Rjk80ZMFkCoLDvg2QDbo8lgQDcf4Rw1ZAKCKwdZWJP4OodqtSE0yZkKWAd31XDmf/dlyLTeMOfcjYeZGAUY6sOhSk07tt8nOt3t3Ln3ba4Y2+9Cn6Uj5ewBgm6o6g1V9F/naPWLS7ujaglSYL+cFv6AnWC3n+l950/ms/OoAXCWDa0vmrYx4BfArBvsZAPjae/66/usInB+BDSmagNKHNyyPXOsZtguY82Q13g7r7x6GKAQ2OHqSDI8r85hp3YxGGe5Opy8kvN4DXJ+f05UM+plTyyGLxXEsZq06amPBpp5sxfG/gG6LpKoe63a7mJJiuKrmKTxQ6sRADAEvc0lcVw4Ylqfls49MuANwe23xerXacIfVtugWzRGO6vU/CeU80wxPgVEMOV0udJPlup/ZLjUwXSrirLVqRCXXV7BaGq/SGuSgDgBvC8PIGMKkXz3sDmTKqsdGjo6c3F3OIwjntrmem4HCaFP7xeUJ3WDghv9XrjfKCKpz4x2fB2/0jdCmQpiNjQG3tdnFjHV1UEPk4vQGK8e5tSQtQDf1YsrPZsYj8PYe42zAfjUArjvte5bYe0B4BmLVfMbF6z2Pd8/r/rrt1xH4uCOwDcB8jks14byIVhtu0DFEZfb+YV9fmNogPYONzf2X/OKtK1tcWCujTmBHq/kORVG/FQN1kbbzpGG1ZIWuvcpc1Y+20rK6xEnwLcy3SuZaGPvLX8GjXjKrxN0QlMEJXuBzhgYLXVITyweBj+KpSG1TkOzuvuWYso971jOBjBL/Ucw2UnXk5lbjhdSM1i/mUg2O5bBeEWTUfB3aUQxWAdbBkOXrubEyG44sHcYbMxgkbm5gynxfgW5xPd/AfAPU2Qidr9/nZ2yUojv7nJlwGDBYLidOTeMKM7RBIAxZ+mH34kzp3qbUHdNxSVfpOYyao7t/rRrwtYVoc1cz3fHa7VbXX2PC1zYG157z2nv7uv7rCHzMEbgMwgSSST4lmSp55vz7LLzgfAGTe3lds+w9QgXwHBepvYCGGoQB5/szv46G4o1isijb25EKwGJWMDhQatORgnPXRGNSrt2ddg8IsWDfCjAa0nkAOSwYl3fZvDFsHi/VczP/lyDC2nEAxRuK6ThWpjxsOMrmCJfT9GRJ1I8ooKp1d7p9N8xIHryQBKxIxvx797jbHTC68ajMjYejJhclDpLOZxjUUs+VG1pytNvaICU/HFkvjsmqgmwk51ZTJrOVlK2JVWa3ItMdgMGK2ZBsJ3phwTxPU/tn/Zvty3WHVW5fjyE/f46P4aQpmP/Kz2v14FbHXcwNjru55kXPjunzBCy3LfnxaJT7tWrA1xahW4Hu2u1uAeH6Wt7yeNfey9f1X0fgxxyB+5lwk0HLAkYw1OC7yZYrKMiipvm9SeTSuMKMFKzv71xV7eikuMnOgvv3TSau/ONtmP9sSZL14/44vVacezjFKu/Lt40TOc8TYRf1XrHH1IXrsWyD/4bT1kg9Qj38Jum95sCGcv9JgQgYVybWNyJdfm2mMwsINHT5+OeYVQYZY1ZYIRf09NHaiNVrr2PP7+xA5u0y9cgMuPcIS5YGUHP+ss9JlZnZFmbnM1m4GfGhubAdJlNn/ZaJRv09VKXiPTXg8Xxm8zn/7JPAJDmHofbab0/LmhkxDFZ1MlJjt89Pu5cXGe4GWbpNYfoENeC3LEjXwLHunHKgvwD4LUf66z4/xxHAolbaVlYveiFHr0A4d50Z8fyQHNLQTErjtbOBELdL2We+Lt/VNje4svMqX1OjBCBCaFWGb7N/uce4gXYMVjEnTdp47ne+JnRJOusGgIOvn4MODO7wc3MKlPuW0aZUgLcCLNqDxjYivcrVccimgK+rqhaUom2Oqi5obmJkjmoMk21dY4wj+3Rxvooc3aRku6A58s+j/9LPi5+4z+ODhjcExJNm1YJOmHB1oBGOGwTmc6vMJ0BVDZeXM27LKkSuf3hlpjiuVw94VxouMeD6qbuGCV1p6cMadA709wqAV0BMI1XkZgPv3BfcwbanYjVWHFd0ib7kMfqsDLgtCJNkdu2A1x30pUU0O67VF2K+363P+XMs2l+v8rd0BDqbvMKG65v2TNqLx8E14k2P0NmdY57KT8JNaz/aeq60J51dbxDWApqh8x3EBg/2UBvWbfSdnXThFrZhI5NHJsoNPd62AQAJf+/3rewdz1Pl0FvWEoFwAiTwGjUdqQ1gmDwqir0YmWDWLiZBzc7hqd+3MuYYqfh4djsT9MoQhoCvpGW7msl+Oatwd2AISgdaemrosla8Z2t9Apv2pkGvUZOgeHs7pWXtU4oLj3etAfsDsQXEW+v8pbV6rgXrXHgwQ52SVMIzzhlxWG0MWd2Ydc6QMR5xZMEC917a+PQAfOtieQ9I/qjb3vpav273dQR+zBG4B4S33LfjK4uVireeQDlO6Fs3vWPfcEBlbdY6C/I4M3WNknOSsM5fS79drcsK1WZn9G1npdaIq7t2de9I4GfXJalsuAJARFF7kLQJkgzRci9wAd60JXVZuINy2o06yKKvV7XZKk2H+SonesWazYIB2mTdaCVSqlWCPAYJ2QCty7pkfb6REJNPShl+Urp20hcFDseezmt2/ZvG+1ozv3AaZxDO3+nPRtkjgRlqF5ILWkA8MtvM980Yw852O0iPoAzwxWN1L8YfJQDfumAsv1BT8f+2r+zXrb6OwMcegctsawyqXz5ziUjU9dt9vVw4/SB83hruMbQOJTTi/Bm5819gfua8rtgqM6sW7LZ/f5W1XGvDuY5ziCnQz096zorr+1u88rOLCCxl33AL852BWI1B/V+YdWt/arXsPf1jdHlPjDeyLe5LQCxJWGSsk/SMucBIpkpyVVqQugvawxHCiksmdGPSbZawJePB1VwCNMLMa0b1GZOv/eJh+mkf67VgHF++n6SuFZOacsg7AJ97A/oxbv3AU0JZBeWZ8Y5/nwNwrxV7RGGNnpxqwGG/Ly9g3Xw3u/2f/umfrregH7teXH20e1jp1Qe7cIP3PM977vue1/x1368jsHU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7tYngAHCT2KF9fbxkSbGwdCmYtnPRnDlzgpf3++6e0rLITX6v7E8qOsQSKu5zw/asrm9Ig8Sp8E1Zf7bhRxR9ARiJ2FLq7takelrCYH8cVxSc7xoy/YrW7N/p6+hSINMrnq677+yy8uhrANApElPRYUlvSbPOwTO3k+Hs260dsTAKfltpFMB2OBH68cvAZUYO+w2qnDEqwZ/Fg+TiWj0qoZ6ra2fnZfVZcoJukpPj+Ykw4IHZ7TkGGOfuAHA9OaAjvcbCmpjLB2UOI0uHD+eGd/rweHQY0UDun+2nl5dVxM+SJSyaYIKmYbghy1HHHEYyYu4Y/+DBIPMafLznLMZSZxd9BYbJdFgdiWwgChwU5ntfcp/88C+YlropFSo6FGU63mTsLFCw/r4+pWXxuyUezg/FlM6oIcrwbWhVBq/Jza5RiEesBDj41FalLEzzYDf0ha6wDny0smaREHBR2nV7OVaxjGAtUax0kvZyaCv71tYioLOaKPIcx3PE7XKX+IPkX+65rl3tVerN3C2tykAdb5t2jBmlPTg5TPphFz36y19mSjeN2HtuKqleGU0Zx8sSd3wirvZQNUPkOEJ1k3LUxD3L0tURjqN0yZ6zSZFrDwzI2QIGbWLlhrZHWixVRUWJkB6ds/uWzOY3O2FKbW+RmjIi25MZ0yKWfzppuCgLExMJ9cqkaoCuoXq5xlu5Kd00y7fs9meaRjJOeZRirZzMB/o2J0gW+SF1CvSVV0KBu5r1K7kJS4dlhRzt/6StgG6aOCy8CHNPCzwxPR6xDIAsMDtd9KfCXpdWQEnHKbDiAHCzbIeO14idNODgpBTJdQ+MMOORW6MJZTQmAuHBAM3goCIuw1cVQ+GMvGUQkGIIwLbXcEfiMWoH/vuGPfJjO39tx1v9Y29Gtqc7XXVvtz3lkW8NgLxEUtM5jrOqhbQxbU4m1tpjy6xWhuCa0GQWldDbvxl6BPa0VfUyY7b9Wa6skqPZAVngeC6ck+25gamaM5IRdSTu7EiHY0dalzY1FzttHpYIQ6nvscce60cI+aWZDF1qctzgpMaBrhvQpWtXuLTXiqhhgE+WeFA1A6sood0mrb7GhLTsLGuP9mF2RkgCMYoKfI/Lb7ju7ggqsDbFaEdpMLYdMfz15BfjSe3qeEIVTUo5QBmsnZ6Q7SAu37JqYQpYKw6Dd8s8JRyJeL3Sv3jKzy3LPm95r5e+0tKVnTpkGGA7Za+jtFOP8W7/+te/9kkqypOqoozEk0nXdZYWL32FNQLBYOjWSZPyEquLu0tUOyOZVIdH4urxbpdQABzpHo2rQU01BJ7DHPEs6w/ak5n5ibXRSklDGr6MVlEHlH69bnFLp3Of6tPwNpwv2iIFEARC35cMToSqP1E0w4cXRgq0/SLvfh0u88H4sPQc6OzaBYNz17eVxDjMlIN7HcP8UK3vdYtbFc1cnh/0vCIPeehN+8LPjgTrst5hHweAO+zSNt/EMK64sLCwu0np1oqKCkz2gWq5Gicr+++44f0+3/GTJk3aCUuXEjJiBCt3lvlUbHiuvz+19VeKop4ZjqnnJlM65AZdoDJnLwNSqs68Sy0HDAJYRjSzRForOA7WFG/AcWNZQ1HghSy/DJxA/p192uPXO/mim4+3jmZLrLzfoL699pZF10XiKvKqkDYrtPtzEfckpqX8YPc54OdD8KPC5UcDgGu8l4FSE0tHSBIn+D0yROOK0rUoa4YkS4+RviUVyAdz5ozjx42bg3k4OzToZvJ8u2e0o7mBj6W+H3rooZ8pqvpSXTo53Dget7uaUtp98uTJCfz3wbfZdGwygqrJioivL8kDoIFULNGlKpzMVoivINurd+cIGWQa5vHRuNJb1U033oQlkQdMWKsZFIOXEZeJpqMnGAotLIFuo5aEibeEcJhZCB0/sB9sl+MIyfK75qd08c38IPc59J+2qaPfyBtFwHb4ke3FXvHFbT9UhZL9MAzWKofbDidzmCEzAOYofFF6OhM4h3f5ElK60GKRCTUey+kkNkDBJBywymPopukShQqPW3orElfeyQpKG0t9I9ba6uU03Y8Z0HUAuGPssVadxbRp035mmOZLR+iUCoJA3C7vtbfd9of/1meAdv1TgBK0Dh8A2FayLkLxndQ1/m6CETrepHoXQeB6RCKpnmXlcS/leNEli94snyABEKz+IBmU+jG1LQXwcTwLmwKm804/PKI1BcxMoPKERAFoOBTTVV3TwoW5nkpBEr/RJd83/gH3rq4J2SruOJ6X9VmXjv4Oqp7jqx8s2Lt7d2maNzoI9GbwOTHgq71DIU49MLzoi5YotEDtWsNWvV7C6vWKIq8H3PLmuKJtCLillb6A/BL0m7YhnXKPzpkzhx83brzpXGadOOCOfs402/wee+yx+2Px+B/rIWXqoijG77n77qzm6tz2yF6aP4D4/aPJ0IULjZZ0gKJLlghQ/jcKx5g6rLnWqz20gzy1cuUX+b69r5ShajQ95g4FwjwxYF1FEd2h9iUXFH3C4nzrsX/rWj5mv0UvZdQUCDwnuFwi8ByBRFJVuhYG5yh8wbOBE2/93G4EzVclGbmy2wNvtOYYOxTDtSbhjoW+7NCMJ2fMeCUWi12LWWiO9FjZegQqieIDU6ZM+VNr2HMy1dxHGl9dv3du5E2hXvv61lZBl35y6xfJlHa6bpiYPrKJ+NS2aIAAvCdeAKvDA+C8Tl8AT/QjTXC/nghFW6s8E4cRDZLAgaIZxDBAz8t2r+F4bnFZyPyuMEB3+HzyRjLgwVKmzcKnpMSqU2T975hULdeXExwAri+ljrH3EHwff/zxXMnlmhMJh0egzbW+D+ql3G73zjvvuKOHU0movlRz3mttCiBgLB892tUt9fIbsbh6MVBqGCaQjuAFjbTkiImxwPTz8jPI6XnLwcPHKIdZdKzC4jXAaKuPUUK2nLc46nGLIUngNoXierUk0H252Z4PJFFcR/rfv7zmwmtn04MSQsjUI9/OW3uB20F/DgC3g0Vq7SGijWb8+PHGjBkzNoRCoR6E48T6jsH2iBYEwXB7PE+Eq6vvcjJG1Zd6znutTQE7Bhjzop/T6fP/EY70iydVUFVT59EjL12rN9Prv7XH2ID+9nsdW8ktMOieLik9i5wYWEGPC1YSjYogSi7MMAUiz0E0qYGi6FCY5/vA5RI+2iOe+19d6FXau3dvJbNf9BhHE9Dw4SVYw9iRahuwKHVq3ZqpHaeZDkIB3LRvvfWW+4c1a1arqtrdNE2+IXo5q2ILZrUkIMkyZAeDJ+7evXutA8IdhEE66DQsoZBATaUjrzxSUdTLonE13yMLFMPkUE1t6NQ4wFP6wJKemcBkeRTW3636gPA3pv61PrfaZLHyB6aatL33UaplzsZW6kbmyR9P6QT/zAnKFfPXD87bunUru0sU+BLUzSUWXDPC/6BbItXVCd++nGF3hbGvuXPncOPGjbMk2YxM545ppuWY3pGAW4627a5ldJjIz8/PjkSjFTpWYGChGYc+LHyI+XOktVksITyHYUUgyvIqtyyfPnHiRBYDPHfuXEBput0RwxnwMUmBmlq/afAr3bgoPyf12YhIKDG8MpLKzcvx5GM1JI4jBamk5kkomhsoC6ljSIl1DTJBl+FYHfIigiQ++/3ArL+zbxBLKZgGpbzAE+p2iUlZFhKmSRWgEOY5UhZLGmosoca9Lt7olO/bSoBs5gTYHdO7rn1/Xd523HtPzfzLtqrqqq4cKzMIIEkYIIB4zM01df1JRVG+ci7IR4fdHQA+OnRvs73aaqv7778/YVLqPmSglGqSLIuKogDP8+l4XAJen2+jLIqzJk6c+BjzfGSOGOwwctRVbXa1nYEdiQK26nXEiKmHJJXBb5999lnx4nO7d8k3VgS9YizfNOiJhk7704y9Y1Kzi+wSpYP7ikeVpCQJezN/TgGqRYFby/Hcqkque9U+vW9I03hj0KCzy48kieLenTt3LtezZ09u6JaHTRg3B8d3fkVl5fvow2FL5DWSOaWay+0WA1lZ1980YcK/j0QL5/fNTwEHgJufpu22RdzA8+fP78rx/NMrV64caRiGwCZDqcHxPC8IAoLuXEPX/5aTk/P5DTfcoGVOFoHXuUm32+V3Bl4PCtgOSGnB1fJnKik58By1/11SQkvQKRjbTV9ID+li/7vpNkqo9cFBT8nh4uStdw4HzLgX/X5/N5PSzclkEts+rDYLQ+LdHg8nCsLQUCj0vbN/68EEzfiKA8DNSMz22pQt9c6ePftSXhBeURQluGXrVrQlYcgf73K5NlPTXEIIeXDKlCnbLExOJ8nAA8iRdNvr0jvj7rgUII889thfkonEzXWlb8V9LIoiEJ6/8p4773yz45Kjbc7MAeC2uS6tNiobfBcsXLgoGo2MxI7dbs/cisrK1zVNG5Kfm/vg+PHjw7iJ58yZwzn23FZbGqcjhwKNogBGMezZs2ekbhjz4/H44SXf/S1TWZZJXm7ueTt37vzMkYAbRfJGf+QAcKNJ1+4/ZF6ar82ffwHV9RnJZLKfx+OJGbr+02uuuWYRqrDsGU6dOtWqWeQ8DgUcCrQLCjz8yCPrkslkb5L20q5r0ATA8AUCL9w2adKvnbj91l1eB4Bbl95tojfcZO+8846/qqrq54TjntR1XQgEAosDfv+E888/f4fjONUmlskZhEOBBlOA2X6Dwb+kksmbG5I8R5ZlcMnyc5MmTZrQ4E6dDxpNAQeAG0269vshpZRf+NZbG8vL9x0fDGaBJIr3jhkz5sG0rciRdNvv0jojP8Yp8OSTT56tqOpnqVRKJ4QIDYlFRluw3+//18Tf/96RhFuJjxwAbiVCt4FuLJXzG2/cqirKvaZp5rjd7n1A6WVXXXXVN44HcxtYIWcIDgWaSIEXX375n+FQaGgymXQritLFMAxPQ5pEEM4KBv988803FzfkO+fdxlHAAeDG0a1dfYXgetJJJ/UAgGmqpv0EVVMej2fWVWPH3ugAb7taSmewDgXqpAALi7KiEmDGjBkXx+LxdyllBYxYEg6rEif7fa3OWaiO9no8d0+cOHG6Q+6WpYADwC1L36Pauu1QsWLF5wVr1+3ankgkxNzcXJ4AnDlmzJivHMeqo7o8TucOBVqcAk8++WQPTdffiEajJ3u9XhAlGXRNhWQyadXatvJFHzIOSZIwq91V0VDoTcczuuWWyQHglqNtm2j5jfnznw+Hqv/P7fZQnuc/9Ho8vx05cuQ2x9uxTSyPMwiHAi1KARtgi4uL+a5du+bquu6OKUonkeMu01T19mQyKVNKD5CGOY6jLll+fsqUKROcc6JFlwfLNTpPB6MAs/UuXLjw9Fgi8W/TMHrjv7Oys4tHjxo1zVE5d7DVdqbjUKAeFEAgLUln3bLTxD799NPdY7HYIyalV2Gtb8MwGBDrukH69etbRgCuu/baa99LS8iOc2Y96NzQVxwAbijF2vD7dhnB1157bSIFmBmJRGh+fn7Z6MsuK3Jusm144ZyhORQ4ChTIvIw/8dRTC0zDHI3qafQR6dy5M3W5XESUpNuvHjv2Cef8aJkFcgD4MHRlxQTSPydT20WhaVaMZeHChR4KsKiqquo8v99PDV1/0ufzTR85cmSFc4ttmQ3ktOpQoINQgMycObNLIpEYIgiC2v24496NRqO6KAh8bn7+vFEjR453tGfNv9IOAB9E0/DXd52aSKTycnL8u2KJ/O25Z9wSwRJlmEydFedkdfjaXFYoMv+tt34WDYdfNE3TFAShLCcv765LLrroRTtnc/OzjtOiQwGHAh2JApkA+/rrr19mmOaL8Xg8iPWGvV7vPgJwzpVXXrnRSdTTfKvuAPBBtEQpckThx9tDcS1P0wxwS/zO/HzfExwvvkT6llTg68zVf+54joyfe1Tr3NobZvbs2R8Zpjk8lUqRvLy878aMHn2KrY5uPlZxWnIo4FDgWKGAfbYseuedrXv3lh5HKRgej0fIzckZfvHFF3/sJO1pHk5wAPggOjJwXX5XIGSaE6Ox1J9VxTB5ngAlwHnd0j6TwhqBI+v8fvmk117HAAAgAElEQVQt16CHFtm2EcwuhXW1W+N2mN4c9K35rw1PavT5eDx+vM/nU1RFubFPnz5zhw4dmmyNcTQPCzqtOBRwKNAWKYBn2+vvvVeoR6PTNVX9haqq4PN5E5Ik//uKyy+f6GjXmr5qDgDXQkOsthdbNmWsapgPRSKpnqpOOQLURKaTZYETeAK6QUlO0D0/pvBzs3z8Rrc3sqLkpRzN9jJEXTVp/iIG5NlnnxU6d+06LRIO3WEYpiHL8mqvx3PzqFGjvnRsvU3fFE4LDgUcCtRQgBQXF5O+ffs+A4T8PJVKuViMsCS96Pd6J6f9SxwP6UYyjAPAdROOMd/kyxLvRhLKRfG4ZgAhfEZ+VWqapiEKvJDllyGpGpAdcL2wiR8zZfDgs/cxdfWccTz8MIA2hzMXSr5nnHFG91A4vFVVVYPned7j8cwde+WV4x0vxUbuAOczhwIOBeqkgH22LHznnUuTsdjbiXhcN6nJ5+cX7B592WXdHOesxjOQA8BHoJ1Vdx7o3s8nnS/z/F9C0VR/VTPxh8zz2LaFYBwdx3Eg8sQ0KfBZfnlHStHX5Od63hZF8irp/1AltgWozAZCG+LIZQfTv/zqq/cKPP+HeDyW5/X6qoDSX2DpQAd8G78BnC8dCjgUqDcFsCb4ibphfKmqqhvPHdnlikku18+uvuKKhc45VG867lcvNPyTY/MLBp7rH/bt2bNrhknIWFU1AoZpEgugD7nHUBSNOZ5wLlkA0wQS8IrLwornmQKvsXp38Jzve730lQZWnd261NQsqcbchXO78brwfDKZuNAwTOr3+xcHAwGndOCxyYrOrB0KHDUK2NLuggUL3g+FQxfpmq5LsixkZ2XdN2rUqGkOCDdsaRwJuAH0sqVh5ild9MmXVeHUoGTKMAkHmEHGloZrWjxQVU0NQkDIDrggkVSVooLAHMkl37bfsxpDnQBsVXWm2idSHXo7lUrqWVlZgigITSodaLfrqI0asPDOqw4FHArUUMCOsJj3+uvTU8nUnaqqUFmWiNfr2/rdt9/2Qh8Yxwm0fgzjAHD96HTAW8xTetMt0p6d9MeEF55SNf04VTVQL42e0IcA8YEfg4kaaFngTQMo7/dIWxTN+DY/6H352U+L3pk48RYVm3j77bezotHoLCBktKZpMsbhNVfpwP/OmfNswOe75dJLL1UaMX3nE4cCDgUcCsCSJUuE0tLSy2WX69+hUMgniiJzCHW7XL8eM2bMt06o0pGZxAHgI9PosG9Y+TiAYpKO2Bjlz7F46veplOZTdZNLq6RrpW06mQe2S7E8GAK31y1QEyDZKccz5501Xd/TxKKp8VisN8cLmsfj/ldzlA7Ei8MbCxeOSMZiizmO21LYqdNPhg8fvtzxnG4kEzifORQ4tinAzrgPP/zwnOpQ6J/xWKyHYRpcIBCsSmnadRvXrl3kVFKqm0EcAG7iBsqov0lLl/7hSyBwRiiq6DzPCVbODqs+Z+ZzWJsxpUQSTFizr4juUPsSF6cYKVPmB+XvvO/s0XdMY2jNMnIh8jc8PSaOY9OmTdKy5ctTqVSS2Z7z8wuIqiijx44d+7ZTmrCJjOB87lDgGKbABx98ECyvqAhpmmZgUQe3200kWb7vqiuvdOzCdfCFA8DNuGlQKq7+cspZokQeDEWS56iqRgyTAz1dC1vgdJA4jfWogwSGYYXPYaKPlCbCqtAAmtLcRAcCWWKUDsr5gYg8BY9HSlAgX7lk4dOsgOdZ0m9qKX5ZUlxM7JzVBwD84fNXkwULFvyqOhT6l4l+2ulHFATwBQL/vmLMmF83IymcphwKOBQ4hihg+5a88847z4TC4RuUVErneI4PBrMWXD5mzBWOz8nhmcEB4GbeJJbESyCy/J5rV+z0PLdsm89FCKmpt8nzPBT6QlDgjUKBNwFuUYXd8U6wPtSTeXJpIMLxno3QK2sPaKZgASW1EoC4XAJTb/s80ipNN//ul4VVBrXQ3eX1UME0t5Xl963qVPjLBFCK7xq2BP7555/79paVbYpGo7mI+VazzIXb9AcC664eO3ZgM5PCac6hgEOBY4gCNgi/+eabt0ZjsSd0XcfMgCBL0l63233RFVdcsdbRtB3IEA4At8AGQS9BTzB4cunOncuSyWStPWi6AZIogODJBRenMEA8r8s3AKYBumlhdi3qasxBzWcHXITnrCU0KQWFxScDBNzCD26f6/5/fNr99RtuuIGJ3G/On//XWCx2s6Zp7AM7jRyqigry8/tVVFRsGj9+/FHNbd0CS+E06VDAoUArUwCBePny5cLmLVsi8Xhc5Aihsssl+ILBUaNHjnTyFmSshwPALcCcqG45+ZRTSvaW7rlX0/Qa6fdwXdku0ygZjzhuLfBErw14D/kcDcz2DwlgSDJeOAkIHGE3T1ESdJckLA/4xFffWtv/6qokfx4Peg34CoIAkijefs011zzZAmRwmnQo4FDgGKUAnoHDhg3roxnGv8Kh0Bl4VrlcrhRQ+tL69etvxFClkpISYqftPVYdQR0AboENgsw3eMiQP5btLS0+EgBndi8SFS7utRFMivUOm7w0lPlYUwp+n0g4oBW7q/zr1oVP6KKA2E3gCS/L8koCcPq4ceM0J26vBRjBadKhwDFOgTlz5uRQSv+dUpRLMTeRIAjENM3ZQOh3bpdnmKKqHvRDAUo/3JdIvHjLr39dfiyRrMmn/LFErPrOFVXQeXl5vTZs3LhGVdU6JeDMNlGN3CXLgFMK1jEV9GHUz/UdwqHvUWrwPMfLXBI2xgc8vT2cf8Z1v/rVsMY36HzpUMChgEOB2imQGSEya9asN1KqegUrqG6ZwNCvxfJIBQDDpHJ2dta863/1q/HHkjDgAHDL7SAy67nnvkgmk0MJIWJ9ukHWNA0TRvVdb6uJ6/NZQ95hGm+eM6lb9nyX38k9Uez/wBd2hq+GNOS861DAoYBDgdooYDtkvfLKKw8lU6nrY7F4p0Mz9h74NebSNw0jOHHixBg6hx4L1HUAuIVWGRnwueeeG2aY5teaVnPRq7M3G4Av67ceMFKoWSXgdM+22ZgAmDlBdNAmd5TuOmPmiePH4yCdsmItxA9Osw4FjhUK4Nk3Y8aMoNfvX2ro+klYua0+QgjhODiuW7eeqVRqx7HiEOoAcAvsCvv2N2/evAvDkfAHkWhM4znuiFKwrYI+o9tWSCRUg3DckVNbNn78DGwlkQNZFpcWnfPk+Y1vyvnSoYBDAYcC+ynw7KxZVFVVjVJ6xHPP/koURbjxhhuYye5YUUM7ANzMu8YG3wVvvTW7uqp6nGFoxOPx7o7F4pKqKrm6XrtXNMdxJlDaf9xJm3twApmmafqwaFyjBP34KeY3b4nlopQnhHYu9H/tkrnLsGxiM5PEac6hgEOBY4QC6IB62mmnddtbtndbLBbHaIx6+cCgTdjt8UQLCwrOHzNmzHe2wq6jk60lTvSOTrPDzs8GyLfffvvCcCS6SFVTAiGcGQgEFgf8/gnJZDJSXl7+WDKVukLX9SwAlnej5qGUGl6vZ8Nv/u83A5CJMcOVepVybTSm3hKJKafqLGsWujU3Ow4zuzCqpvOyPG8D5/tpzulTow2pV3xMLrgzaYcCDgUOoQCeXaeccsqJFZUVKxoCwKj98/t8NCsrqzKpqtdLHPfOsaCGdgC4GTaRLfXOX7DgeU3T/i8cDrPSgRTg9qvHjn0is4tnZ81KqqrqQoeDzAfVL8Bx1+zesWOencCczhnHk/FzjcTK+86sqop8oWsGKKreYqppjqNUluX53YbPuNJxzDrgcsQtX76cZQ/DZ8uWLcxBpCEHBB5MAwcOJD179jxg4YcOHYr2sWPC4aQZtprTRBunAPJ5165d8zme29sQAPZ6PcDzgoGhSsdSHmkHgJvA0LbUO2/evAGiLL8Uqq4ehPKp1+stx9KB4XCYC0UiSzVVTfA8zyWTSb9pWqkjM3JoAIKxFa/ry+3atWs482BHIETJF4PWf3OhcrlH0KYpitY/ltCYl1bzqqYpdYmC0anAe508aPorx5JTFqWUnzt3LgNVpCnS274I7dmzJ8/tdncFQQhoijZIFMUTwtGwEYtGA8lYLEA4jnCEFwihaXAllBAwdd2kuq4bvqA/EvAHowGfT9cJ3U44rozT9c3IB8lkclfnzp0r0jzB+sW/T506lak8cFwZLIoqPcdRrgl71vm0xSlAiouL8aK5MxKNdjqIfzM7x0snxgVTj9c7acjgTv/4YU3VW4ZhnKtrGvACT3Jyct+7bNSokR05j7QDwI3kx5q8pwsX3hKPRp9SlJQhihLxeDzPYelAjAUuq6oakohEvkklkwagxHvgYXpIz9lZWQWFhYVVh5OsbKAtLi7m775SuTGe1H4TjqYGoWraBumm2oitMomUej0SkfisLnkfwF5y+MIOjaRa2/nM3tR2cfFdu3blElHsG6qu7kopLcjOzj6HmnRAdSjUV02lRK/PRw3DyiJGsZYFIqxpYA5QYpgmUPzPTkyWttVzhGDMF16wKJdhCkOb/tYtW2jf/v1ppDrEcYIAfr8v7PF6fwCAXZqqbqqo3LdB5MSYy+UKZ+Xn7/OIYunevXsjvXv3VpiJoqQE73qYOpQdeDZgtx0KOyM5VimA/Hn22Wefs3HTpg8Nw8i8QNaQhOf5lM/n+5LnuHt+9rOffTV37lwOz7233nrrmepQ9Q26bth5pJM8z585fvz41R1RIHAAuBG7BMFw8eLFgcrKym2KqmZh/a3c3FyeAJw5ZsyYr6zKgcVcXlHRKalY7JtEPI5Jmo/ojFAXANvDRLAtKWEHrhla+eiFRqz0g1AkDrpBmGo6neO5EbOyPrFBJDs3/zcFp//5H7YavNENtrEP8UaeBi5YtuyDoK77b/YFgrcQAoWCKEIiGgOUWu3NTggRWIJtizhWFeimPJSCbhiwY8d26N2vHxiqxtqllFo5SNMPIYQXRJG4vR72E4wPj0ejkFtQsDEQ8C8AQhbPfOKJ9zPrrSLPjR49ml+4cKHh1GFtyiI53zaFArZw8sKLL30dDodOzTS3GYYBmHZXU9VXJ02a9NPMfuzvFi5aNDoSCi1QFMVA/1OP1yu4Xa6fjB49erb9TlPG15a+beJp0pam0jpjQQZYsGDBL3XDmBaNRoskSeIkSfrQ6/H8duTIkdtsBskE4DgC8EFOVxkHbc3A6wPA+4GYxdoV6oaxJFsK9R3SPQa57hgoxn6v/6ZIxJLIaW6XsCQn1ztV6DftSwQepgtvpw+lFKVGmDRpUvfqcOQewnOnxaKxAVs2bRK6de1qou2JTa0pRKsPbSgFzTDoju3bSJ/+/S0Aru2xJOr9NEdU5ji8aNkXJd4X8JcTQnaqqdR2j9e/VnbL7xfm5X2D2u2MZlllrPoMz3nHoUBzUADPvy7duhVXV1Xdp+n6oTXRgWg8Rz4mhEjI4Kh2DgQCF0+cOFFF7c5JJ510KgV4LRKJdEENktvtTlLTnFtYWPibESNG1FyQm2OsR7MNB4DrSf10cvEcQRBKKquqsKqQiXlNs7Kzi0ePGjXtYDsF/rtTp06nxeLxL5PJpF1z4ZDe0KaHTjgIEFnBYKfaVNAH3xRLSkq8WMc3HotdxdShhgG9Cik9sShEsjw6NUxgyTwYojRwlZkUDWAi5Ho9AnG7hAWyKEz3DH3kf+3NOctOh7d28+aBfo/nlnAo9Btd10FTVJMXRW7zpo2kZ88TmAq5TukWaWhDoS0J4zcMtPFXdRMZS2Wwh1JIqAqU7d0Lvfr0sQAYFyiz/XryJGuO6cEBOJ7nJFlm0oWqKCQ7N3eJkkou4kXx+yyfb31ubu7OtPTPSlu2VVtyWr1ek6jfcnPAEp/AoY1+3LhxNdTBf//www81FxQ7sb/9gm1Px3+jA1zmt/gz+338M00Pps63f9dWadQA9jhqr6YB+J7yffum1hZ6aVJqEKs0KhNQigoLpQkTJuj2mn/00UfdY/H4y6Hq0JmGaYAkSUSSpAWSKE68/PLLd3WE9Wng0XzU1vOodWxLtB999FHfsn371iUScUBNb15eXtnoyy4rqk0lggw4dOjQk9esXbtc07SUaZquw01CFMUy/Hk8Hg90Kig4buLEiRV1MZbd34PTp7+hqerldggRwwFCQFU16FrghlEDS9mhnkhqOsdxQho+GrreDMFN09SDfpfgc4sfvPJtr1ETJtygt4cwJZtWa9eunSx7PI9W7ivXiUULBoSoGtu4aSMwSVRRLSBMgyur6owXGAPtvGmg5XkAQQBOlsGUJAC321pS9GDH39X1YDY0bCuZhGhVBYTL9kH3E3qBmUoBqOqBX2J76YfynDWO9JjrqwKnpqkb1BQCgQDjC8Mw93Yp6nJTdnbgTasp5tx11J26li1bxiYbjUbpiBEjDlDDZxJlxYrPC7p3HzCAEtJPUdUkzwldKEA309S78jwvC5zg5TiSnfmNYZql+G9VUxMcJ+wiQCsEgd+NJiNBEFIiz68sLf1ka+/el0ZqWzpbrY+/HzZsWP1S2h2106rtdFwfAM4cLV4KMwE483ez5/z3bV03R6qqSjCFdH5+ATt7O4JzVkMP5Lazwq0zErJ1yRL5y9LSmRTgp4qiuIPBIDF0/Umfzzd95MiRCJbsPKtrOC+8+MLyUCg8GDWIme/Jsmx27tr10lGXXPJ+fW5ztiPWAw89NIua5vWGYaDatGYNUc0oiqLJEfKjO++88+s9S265RHKJd6qKdh7zmrYGiurIBlHPds4Sec70uMUy0zCfKho+8xFaXMy1dSetdevXTzdM8w+JWNyFqtv9yMaKRcGWLVuhb//+oCsKA0gqCkC8PgBZBtB1gPJyIKWlALv3AN2yBfi9ZUCqqwAScQD8JpWioKrokQWgHQY/sE9RAIoVXwQBiCBAxQUXQLJrV+j2/mLQc3MAsrKAy8sDmp8P0K0bQG420GAWe58BO45DUYAqKSBonsYFwZ/XZx0tcRcX3VQNneMJiefm53/p8Xjm/f2vf30+oxxci5oXMh3HMr3Md+zY0Vl0u3vrqj6iurq6ByFGviS5cmRZLjQMQ04mU3noBIdxohZ/CxkRBIRs2LDe7N6jByfyGPV34MO4HE0naXa3+R7/RO2QbuiAbnKshKckgtvl3idKYtQwjFgyHivVdSMcCGbvysoOLjPU2Hf5+V3WZxYYSF9imAarQRvqGHi5uQDYPvPeWrTo96lkcmYkErGcs2TZEGX5Z+PGjp3bnu3CDTuJjwHGyZziwoULByuaNiOZSJxnmoYpya592Tk5d11y0UUv1keNZzPGf178z3eh6vDAg/OhulwuBOArC/Pz36nv7XrGjBm/TySTM9P5pfevHyFUFAR0sD3nzjvv/Nyah6XXNNbee2m4OnlLSjPOVRRD1A2K2mX8Zb3X39a6UpOabhdPfF55FQX+hpwzHvkKUb2tScSo0t+0fftgURC+rdhbdmhibUoB1Vrbtm+HPkOGgBGLA4RCQDZsBLLiOworVhFu42Yg0TADakZNTgCKkq8oAq0vAB5mz+y99hogHg8UzXyatUx0DaiZBm+kJYK5zw9GTg6QHt0BCgoo7dWL0C5dAbp0ZoBN/X4LhBnwoyMX2hzwelWLrx+lEAqHIBqN0W7duhGX20UFQSjniTpVFH3v/Otf/9qOQ20u5y2b921Je/369T5/Tk6vWHXkONNM9PMF88+LxqLnKomkR3a5qGma6JgDBgZqAVj2agt0rUtm5mUjrc7HC9WGDevh+OOPB4EX6nshOfx7liOckdkPx3G8JEnUsrkzL3eSnZ3zhaIkPk/ElG/y8rJX79mzZ9PQoUMRFNq0ar+1j+4aAC4rQxU0M4Qha9c2jrokYPsge//9988rr6iYrWlaPi6GKEl8wO+fPnr06LvbKwjX+wBu7QU8mv3hYq5c+UX+uvW7y2KxGFPh5ubmfjdm9OhT7LCV+ozvSADsdrvNwk6dflpUVPR6fQD48Rkzfk4N48V4PH5I9+ic4/f776iqqppx8CGKaj5sn666t1ssqXyW1IzuVaEkzitTIq8vL9iZs/S8LLdABPHvOac9fHNblIa//fbb/zNN+vwhkiKClq6D4fPC1g0boO/LrwJ59x0giQSALwhmMGABmV1EA4EgM8SoPpLnQSuUtqsD0XXY/YdbgFRXQuGrc6wTCdvOaB+DiNmDY7BV26oKXDwBkIihSzT7tdG3P5DzzqXmFZcT6N8fqMcDEIkAVFVZ39uXhPTtqaKygjm7FBYWWb9H12vTINk5ORAMBO4pLCh4KNNLvD48fvA7ePHJlAgrw+FLYrHYtHgsNlSSJIhFojgGtOtiAhK+0U5vuCY8D5s3bYRu3bqBKIgHmBAaM/YjfYNqfRzvpo0b4KSTT+ZZ8hwKkezs7Jmlu5dNHzz4x3F7rx2prY7+ezwnQ5HI9GQiMVlVVVAUBZLJ1GGn7fa4QeB54DnON3ny5ERt2kBsE23+/fr335lIJArw/OJ53pREMRoOhwts+3F7om19D932NKfmGCsTHV+dPftTURCGqYpyY58+feYOHTo0WR9VsT2AIwEwSsBur/daWRBeqyurUtqh68RoLLYklUrlHGaCpiRJibvvustf6w0zfftEK2f469tPpRRuTKT0X6cUneo687riGhhlg4coiDxHc4LuDZSad2ad8cRCKCkmbUEtjTT77Y03Pl26a/dvmN3XBjiUYHkB6H/+A8r27RC+5GLo/ZsbIJWVBSaqfPFpzrCj9ILUAHAyBbsffgDE/30NeYs/ZGrvQzZh5kLU8nd2C7IvCKhKxTnl5QDt0gXMM84EuOhCoD17oorcAmVCYG/ZXsBQq7yc3AOkQBybJElmYdcu38fj8euP79p1VWP4HPl9y5Yt3Qgv3mIa+umqpp2spFJupH06HtRyRmzoBcZeO7Shs/Wxl4mDzdu2Qtfu3UGSZOtXtdni7Tq0LF7b3G/fz3R+wwvPfn31oVspvRZbt2yBXn2ZAx2TjgWBNwVBVCSX/HVup06P53i9b9dHQ9YcB1VbbuOzzz7zr1q1KhfHaAKZwhF6s8Yi/PY/PNKP5980TfPWm266aduR5oP7evDgwdmSLD8Wqq7+laZplOd56vZ4Nrldrl+PGjXqy/qYBY/UT2v93gHgWiiNC33BBRcM0zQt64ILLvjAPkcbsjBHAmC0AROevzbL768VgHEcwWCwp6KqG1VVrTWcCZkwKxjs97vf/W7jkQ7PGlXQuj/22bsveTdHjEsTSS1HM8w0CNf7hExbGKnhcgl80CfPCAR9D0Cf4sqjHbaEtN9VWrpo7+49F9qxvNTtAn7pUuAfnA57An4oHXkJJDoVQtGSpcCrKmSV7YNgRUX99fINYQbThHhWEHhNh713TobCd98H91dfA0VQqU1tXFf7NTYBCkxiToMHStgQjzE1ttmpEGDUpWBccAHACT1h944d4HW7IAvty4dZYpaP3OflDS0+et68BYuOpI5O20NJKYArtWPHBaIo/vr7b7+9onffvmYsbIF+beF3NVM7SPpHAGXzsYEU/44Sv2ECMQwK8ThhcdOxGEBKge0cQJeqapBTChBNZdEAzGZugzXepEURmP0f2/R4gHK8pS3w+4Cg5Ozzos2fUlEkIKFPWNoZzx4bU/FbdhZ03NuyZTOc0LfvwSFkzDbp9niIKInv86J4x3+ef371kWjYEBZqb+/atn70M/jb3/72Twrwy5pwv/RkWIwwpXN+97vf/eRI59ZB8yezZ8+eqhvG3aqq8qiKCAazQqqiXN+pU6e363Loa0t0dAC4jtWwD5jGOlnUB4Bz8/NvMjXtH4eTgG0vv+kPP5xSFAWTbAiHc6BCFOR53nB7PFsn33Zb7/oyWLp9+uyzzwrXnbn9/nAkeWc4lsKIHLymYl+1hk8d1AczknJAzeygm/f5vIOkk+5ffbTtwhs3bw6Fqqq9xDQFyMkBev2vQVy9GkyPF16+504IlpcD5TimXtZFEfouWw4Dvvyq+QEYVd6Uwq7eveCTcWNBDEeBl0S47k9/hgg6YdX7vnOElbU9uC3XeMtebRjAoUo6lYCNzz4DBaeeCh5/AKC62gKkgyRstL+63G7e1Ks7vf76+xW1AYjN29XV1Sfv2bdvianpWSlNNbZu2sT37z+AqRxrfbDPtPROfV4g2TkALheT1mn5PuDXrQdY/i0Y//sf8KV7ga+oAAhXH9IcL0jww19nQo8XXwTXug3MLs/AuxZ6EtQ22M5yaJdE27t6kFrU6welsBD4004FMmgQ0LPOANrjeGt8qEkIh2Hrtq3Qr19/a46HURthaFggO4uXtI3H//u//9txLIOwvWgzZsx4RRDFa9HWn/kgAOuadkhSjvqcYciDCxcuPJvj+U/Ly/cxuUKWZSLJ8sNXjx17V0PMhfXpryXecQC4Jahqi8tW6SJamxMWqv3yCgoOC8D2AffIo49+raRSpximybw163qQmfv26SOgnaS+m97O7UQx/vEarVN5dWqcqmjTDAq+VEo3iZVDsb58woDYJfO62+36R/6Zj950NGzDNu2Wf/89NXXDIMEAz/3+D8AtWwbU5QJNEGDubbeALxSu8R5TZRmGLP0Yen23ot6TrTfrYMiTbsC2EwfAd+cPZyDA6zqMf3wGxIPB5gPgzAGlpTe8YKB0jCC2/cV/Qc6sf4DH4wHzdzdbKmoEYlv1jt9b4VlmUbeuMb/b3cfn87EwuQObpiSRSBRu27nteQLCBclEQqSmSThRIJs2bIAaALbBKS2NEpcLqM/HPLrJ1q1Av/4GuFWrgNu9G2BvKUA8yWzkB4IoARAsYD2YCTlFgbUPPQBd5s4D3+ofmkxHK0yAoqRtTRfHr2sAqN7OyQIoKgLjrLNh6+mnwvEnnsTCxyiC8sEOedgGx5mSLHNEMM8Z2Gfg5w2U7urNWu3lxadmzpzN8/z45gRg2zlrwbvvDoyFQq9pqtrbRD7EeLSsrA/GjBlzcVsPVarvwXRMO5wAACAASURBVNpe1rlNjdMGghdefOGbUCg85NAwJMnMyc2bctWVVz6VmakIv3vkkUd8bo9nQSQcPtewszQdYXYIwH+89150gmlUSEnagYYVAYgtu+POlKpfE4kpQ0yMmDdrHInr5BnL1klMSeJIwCtVUt59ee5pD3zRmgk80BGmd+/ePbbv2LlBSyYBPvschPvuA+rzs4M8EQjA/Jt+C95IdD8Au1xw5luLoCt6QTc3FyHgGgZsHDYUVp95OjvYXYkkXPH03yHu9zfaD6muYbJ1sBKqsLAdd2UlbHhtNhT8+QGQyvYBFw6BMW4c0Im/B4w1ZiFUtiocGVCSwPfJp9P7/O6mezP5CX9VFYv1T8TiC/fs2tmT53hLS4LALQqweeNG6IXq2ZRiARNzVKIAu3YB9+23QJYuBbpyNXCxdOitywtoGqgBPAQ/BNtMp7eDpEwbKDlDh81TJkPBB4vBt2p1kwG4Zgw2YVGLkL7AsDEZBojVVbD6lZeh/w03gn7jDUAvvAhoXq4Vy51pTkh7VXM8X0VNo0t9nCybm+3aUnszZ86cSzju6swiNDi+pkjA+5eJkuXLl7s3bNjwFgU4V1VVdgZKkpQUXK7zxl955bdt1Sbf7GdNW1r0ozkWPKieeeaZ41RVHaub5mRNVdOup/tHxQsicBx5jxCy8rZJk+6wk2og88x46qmnQ6HQzUeSeq2LOkUPQsPr9S679dZbz2wsAB8kQGHXdOvad3q4K977HzVpp1BU0XnMCwfM0/UI5z/LXqTnZrkFWeD+5D/tsftbK1TA7mfx4sVVBjWzA3+fBe5PP7NChwAOC8AprxfOf3UO5JeVAcHDtLnUwthhGoA3nHYq/HD6qSz0CMF/zDOz2Fha5KEUPNEovHrPnRSlU08kCkKXztD9vQ9g0CefWv2i+qNsD+hvvQW0Rw8rrjkt+aGDdJfu3V559m9/u76mPGZao7O3onLNzq1b+2Du8ZqxpwF4y6ZNcELPE8Do1InFUPNT/wxk0SJLss3JBYrx1ZpmqYIznd3qawe37bKUgjcahVVTi6Hz0o/B+/U3YOD61red+hI9PU7bM51LJGDDP5+Dvj/9BQsT4/buAX3wEIAX/8O0K0xNjU96bh6vl3Yu7PTjTZs2LT2WQfgvf/3rPErpVQeTvTkAGNu0Jd33Fy9+rHzfvts1VWXpKr0+n+CS5TabR9oB4PpuxAa+Z6eiTCnKl5FI5LA5IVEdwwuCiS409/3xj2TJkiXC8u++m2waxo2Koh6XzjJYr54b4oRVrwatpB1MsikpKeFvH5U6jRfht5XV8V/hWapjGSYrsUhddmKMrwFR4GlhvvdrYpBfyKdM39xatuH5CxaYMUkix9//ALg3b7HsojwPCZ/PkoDRUQgPbPSMJQSueupp0CWxRSRgUVVhxXnnwqYhg8HkOMjftQuGz3kdNJflvdsST6CiEl6+ewqYPA+GwAPRTdDdLjjj7Xehx9q1YOBC4PwTcaA33wzmr69nNs40eFC31xMf2L+/377QoE3t3OHn3ry3dN+MA9IL2nG5Xi9zUOq1ajWQl14C2LPX0jCkM3vVJdXWe/64hoRAyuuBD6+9BtyyDOhZe8nfn7Xs+fVuqJ4v4sXCMCGalwtVBfnso9Kf/xR6zPoHdNqxg9GWOb6hPfmSH4PxwDSA6lBN4wgwbp/3hf69e/+qnj12qNds3vnbM8+8oWvaFS0FwOl2mcJn4cLXroxEldexmAPGkcuyrBAAVIFPGD9+PGYza5SGsCUWptn5tSUG2R7brG8xBtyggiBgTtRLeVF8wtD1/hg3d0TvUZsolKLRg7rc7uV3TJ58ektJmbZH491jjd5KMvVH1TAuisbUfN2kmB4Oiz0dlpfsLFqYwMPrEVXJHfxlwRnT5rWkStqmwaJ33nk36XH/uMuk20HGDFZplaImigfYgDldh+yyfXDhK7MhherQOhx5GsWLpgmSosD3w89jAIySWteNm+C0Re9aGbJa4METJlBVDS/86W7gdYOBE2pKMNTquDVr4XTMwoXgmPag5qJR0B+YBnT4eZaDFCEgyhL0PO64k3w+31rbRFJRXb1rx9ZthWZmaU1sw+UCaf58WJefDwN/OwGM/ALgTBN07Ne23zaHViENwBhKNvcPN4OcSILi9cA1Dz/O5tbsB1p67b67YAT8cPppbKX4eAK0YABO+vwLOPmjj0GT0olZ0Cbs8wFFaRgTpWBmNQAjJy937Qk9epzUUnuzBdin2Zq05/zMM8+8mVLUy7mDjonmkoAzB4x9Lliw4GRBkl4r37fveMzyIggiJp9ZIPr9E7/74ovd9fWRaTZC1NJQs/NrSw+4vbTf0HKEjBExt+RB6SoPnm9NuUFKNcJxIiY3wJ8JPN/zuOOO21FXPHFz0C7TqSqx8k93hqrC05OqBppGdY6rSbV5mNBWZo803C6B93mkldlnPD64JR20kP4/+tGP/LrfF+r8059Xm4qWjTY8pJXqdsOcybdCoLKSgQM6RJ2wchWcvORjQGesllBjog141Tlnw4YhJ4MhCtDvmxbyuE4vsqXmjsArd02x7KlptQNKbOjpfeJXXzNwZD9P34YIqlPRRos5rnkeY4Zx0T5KxGKPnXXWWe9i06FwZM2WLVv6mKZpqZ9ZHQlCPUOHkT39+sKKCb+Fzh8uAcXjBsXjgeFz5kECwag5wBf7SwMwSqXzbpsIvKqB4nbDTx59EkzMm93AYPYj7gn78jTiPNh0sqW9wDHgekqpFFzxt1mQ9Litiww+kgRcLAb6F58BjccZAEuSyFdUVOzRNe0XP/7xjz86Yp8d5IXMpC6znnvuO0VRTs4sTcguM+i5DvD8TTfc8NvmnLYN/PPmzfs6nkgMQ+cs1Djm5+dXjBk9Or+tOGc5ANycq57RVn0BmIGnIKANN6Zqmu+Am9x+92NqUmoKPM8LPI+OvZzP71+ciMVe9ng8Gyml3952220YT9GqqhUE0Mg4yAqVVV4Q8Mp3JlLaKbGExtRA6RpMB6inbWlY4Ijp8UjrggH3Ta5BD31mHeLNO3ZUl+bk5JxQ3b3r+r7nnh8zeMHHABg3va7DK3dPARemn0RVg2nCwK+XQd//fc1U0M0GFvZipm3AmwcPgu/POwdUl6vlPK4zABi9vF/64537JWA0R/M8nLnwbSaBGyh9pwtQ1MTennIyGE8+CTQUYvWld2zfxko1FhV2vvnss8/8+9YdO/ZWV1blMQDGy8riD0GY/hCIiRT89+47gMPEH5ivOZ3Z5ZdTH2j2UCscK4Lf7Cm3AWovEIDHP/U0ACYkaSkAHo7mg5MtlT3yjK5bAPz0M8ykYftEsMsMxmCfcjKYs2YB7NsHqqHDrp07wev1gsft/n15efkzLX1RbqFjrUHNLliw4JSq6uqHtm7ddjHPETzDDos3qF1BwCwqLHQ1dzarZcuWedavXz8VCLk9rVmkkigZokv+v/FXXfXi0QZiB4AbxFL1f9kG4GQ0+k0ykWA62sN9jWkGOJ4nRV26/La6sur5VDJhmJRyFLPFE/So5wz0e5IkabOu6ytlSXonHA7/Z+rUqQxssXxaRjm1+g+wmd7MVKslV9xzwb7KxC0cmCN0zfCoOsVZI49l8pmdypLmZbmV6iR/0wndU69Cr5lqcziP2dNCj+7XXnvtEqNf37f7jrhIoZIks/AS0wRB1+HbC8+HTYNPYvY9BOR+y7+DgZ99zsCxuQHYPpR39+4FX116CZPAz5v7GhRu2978gJGxrv6qapg9+VbQERBR0sCMVKIAV//l71YCkExVuy1ZRiKgLVkMvNsNO7ZuVVRNkw3D0LOCwcmXXHLJU6vXrC1VFSXf5AhPduwE/pe/AiK7QJdlePOG3wCfVl8jEKLd+briaRDOzWlWT29kIDmZhLm33sIYK+n1wriZT7PMYC0BwMgjm4cMhhXnnG0J/ZiQQ9fBHY/D6Geeh6TXU6M1sb18cSzGB+8xzi/dsCGSFIQAaqt8Xv/d558//JHG5hZopm3bKs0sWLiwvLy8InfLli1EYglOan1YOdbaqiE1ZbDp8wlef/PNSaqi/CmZTAbwsi/JMu/xev9yxZgxtxxN04ADwE1Z3Tq+RQDu1q3bjxLJ5Mfl5eXp2rwHfoDqFyMdc9ivX19MBwgen2/M6pUr7xdEabChayBL0oxevXrdO3r06EQacLGwvF2/tIVG37hmKS3mCJnKIu1DX9/+bCyhT1BVHTTNQGnKvoAwnrNTaOFx1r0wMN81ZPoVdM44noyf2+TC8Sj9VlRUDEymUisKzz4bThx9BaoOWe1RW0UQrKiEf//5TyBgTCqlkLunFIbPfa1lVNBp1YQd/iSnUnDNI0+CJkvNCxjoTIaOSGnPXfSCfn3i70B1yQyAcZ5o/77eTgBioYm12LZ3cSzCJDf66OOw/bY/gOZ2MzWhoevXXXPNNf/55NPPDJ/LxaG9VRwyBMzCzuwSY7pkeP2mCQyAmTSYBvSfTn8U4lgSsc7jd/+47cQodV2CcA1xbm/+7kZ2YUIJ9PJnZjF7cHMDsB3ylAgGDwhdQwBGDcOl//wPU0Fnmi0Yb+s6mFdfBVwkCnvOOWtLNC+vp8uFWciCj5177rl3NOdls3G7teW/evmVV+YlU8pVmLoTq1jVFTlxhGIMzTJYLClbunfvulQqxfLgYx5pURSNYUOHBnr16tWsAkB9B+wAcH0p1Yj3MB71008/9fqDwSXxWOzkA8rhsWLqlvrZ7/eBx+tdKovipGXLlq3CrvK7dOn1+wkTNqSzcdk371ZVMTdiyuxIt6QAArChJHdPuXaBzKVuV1VtWELRMavgIXmnscyh7BI2FRX4xpB+09Y3st80jljJTx557LGvkvH40HjAz//8gUfAQPugDQxM7UwhEfTDl6NGwr7u3WHo+4tZJiyWD7q57JUZE0GKcIYBn469AnqtWAldNm4CHZ2GGtpXRgpKBnJpmyRLpoGZnvBCh/+JIgQqq+DVu6awuaPtElXtGH985V+ehlh2dk0BCNs7ma1aMgnGiOEgv70I1sx+hWkM3G43KKnUmKuvvnrhdytWUpSe6bZtII6/Boy8/HRccwJeuecOZpPFOTE1LMfBL6ZNt1TQtqe0Hd9r2SmsnyMd7HrJ6LSF4UR2GcZ0WzXSevqi4E4k4IOfXQvVnQpYMhOMqW4JAGY0RtW9IMArd9/B/AZYSkpdh8Kt2+FHby4ABR33Dg5/MgwwTjoRhA0bYfddU7ZECwp6yrIM2VlZj5133nlTmsLj7eFbFECGDRt2biye+Gj16tWkLQAwjmngwIFdCce9l0wm+6Lwg0lnPB7Pppzs7Annn3/+p62dR9oB4Bbk5iOlosSuvV5vJC839wVFUW4fP358TWX2dP3UNinp1pdkaCOGkqnM+0pfde+ZibhyR0rTz2J5p3UsicjK3rMyb6iK93klLjsgX+ca8sgLTSlxiLQTJUkzdJ1Dm+74R58EXZL2S2F2DCqlICdT7BD3V1czQLSEwhbYFulQJ5R+Me0li1ltSF8ZwMXASNcx9Se7xCEI69lBUINZoObngynLQFIpyF+zFt647heWBzTHgZZ2/jppyccHeAwTzLWM+ZHTamoOFycWJWvmzVY4RZH9fj8NBgJjzjzzzEUfLlkybV8qdXf2m/OhcMH/s3cd4FGUW/tM2V5TSUgAaSpKB8UCFppIhxDg2vu1XnsXwWtXUER/FVSajSJdESmCKHKlSO8QSnqy2d5nZ+Z/zjczYRMS2CS7NJn75JGbzHzztTnvd9p7fpQiyykKjE4nofdEkBfIagpg8Ppg+MefgttiwXrEpAgCHkKwL+iLJuQWuBY0De7L2kAENWWOA22FHViHHVQuN1BoocADBO4T5HSWaT0xqnxDv76Qf+klRMMe9PkXRCuOtwasWGuQJH3mqy9XBu7hOC7duAku//N/wKEvvPqewfUSBFB5vVDw3tt5jvT0pmaz2ZOakvb+lVd2fTvWb+hcu6+SZ16qisXPnjNny/btOzqewgRNLGKJMEFXnz/F57v4xx+nOez2OzEwCxNJLBarF3mkMzIyFp5OHukESJpzbcskrr+nAmC0yoqCMPexxx4beaaDARI3C1LLSpm2yZMnq+7rceyR4lLPOyKAxusLE3IPuT4x0lgiLn/TpNekOyoLGtehcziPZrO5g8fr/ZtQMHIcDP3kMwJ6VYBVMdfKAEKApC6AWIc+yaq5JKRlICZAEStphNJHDOYSRKAdFeC7qDnY+vUFZ9eu4GuSTYAL02OYgF8qWK9SEUA7tmEDRHiJf9ditcLFbje4W7eCCNYURq04FAbTnj3Q/NvvQL9nDwSxgANG+TocUPzTIvB6vJCSmvpyVmbmhFatWkV++/33531e7xv0ihVUZTlFTHmyVVRq2yFeAI1GDY1TU4FJTgYBg5QwmtjtAX1eHqSv/R1M6/8Ctc8DVFIK/D7nO1CXl0sEHRQFvE4PvEFPAFddVgZp6/6E1GXLwXDsKHAGE4haDbAcB3kdO8CW67pD0GhMnAYsu0uqaMAAxKzf+5tZYC0vrzxEVG6JKBYv1u2Go6+/5gy1aG4NRyIjR+fmzq3r1jlX7ldcSAcOHNA0DUx7ze70P5jvNFgWbaCJCfpU17ixY9F6RsPckVQ8XFGneB81f/78uyI8P9Xr9WIhDUqlUlMajfrd3BEjThuP9AUAPtWuaMDfTwXAsgY077FHHx3RgNecM49W8k7jR7bveX2Jje9u1NL/rnD4+2PN5UCQIx8Cy9KQZNb+ZjVrboU2b5XUhbhDBuBWXp9vH2piSWXl0Pvb74GL1oCrz1i0WTcR2m88Vgij5d0uKLj1Fijv0QN42X9MYXk3MYrgXu6/QkWJDnX8yMkZh6KIWRirbRBNUrlQ82VZMJSUQqv3xwPFRUQzTVP7p33ZlmHZP/r07p2k7OUNGzZk2P3eyeyyFYNTp8+UWpAtCUvvvQs8FgtkN8lGUnzJdIvvl99F/LuyiRn/pgqFgA4EIIx0nFLR9sr2oqcMgZiki3EcJG3YBM2//JJo+8Sn/vC/weB0woiPPiH++0QINMl6oCJR10rqGhKBYO4xHqJO9k4dgJBN08M2fvf1f2022/gRI0Z8E4/tcDrbIG6wceOkYY6TfmoqOSrufeUSvz880e4OXhcJ8xrk6okINFPmEmFneTYEeY10OIy6cM2TtF64KMkJXVvTm2mK+sRjvvGnzNb9y1FeICiPe+01Ej5NwHncOBGtanWRCbXMFYI9tWjRop6CKM5wuVyEqZBhaCopKXnVoIEDe58OpSgR+/V07o2z+l3KAs6YOeNvp9PVFg9Z1TtMU9SiRx99FBliyB47qwcUx85JNMWyr3jf2Ey3J/AAz/M3ub2hLqIg0uGIwDRON+6O8Pwt1qWmHXWtMfzmW2+FQoKgbrZnL3T7eTmJBE6EbzeOU1J7UwhgPA+uzp0h79/3Aev1EiCNxVQeLfCqpMpEA7Xii8UIcY6Dy954G1K12uJtn33yjoFhXrnh+uvTFQBGtrbMxo3fKPnm2+etk78gAKTkmh25oiuUjxgOmijNvjJvvTLwThI5+Hs0V5N/11bDN+oZ5UCB5vW0P9ZB9vezAKFv9ehcaL5zFzTfsYtYOcgV50MUji9gNMKCxx4i7GloPu/17SxIKiurNKXXuHio9QcCYuljjyy0d+1yrUarfXtg//4fnU3fucR2BzBu3FgKySkUsJ17+eVUbm4uHojFTZsmq7qYii3hUCiVpujkIBdhfb6g2ekK6xiWpoCmRJ2KaUrTMN7n57AN4sdRvnGDKgRLD1wKQV5X4zQ1NrmgfaMiPBjyOp2KDnM8xTCUaDHp/qdW0fvLHKF1eg2UJluNJSqWLTjIdKto1erm8Ny5c+ncXbtElA3KOOTlr5McXbly5WXlNtt3EY5riymeEo+0RtBpNVcNGzZscyKjpC8AcIIkaDQ36b59+55GraOmi6bpJY8+8sjgRC5ygoYYt2aJrxjl5muvCZs2rbBcRq/4zO4OkdJlWg3rSr/2Q2uspB3KPI6fMGGrIxxu227deiaadCJunT6NDRGA43nYMvkzoL0eGWMS8+mi8NQXl0CL72bBgbdeBx3P+4YMHmyMpqNs36HDm6WzZj9vnfRJJZMX5fND3mMPg6t9OxKglIhLKvQBEGrcGK647U4C/OpgiACviAxLdTHr16GD5LAgAnz74jOQVlgE1/2wADR+fyW5Sa0HITzQeL2Q98pL4G1+EaSnNwJWrRq+euXKRWeSiQlNxWT4uXPRSHQCWAV3v9mHEfzdGZbqWV7qae0JcI2MBjV5BH35AkbTcwLwWLeU+FClI5UgyPEc1Q5AejZYKwDzvABNrW5o16hYPpdJQZTYHPLYYjYmTVMsuqaMOjVwvAB+PxdKS9KVavWa6RFWv0Z36curo5eTHCLmjpRkSgxZFYqsXrho0d8+n7dTOMyhxs0jj7TJYrmzX58+MxMlnxPzFddhc5+Ht5Io4J9++ulqr9//CRcOd3K7PYC8zpEIjyYO5CIlF96nVql+feihh/olaoHPpfmVCZlIUNb27ct1LbhVVwYE5lqWDz1OMYYR1iteXxuL6Qmf//DDDx9xiOLHVy5cDBft3iPyLEvFWzM6XXNLTLeRCGz87mvQFBXFXcOrMg6UpgwL6Rs2gufG6wnwW5OTiwNeb6uBAwcGMX917g8/rMzYu6+XeeIkKZgLfcwGHWx9922JiCNW33Z9JlAUCQB3ue8BNJUfLx0ofVAJmRtF+0ZTOmrtuB5IYnLKgC8ZgI/95zHwdO5ILBZWq2VP3z59Lzsd33v0wVbKpiCfgOjc/mkLI1vQJhiM9HC6Q60Zhk7SqelmwRCf4g2ELZRIEU8FCTgHERADCS2BEnJXBTVObW44GQBju00sLgWAT7IjRIyVwhJfFNJZMhQlxfph5UeGos0GTRHP84UeP19iMbCHTSbtaruuxzpiyo4aO6YoKlpzddBG4P/pp59ecTgdr0c4NKADrdVqw5FIZL5Grb4rOki2Plu3pmcuAHC8ZlKuyNGtWzej3W6/naLpD5AInKLppRaT6T6VShUuLy/PD4XDh5VX4hHPoFPnjR59y7DT8UHGcagJb4oIDyQbkc/nmzevMHft2sdVhxdTU6dOTe34zvvHWKdLI2A52VPLijo0f/puVQDgdACwYjLGKG0T+nFFEYwGA6hUup69el3/24QJE+7heX5K1rFjVPvv5wCvUpHI5v3PPQP+rMZVfcuJmKKTAXAi3hd1WCb/rF4q8WTvrAbAmE+NPy2a64zt2/f1JyoXWLEWObd/mqSnC1sXlziaqvXmNkY138XlCfXjIryGZZHrBwDNvQKPYfBy9P9xwiDFJdZgjDgZAON7s0zOGAD4hIlWPB+S/k0KDZMzBqPTMCKCdDDMUyad2mMwqP8oc7M/mdT+I2azPn+vcP2hDh1u8s+ZM4dGRjKFl16RwfPnzx8YDIXmhkIhVPsplmFBr9ctt1qt/+7Zs+exeK5bgyc3gXv+jDaNJ6VYO7Br1y4RTUpoPi0sCuy32crT9XoDCi5SBgv9ZpFIxGB3OJw+nw99JMQejbYWs8Xy54jhw687HQ7/WMdzPt23IzW9iGJV6RwAc65u9tNpgpYUSRFQnuEeRkGGBDEgiiMHDx78w7vvvSeEw2E+uaiIufH7uRBGFigQYdOMaQnXzpWDSCgrSzJBI7mITGRzVu5ZDHYLBqHw4YeIBozgi1frVhmN5s9fbkuEGXrbtl8MbVVr7y8p84wLhniLRsOC3x9CSy8BqqiMgyhCnMR+GQkC4JMtuVip0KBlXMqUY7UaFvRaFty+EFiN2o3G5OT3NZe+ckJUuiKLl/z4Y3F5eVkj1KNkHmnn4EGDkuIpqxM782flV3HqTuHijR8//qJLL7209NR3AxiNRrXL7X4pGAw8EAyGTAajcRVL0w8NHTo0D58fN24clZt7g37L1kIPx3EKTzIKOj4lOfnPIUOGXADgWCa6DvcQsxNFwbZGjZEGFA88NVKB1qHJM3cr+iAjHBx84nHwtGyRcNBRtGCVSgX4QyKaKWrEof37V0V43oGHyOSyMrrXt7NJJSDPZW0gD7n0FRashM4URahEL3/6WRBOFtme0D7E2LgMwBW33wq2G64nkej407KFPmEasLhpnD5iFLrZyl2pYVGTpVdHmqkouhsvCNZAgMsOhHkTQrFGw4gYP0Ui1bFACccDQ9EQIUULyCGM+GFjCfRD2u+qbLPS/EiapSjq2RC1ZH97CPN0jYyAjc1u6JRZrGy7mAOoaq2oJis40atEhgOUSNMi8ukTQ4aKZUDFYooUszUY5Oc0vmFiZX62HCGdHQ6H3w9z3EgOiWIAM+NUtE6rvTsnJ2d6PKyWFwC4lm9pwoQJz3MR/uVgMGCKZROyLCuEkTSApimL2XxnVlbWdwrhOp6YbrvtNtUf69YpBROU0ydvNpv/NyInp3s8FjNGsfCPuI2YsD//XLebYr3cyWsWnxPzgZpeJC0Vdrz6CtCSMEj4hfse6RNNJhOoWLab3+/fuXPXLh/uc4wARgAWwyHIf+A+sHVon7DSitEDRdBt9t33kLxuvcQClkh/c0NnGAE4EICKO24jAIyX2Wwu7XfTTRkNbbq250k08NixFIkMlmLWpEsueIK/K9v5RXoyHGkpiJBFgWhQaZjmNpu3hd0VlJLlKVqt0zBak45FEyz54QXRDAA6iqYMEg+MoOJ5kQ4EOQzQI75YKUiOEmRcl7l0QNSqeWZ5XjvgKR0IGKCHTGKkDncQsq0+0LNBsYmxTIqeruVCd13UUCSAR0glBC/kEMHgv7Hog07DBlUqJihSFI+WaFEQXTRNeThe8LvcER/Pc770ZJ1Pb9Rs0GJUteqaVa1b9w/V8Gqs0c6UlJR8QdH0yEAgoEO3M/JIJyclfdavX7+HGyq3LwDwSb6EiRMnDozw/BKfz4dhnafMJEfmFzxdfH48ZwAAIABJREFUpaanv1mYn/+aYmLCRZoyZQqr1mjCGF2HYS5kA4kib7FY/pczfPgFAI6zRCIAPG2a5TAn2F1Yi6yWYhhxfm1impODizSlJfD31C8J09TJUnfi1QkUiFjBB0F4QP/+xIIw4cMP9wd8vuYGm40Z+MVUQOq2Xe+/C2EsyZeg2saVghepNmkGutx5l0QYUq3KR7zGHbd2JCcrOIcPhbKbbyKmfZ1Ot2TwoEGDz1TaYXSE8OYWz9N5ee8KublzSLpR9XHXBVxkmkfTJZdkaVQqntFRPg0foXmr5pjRw2cH1m91bQwGA0loBcf3YJEZtUp1cFSHXROBAu3J5lwEICHSeDEMhTVEA/jvPUIfYmHEdxXYeFf37gPcSt3qWNZw9eqxrMk0iOqyZAlfW5qjMgfLVqy4w+NyzfB5vRGU38gjzbIsc/llycYOHW6SyqrV47oAwNUmTZlw/O/HH39sstlsN2t1ulmRSIT4FaJvl20mRLijf0elVm8AQZiclJT00/3331+m5PvJbcJXU6cKDMNUtoMAbDab/x6Rk3NlXTZ7Pdb5H/cIArBr6tTm9oh40I0OnHMZgJV8WKCgZEA/KOl3E9Chmg7s8V1mrEOYlJREGQ2Gq3r27LkRW58+fXrXooKCvzQOJzXgy2kQ0qhh2yeTAELBmPKS69tDoh2xKrDs2A4tPp0MvE6XENKN+vavxudw24U50T7gZipw+62g02pX85HIE7169doRz0CeuPZZNh3X2mYUW0F0RkKlbFQIO+QGkLcDFZG58+aVe9zuJEqud84wDG+2WJYOGTRo6Ny5cymMTK71nTL5x0nHiQQd8kXs3tHaf7UHY8mkqCbnSXXV73/4oQsfCq2PRCI0jhd5pA0Gw5Ekq/WeXr16/S4/E7MJHe+/AMDVFmfs2LFaq9WaGxGEJwJ+f2eVWi2GQ6Fa54lhmLBOr1+g02jeevjhh0khBRmYT1iIr6ZO5fDUhAqZfB9vMpl25I4Y0ekCAMdXjJBaxZOndqmgxA3nvAaMUyNTWNIMDVvHvycVL0ig+RX3sEqlEvUGw/QhgwbdK5n6JKfeR5MmreSOHO01+PMp4M3Ohm3vvgU08jAnMsocyxsajXD5S6+AyuNN+PjjshtRA45EIHBdjwLh2acHXXPNNdvOZuCNy5hraWTO3B8cXq8H3XlEA0YANpnNy4cOHjzgXJkTJfhq0eLFv7lczut4LBwr80iHgsF727dvv7Bt27aVfP6xzOcFAD4+S+Rs9+777/8W4bjuXDiMJfROWsTSaDKDWqe94rEHH9yEUdOnKrI9ffr0cqAopPWrNEGbTKZ9uSNGXH4BgGPZrrHfgwDsmDLlGicwv58XAKyUCwxzYL++BxSMGK4AYuyTUsc7NRqNkJqS9vLatWvei3anoMC0Z2Z2x7ktbtoU9r38ArCuumSI1a0jhAiD5yFj/V+Q+c23EDEaE3r4qFvvar9byZMxU9Tc5kX5o84VoInX+KPb+ebb7wLhcEilADCqKRaLlVKxbNqmTZvsiYgIT8Q4FDm/cOHCT9wezyM8jx5FcqCgzCbT/w0dOvTRukRJXwDgKAD+4IMPPvT5/Y8hGEpuw9qnBz+m5KSkmx555JGVsZaw+mHevAKfz5chCEK0D/hQzvDhl1wA4Ph+LhiMciil0Y20WrXKLUV3nPt7XS4/iKQcWz79GBgkvajlUkJKG0JOoVKphJTU1Hf69Or1SjR4RB9uGgzAchEMYo6r4XtTbIlcSgp0vP/fpIzkKQkw4ruV6t8aEu1QlMiJ/JwOpSWj69/Quf/k9Bkz0IeHcQTKd4i5upTZZL5v2LBhU88mes5YZnvnzp3qbTt3DtGoVDPdbpeWomgRQTg5KemPgQMH9ogVhM99oRTLbJ3iHpwsq9VqxhQLv98fi7DmNRqN64Xnn0+J9fUIsL+uXl2Qn1/QSBSrAHB+zvDhzS8AcKwzGft92xs1GiJQ7MJYFjT2Vs/gnUpNXYEHISUFto8dA1Q4XKM2SNIu1GpSn7dq5ELs/Ver1QjAr/+xdu1/ozUU4l+fMr2jHfjNDQHgyrwTZJWKRGrW6OVxtPjiKzBv3yFFPktoHftAzvCdIsCcTiWFo85wN87o66fPmIGxL9U/RV6v15d07mRs2bp1fzTd1sl/ekYHJB8klq9a1cfjck32ejxNBKkEI0lVSrJau/fv33/dqYLtzp1dnMDZRgDOyspqY3c4dgaDwZgiZlUs+8NLL72UG2u3jgNwfqNoE7TFbCnLyRne+AIAxzqTsd+3tXGTUaIgzDqvNrkCwpEIFOXmQEnfPsD4TgzCxChprdtDSvkdGzgAqDoGSckRu4LZar3b7XB8G+1eiQZgR5IVtr3zVr1M0BgXl/T3FlB53FDcuxfQeJiodmHhA8vuvdBi4iQQsURhIktGxr616nSnCDC3U0nhyDo9dJ7crMi1WgAYc8xFtUbzzI5t2yaeK2bo6kuzZMmSVK/PV44ENWjdxCwtk9nMGs3mR27q3fvTk8n280o21XfPIgCnpKSkBEOhskAgcFKFCcPc8YSjYtnmHo8Hc41qrrJQrTO4CKt+/fWvwsLCztVM0M6c4cNTLwBwfVev5ucwXmhvdpM7g7ww7bzb5AoIB4Nw9O67wH5lV1IAoRKcsBB8KASXPfM8VNzUB47+a3SNIH2qGddqtaLeaByakZb2c9euXY9zmI8dS3u+mNnaJnJ7XSwLWydOANrnq3MQlqBSQ9rvv0PTr6bD7nfehGBqisQ2rISwUhToi4rhkrffBV6rTRjX86nmoaF/FwF+6FRSGPNhvaHvO5uePwUAE63YZDJtyx0xovO5KgOx30i21KFDhxlhjrs1GAhg2jKt0WiwxuZCk8Fw16BBg/w1rct5J5vqs/lwAtesWcOsW7euSBBFAoa1tEPs/Aaj8dEnH3/807qYTBDku1933a9FhYXdowHYarW6hw8blnyubr76zPfpeAZleH6jrFcqKHHcOZ0DXNNkIUjJJQTZUAj2PfMUeC9uXWmOxoCliyd8AOryCggnJ8GuN/4LWBi+PtdFzZqlr1q1qqK6CVoBYCxmvmXyp3R9orIxqrnVJ5+Ccf8BwGJGu8e8QqgtkXQEawDrS8ug9dvvSNV2kB+iPgM488+IIsss7lRwbKhcKuJcMrM2ePYUuTZj5kyR5/marIsoUyHJar1q4MCBG8/VQDXF57v4xx9fcjocb+JYcdfq9XpKq9H0HDJkyJqa8OIc3dMN3heVDShRbfMXLFju9wf6HDx4gGySyiCWaq9CWr4Xnn+eFHOuy2aRAfjL4qKiO3iej46C9uSOGFFZ8Dx+I/tnt0QYfxo3nVnAh0cyNCPVUjufLrkqD2qMtMMBZUOHQH5uDugr7HDZmFeBpxmiMWI5vN1v/hdCVqtUu7YOJlzkgB49atQJex1N0IGvvsos4aHA73SIu1//LxVKSY6ZiEOJakaQ7fDgIyBgVDP21eeDA2NeBlfr1pDxy3K4aMoUQrhBgq4SVGrwdGwJCuDHDiWFg2qlTjwdnThD70A5uXnzZnbHzp2Kj7cmLgVRpVJTt916S53l6hkaVq2vxfFu3/5n2t69BQWhcJg2mkxfDh869MHaHvjHArBCjrFsxYrbHbaKN7gIl0XTNB3huMdtFRUPeLzeS2k5Zw0nDxO+NBoNb7VYLn7ooYeO1kX7xedlAJ5YXFT0cDQAG41Gz8jcXGSIiUpxP9u21bnXHxR2JVlNFpXwQj+KgpOmk517o5N7rFD3oXaIFH/IOo+GaARarCeHvxcEiGjUsOvdt0kAEyHwiCF/WBQELjklZcvAAQOuqn7QjAZgr9stFt11B1XetUuNAHzCQRYPDiwLgkYLbV9+BVQV9kpWL1Luj+PIQYESBRBVasmsLp0azsllwv6rKOqXtsUF/f6JAIxy74Ybbkg+fORIubyPalpIUa1WY6J5v1tuuWV5XRSbs3FT4JjbtWvXxmg2P9+vb987LviAq60STlCna67JEv3uFwSRecjj8VB6g2Ftjw76EZmt+9s+/uST7ypstpzoPGBBFJE0I++Zp566uK7arwLAXa64YpzT4XgpGoC1Gk3wlltuMZ6NG+lc7hMB4MZZm0tEaEfFQCN6To+12ulNZnmp4jOlAkHIv/sOcHbpDBGNRiobiJNUezWhiNFkeH3YkGGv1wTACs2nOxIRnZ06UkfvvF1qKwooj4MvBSLLkAMARmWb9+2DZp9PIZotqSes1PGNoihSTqPnJuwe303Ex8nzq1rZSvv8E03QKGtzB1/dYuOO4gMAhO7yhCWVOaB5o8m0Njcnp9e5DsDy6kt0XDVQfEbLmnN9f9dJbip2+m3b1qUfy3fklZWV6U0mE8XQ9H9ycnI+JsWac3OFjyZN+sTpcNx/AgAbjeueefrp6+sLwF2vvPIxp8MxIRKJVJqgaZrh7rrzDl2dBnLh5phmoLhxk6ISQUg73wH4pJOh5NmiNhwOk4jj4GWXQ2n3a8DfsiV4shoDU0P0MVZBEgVhxC233DKvevtVeLZpWgynJFM7334TVBUVNQKwzuEE3ZEj0GjDRtBv3AgRlbrS7Hwua7exbEJB4CMprGpNs6L8Pv9EDViOr7n88JEjCv1mrZiDEdGpKSk3Jicn/xkd9BfLPJ+r9/yjAHjp0qUajuenOOwVd7CsCnmZ9xj0+jsGDRq0RSHTwA0z4YMP3vF6PE9WYcISRVGnN6x+7tlnetUHgDH1aPny5beVlZd/xXEcqdyBZmzkE73zjjtOWejhXN1gZ7Lf2xtlRgRk779wEW2XmKRxLsJhUucXuZX/+mZGTXV8RZ1OhxzQPfr167fuZBqwi6IEWhTojTOmgbqkpKqpWBCANxjhsnfeJQCMhVlBrZainM9hn25dthMBYIbd0Ky44Np/KAAzf/zxx42H8g4vE0UhmojjhHMdykOdVvvL6NGj+0+ePFlVVFTEx5plUpc1OZvu/UcAMGq2Go2mp88fmCIIfFOe52mrxTJhyJAhz1QHU/z/70+YMMbv870WzcxDAkdoevmrY8bcVB9/rQLA5TYbAWDFi4dlue684w5C7n0qc8XZtHHO5r4QDW3uXHar3YUVC3hKrsByNvf5tPQtqtwb+mF5nRa2ffRhTZqriEUYWIZpdfPNNx+pXmEGLUnjKitNiRwV4VSbvpkJ6vKyEwHYZIZL33oLtAVFx03Nisn5tAz6zL5EEIVICs38owF4/fr1fQ4cPPijIJwUgEmcjU6n5XxeX19cNZVKpb7mmmt+b926deIrj5yhbXJeA3BlhPPChZ+EgsFHkOUqLS2tYvCgQWlE/awB9PB3b7755kMRnv+/6tR4DEMveeXlVwbXByyjNWCspiGHlZDShO3atlV36dIlcgGA4/MVIEC8MO27i/aF/Yfi0+L51wo648LpaUBMxzZblcAs9FumpKRQXTp3bp6RkZFfHYDJAWfGDPVupzcQ1mpIDvLf/zeJFEigq9V05dVqaP35FDDu3nNORzLXdwcIPJqg/9kasGL5U+TeqeYS05JsNhuEQqG1L77wglRI+Ty9zksAVgBy+fLl1zuczs9CodAlBoOBivD8+yaDYfzNN99sOwnYIQD/K8Lz31Zfc4qiFr46Zsyw+gJwDSdBzK+gDHqDNTc3F2tZ/qNyBBP1TYlzcpnAf9Z3yQdhfQAombswUW8799pViC68l14CBx59GJhAoLrvNiYA3hbkSF1W4DjY9uF4Kcq6GgBjYFbmoiWQ+ttaktub0IpJZ+FSiAB8MkX99U82QUcBcAzuIBFYVi1UVNjee/w//3kZ9aTzWS6edwCM4PjTTz9Z/cHgYxTAuGAwiCHuR/U63aODBg1aGgt4vvbGG6NAEGbFE4BRG7darVcVFhWtlU3YlYGenTu1bjR//nLb+e7vOF3yEQE4+Pj/rj0G4ho/WjlqenFUCk/C+xX9rrPB/IoR0DwP9muvgYLcnBOGf0oNGIlq+vdXb9uyHatBiMBx1LZJHxLf7gkAHIlA2qbN0Hj6TBAMhphSoBK+HqfxBQjAKTS1q2lRQYd/qg+4htiXWldAiZzXaLUzj+Xnz0mxWjfdd999ZecrCJ83ABwNrIsWLy622+2NMLnbYrUsGTRgwOBYygUqu+K1114bJQLMqn5apwAWvvrqq8Pq8/3K+XCXHT5yeAfyfCh+ZAzC6tihZeMLAFyfWa35GQRg1+Pr7y4FmFIFgOWauuTkI8NyQkkeoiKQsadnTRUfLBQfDEL5yFwovvZqKe+2avoQ0YAZmm7er1+/E03QhCmOgm2ZWRhWxUMkwvw9YyqwFRUnaLiYn2w6ehRavTfhnCkjGL+dSKoL/OMB+MelSx+Nzv5QOBQoAKyoy9aUH4z7MRwOg8vlAppl73z6iSdmxnNdzpa2zgsAVkg1FixaNN7r8TwlCIKg1WrLRUH4d9u2bX+ua5Hk1157LRcoag5ujGhayoYC8KhRvRr9teFQkZIPJwd2iZ06tsq4AMDx+yTmzMll+j3x11vFovBsQKEVlbVQPPlo/QGIoDlUFMh/Se5qIoge5GhfhouAPTMDkktKjr8vfsOte0uCQBiyDj/3DNjatwNAAgy/HwTUjKVLRJdNktV6de/evf86IQpajp3YkpEVofAEydDUzlnfAV9UDFQ4BCJXSRtN2tb7A3D5s88DZzb/I03QqRR1sElxwaX/RA0YFY+uV16J9IzjlPRLaYtRnChCEU1DM2Xf1eSe8Pt8gt3hoNQq1VvPP//8mLoSINX94zi9T5zzAIw1JhcsWNAtFA5/EYlE2sjloH5Nslrv6tu3b1F9IpbHjRs3lGaYBXKCeOWKUBS1+NUxY4bEYsauvoz4zNdff63nBcErbyJZEaOErm0bXTp38fq8Cybo+Gx+nOs9KekfMBrN4wSAo7iTeVYFW3teD8cuuRhUHAfDP/4Uwmp1QniGEexZjoOf7r8HHI3SYcT4icDy/BnXhJU0IBIJzbJAGwxQPHUKMG6PhL6iiGUIaRXDXNyxY8e86kFYyiptTs8IsRTNChRF8wwLar8PSmd8BbxGq+A4iBYLpD73Iqj27pPSoOJ50JEtDFWEWDzbj8N2lDXgI02LClqdDgBGwKve7XHjxp0xPyr2p9vVV79uKy9/PpqASKfTOf41enTalC++DKjVKg3WXyewXG39MEvE7XYLHo/HFQoGU883GXnOArBiUp43b95LIsCbbreLNxiMjN5oHDyof/8lGHVcm+A41Xf16quvDtBotT9GIpFK5hb8B01RS18dM2ZAfQEYDwdISi6QhEiJepKiKKFZ06Yd16xZs/t821ynmudE/v3vjKxZNACpwUomWxTBXGGHr8e9IlIch0gAfpMJRk78mETvJsI8jEAX0uth/n8eJoXkr120BLL3H0gI2NdlLpX5IGZ4lQoEkxGOfTsD9LaKSgBOTUmjsxpn1hgFrbxrR2p6EcWq0iOiyBBwdTuhbM4sEFgVUAxNop4FsxlSnngKVPmFxO8cN4ETZd7Xeb0QRP9yonOL0UIgF8HAgDPCJnYKWk8CwECVNS0paFxXAJatb8ilXCV4yePxiOXl5SKSBtXHN4qyE9ewRYsWBKwTmYGBY1j5669fVefAt1qtzuHDhqV+NGnSLqfTdVnz5hcBj0U4lEmKCubDqOhQKAQet7uz2+3edj7Jybh9D3URAA25VzE3//bbb9mlZWXzg8FAF5ZVgUatXq5Wq5/YtGnT/oYu0Pjx4/tEeH55KBRCmxzZpLK5uMEAXK0uJiHiaNG8eb+VK1f+2tB+N2Rez5dnle93e2b2QkEUh5BxCQIwPA/br+8B+7p0BqwWhD9anw8GTZkKIZ02/iZoFCCCAGXNmsFvucOAFgS4bP1fcOmGTfEDoRoWrYrVRvFzK8ChaBdKIJhc7L6+AFySkZ1nA7FpBIAhoO50QNkPs2sG4GMFJ1BVNmjPyQUamEgEfnzwfug+byEYXa6EHKQq+ym/UxUOA6fRSBr9KYL5qgAwaqfjxhFFTzER4AEc/x2tuUbLgaKiolSdTpeN94QFoRHDsi1pUWzCcbzG5/MJLoe9EcdH1GqWZUTiT6Vphq0abMyFOQEo4PhIhE9KTi0xGo2CRq12BiPhzWqaPnL48N8FXbv2cZH87nHjlEwM5CWIqdTqydYR2+xx/fVzCgsKhkZXgUuyWj3Dhg1LmjZt2i+H8g73Rc03OTkJkpOTK5tDQA4EghAI+IHjIqJaxV7qdrsPnk9y8pwD4F9++cXgdDofEkTx/XA4LKjUardOp5uy9e+/X4zHwuCGsVqt10V4fjX6HwCrhssArFapVr700kt96mPWVrTm6TNmooWvShBWanr6qP433bSwvhp7gwTZefZwJQBnZC3lAW4m9WUxPUYQ4JuXngOD00XAFgV3k3374cplyyGs0ZxSk6nrNCkVf45e1gb+7t0TeJaBFtt3Qsc1axMKwKgFYl5uSYvmpCZwSlExGb+gsGBFm/gaAMC4n71ZzfYdFfgWMQFwfuHJeKfrOr1S9aQwBxv69YXD7S6HjKNH4bq58yGSIHeCYknxpKbA4cvaQNbBQ5CeXwC8rAHXZlpHAE6laE+T4vykTZs2qVq2bGmgKCpFEOjMUMjH2Oz2RkG/X2NNS2ti1OsviUT4FBCEVh6f9xK/z4e1NSitTicyDE2UADSeiVGauCDwwAsCCBEeC3FQ+O/qF0P6SAHNMqBiWJHGtgQRKPwuaAqQC99ssfqNRsMvjtLCVcbk9P0mvX5nampqidJWfTRt5WDRo8d1ywqLCntWq4Nuzxk+PH3+woXfHDl8+BbsA1bw02jUoNFowe/3EY0Yx4tnC7Va7X/xhReM9bE+1n1znb4nzhkAVnicf5g/f5ff52/DcSEqNTWtLKux7mI8vdUHFGuaZhmAr47w/B/RAIzFGMwm09qnn3qqZ0M2QXUNmGEYoVF6+r19+/b95gIAN3zjKwB8NDN7nV0Uu1GCwCAA+c1mWPTQ/WBwuSsB+fK/NsLFG5CbWBV/UJS17v1XXgG7ul0BnFoNzXfugs4rf4072EdraKiVYb7t7Cf/AywXBo0/ADkf/R8gYcYJJtM4APBBgW+BTGOn1IDjDMD4PjxEzf/PI8TJoApH4F/vvA/ulOT4WzPkCUZXxe8jc8Ceng4hvQ6SS8pg4JQvIYDm71oC+RCAcX6EvH37xYN5rQw6HY1gjb7NSCQCwVAI+DCHoBqpvvsFNO3DibXJGYoGmmGAVrHAYFsMAwzNAEUf97Gj2VYC7OOALPACCKIAfCQCYZ4HPhwm9ygKBkszSAbE6o0GYFgWUlNSf+VV7K3pRmNJfWUePrdi5co/i4uLr6gGwPk5w4c3X75y5Zu28vKXdu3aDWp1rUXLRJVaveilF16oVwZKw6VK4lo46wFYAd4FCxY85w8EXguHQxqVSh2xWrRPWK2Nvl6xYoUvHpqvMsX4viZNmnR3OJ2/nQDAZsu6p598ol7FGJT2p8+YERJFEXca8QEjADfOynqp1403TrgAwPHZ6L/++uslrW+9Y1E5H2lJUzRLR3g43KEdbLm+B3kBCkAUO51++x1abN0GvFy+Lz5vl1sRBFCHQkRDy7/0EqJlny4ARvapeY89DFqMbGYYSCsohF7fzYKgTle1tF8cAPhMacAEgDkE4IfJl4TjvGvsGwkFYHQpbL3xeshr3xaYCE9AuP1vf8ClGzdJcQY1BICJmOKFILt7BwhHj0oVI+ULNVOaZYFhaEqlVgOLZRpJlSoQQ6EQhaZXn9cL/oAfnE4XeD0e8hMIBCDg94PP7wcOzeFhDkLhEAhEYxTIT3QZSAXwUfNF7RLrPBuNRjCaTGBNSoL0Ro0gPS0N0tLSQaVRQyTMifhOtUotqDVqwZqSsiArPX1UXVI5lTHKxRgOHT12rCnG5chgz5vN5sMjcnJaL1u27Eany7WqsLDwF5/X2xPZwqO1bpqmsaD9BJPJ9PoDDzxw3pEVnc0ATMo5/bhiRauw1/M5x3E3clwEa/LuVmm1Tw4dOPBXpaBBPAUnAnBqZmbnoNe7MREA/N333/uDwaCakmoNEwDOys5+o+cNN2DZNz6eY/kntaUErLzxxhutS7Oz9jz/0qv7CQADxWqCQfhjyGAoad6MlL8jIMzz0GbjJmizfgNw6gQwNAkC6PwBWDU6FyoaZ0JYq5UAeNXqhGloSrQ3mqB/ePpxUvoPP3CBpmHkh5OAU1KujktHENXqegVh4Xy7GzfbnC/y7c+ECZpEmIfDsOCxhwn4CgwNuRMmQUTFJqZ+sBxJj+buTb17kcMVxhGgFj5ywkTwWSy1rytqm7u2A1VYBLzAQzCIfs0ABhWBw+kEZ4Ud7A47lJeXg8vpJL/3+XwERDEXVhHSCNL4OwRqBeyxahX+O9bocnwefziOqwx6QhDH+URQzsjMhA4dO0GXK7pCSnIKaukCRVO0Vq93ulyuATqVanenTp2cscoW3Ce/rl5dkJ+f36gKAFssB0cMH37p6tWrU/MLCsqBoj4vLCjoHQwEmtOovsvR+AaDgdZqNG1sNluDY3ti7fPpvO+sBGDlpPXzzz+O5gXq+7KyUl6n02NBhbnDhw0bqWjFiZgobDsrK6uNy+3eWR2AjQbDhmefeeaa+ppjsL/z5s+3uVwuqwLALMsKGZmZM3v37Hn/BQBu2IpOmjQpzR8IHGBVqvKR4z+gKgTxIlSU9B4PLHzkQQKCCgAjSBmdLug/dQYE9Lq4m4VRoOF7l957N3itFvLultu2Q4fffo+/uTsaUFEY8zzMe+o/BIDRNIoAdcWy5dB8526IoJkvKhir3gA8diztmPzlkiKAm84YAHMcWVdepQKeoWH4Z18AHQwRMI67YJMBuODi1rB+wM0EgPHAg+8e/d4HENaoybxWf698UBDGXn8tXVxUTDRavLQ6HWi1WvKD5mj8IZYZ2WwcHUxXPR1SseI05GupHm2sgLhiui7Iz4fX334bsrJI/Bennq4zAAAgAElEQVQZa4TnIRQMjC8tLX1h5MiRMSkLKCsXLV58yOVyNY02QZtMph25I0Z0wrPwzK+/djEM4z2cl2cXRPFSBahBFAW9wUDrtNpLysvLz6vgq0otvyGLmIBniVl2yZIleqCo+Xa7vS+aU8wWy5FIOHzvqFGjVjcE/GLpLwJwo0aNLnJ7PIdCwWBlEBbxAZvNfz/95JNXNqQPP8ybV+p2u1NkAMbTLH8BgGNZmVrvoT788MNbIjz/OMdxHbhwmPVaLfS9r73pDKjVJgRgTSAAc5/8j2Tzl4NmEICTSsugzzffQ8CgTwgAa31+YiLFXFtOo4aLN2+BtuvWxx8coqaG2DdpBn54/GFQBUMSANO0FKQ0b5EEwHHQgPE7eeKLqVMLBeG2aAAuXjSflF2vKQ0JDwZxu+QgrB8fuBf8JgOINAN9v/keLGVl5MARd2IVGYCLWraAdUMGgTqILJxA1vammd+C2War8b0SAHPikx3bImcJAdrj039mqd+jQRiBF7VtNHFfedVVMGxEDiQnEQ1YSu8CAJfLCR6f77uhgwffWpd1nDlzZqkgQoooCpUmaJPZvCE3J4coMwsWLvzF5/PdkJeXl4/ZUVHzIxhNZtqg0zYvKSk5Fk9XY136n8h7435QbEhn8aPu0qXLHW6PZxqaPjQaDccL4hKr2fTAgAEDnPWNxKtLn7AP6enpWR6v91gwGMQ8O/LFIACbjMbdzzz9dPv6ALDyzNx58wo9bnejaAA2GI1fDhsy5JFzTQPGMY0bN47sIUxfUP5dl/mu/mxdSAPw/Z9//nmaw+ksCIXDNI0cn6JIBY0G+Nfb40WBZUjf0Bc667mniclQoaBE0yFGsl7108+JiYIGAI3fD3OffoJErYYNemj3x5+JTUNCkGAYcCclwc/33EnSrIjyQtMk+vvmaTOqBpw1xAc8diztmjL1kwJReEDJA6b9fjH/h9kUi5FwWG+4Wh5wIgB46b13gd9iJocM1PIv2r2HgGLcAVjOJz/c9nLY3LsnYCoSkQsMA+3Xoh94MzF/V3+vDMDwZMe2leAbq7m4rt9Rfe5XzNzoF27VujUMGjIUmjW/CHwej5QAEpWy5vV5oaCwcMFtt9wyvC5Br1O++MKuVquTogK+UJn534icnO4ob9t16PCB3+d7/OjRY3ZB4I/nIYmiYDRbaL1WcwGA67O4sT6jmJS/nzV7gyDwXYPBIK/X69mU5OQb+vbt+1t9AC/Wd1e/D/uSnZ2dVmG3l1TXgA0GQ/5zzzzTvD79qYzinjfvkNvtblYFgA2G+du2bh19Np7wMHUieo7y8vKEWM1P9V2D6OeqkwYof1P6MX7ChEnhcPjRcDhMyDVIihHHwdBPPiMpKXihKXjeE49JjFeYpiNHhrbcvgM6rv4t/gAsa0uY5rG/bx9wXHMVeHfvgczDR6DNXxsSpwHLeaqb+vaGo5ddCixJTZEKX0bPSeWpu4EA7Pti+tNHhMjbETnSPGA0QvHMaWD0SWbW0wHAq/+VC+VZWeR1mGfd9q8NEEEtMwGMWGhRwPfZMjKk8aHJmKag6Z590G3pL8TKUZMJWs3zMKb7VeCwO0gAlAJEpwuIozVdfCdqu5jigyX/dDodDMsdCYOHDIYwkl14PMAy7HHgVT44UQRvwAcBr+/3m2+++bpY3ICKnPxq6lSOYRjMUybTI4oin5Kc/OeQIUNIO82aNctlVapZx44dI/2qvGQTNEPT2S6Xq/hslI8NlXFnVANWFnHu3Pm3isBP9Pv9SSzL0takpHmhQODJ4cOHFyYi0OpkkyanIZlD4bCjOgCbjMbSZ55+Gr92Ys2sy+QrY124aFGe3W5vqgAwwzC82WJZumXz5qFnaoMpPhfUwBWtVulL8YGladrUq7N4gGYM0B1C4bDVZrcZgz6/lVGxarVaxQoCT7EqjZ6iKDVD0VqaoWnkA6AASMSTiGQmGHQmiki+HqEAIoIgCgLPh0RR4ASeD/JCJKxiVVQwEOIFUQgppAFanRYZzmgA4WiY446pGSYP29RqtQ6dTnf0vfHj1wf8/ivR8IoLghpuUlk59P72e5L6Q/Ji0X/FsrAvdziEdHrQ7d4D9vQ0aIGguP8A0RrjLrBlIo5g+3Zw+NGHoe1d90LYYCCEIHF/V5SQlPzdD0FQr5NMogkAYNwjmzdv1jFPPfses3v3gwJNk1Qvb5IVSr+YDKaA/7QCcFlWFvkg0cfeZfVvCQXgVbeOImlISiQ97jez3Q59Z35bYzqbki616InHSHBVaWkpHDtyBIvNxxw4VRc5IwNc5SOKb5mkPAWDBOCaNG0KV197LbRt3x5Sk1OINItwkSqR09XfiWlS/mCA5Thua++ePTvFCsDYzrTp08gWiQbg5OTkP4fKANymbdveDEX9sn//AYhEonjEATPqVFRaampGQUFB+ZmSj3Wd/7rcf6YAmADYokWLGoc4bhIfieSEQiFeo9UWAwjvjB45+lNJbpz++ri4sbp3727asnWrMxAIVFJRognaYjZ7nnrySTSlIEtMfQH4sN1ub6IAME3TfGZm5sY+vXtfU9c267LQ0fcqH4LM8iXY/P6MsM/XsqykJFOtolpZLKldg+FQN5/Hk4UpDnqDnoyVj0jgQZL/uQgVEchpVUR0JVVxooBA/mclq07U+0/8nRS8QvMiCbhEyk+gWAZYmhFRi0QQVXIcEdeQlCDgD4DRbKK+/+YbQihAojvliN9me/ZCt5+XS/5OWdulBR7yHn4Ikg7lQcbCxeRYENJqibnyBE2kWk3b+swz2TiRCHi6d4eS3j3hkjFjgUfCjxoCderTfo3PyHSbs599khw+8GChaMCqYBAGfzalKlFFPTRgZe+/N3nyfd0W/3RDyp/rR0fUKkJFWZ6dDe6JE04bAKMlY0ePa8HRoQPQhYUkKvrqn36WyDESpAGvGTUCyhtn1g2AuQgsfPRBEgCoZln4fc0aAoTx0oCrpxwh2GJKEjF/sywYDAbIbtIU2nfsAG3btoPk1BQIh8IQDARIH+x2O1isVmBrmTdkxFJp1LStrGwZyzBjr7vuug2x7FncK3PnzlX5/P4QBlRFkRrxeoNhzeiRI3uvXr2aRQ5/t8ezfe/efdUBmGjrZpPJUlFR4b0AwLHM+inuUT7gxYsXdxcBfrfb7TxN0wxSo6WkpFzUu3fvM5rrhQBsNBp1YY7zkgAE+SI+YIPB9cwzz6Q0BIDnzZ+/z+VytawOwH379Lk6DtN70iaiT60Oh8PK8cLTDocDo5PMuNHdThd+uHhSJWBK0bSUsxMFSLwo5RjGcrF0FCVeNQYm5XkZxGNpjtzDUDQhCyBpEyYTzJn1PSEiILmPsk/uBFMkasF8BPa88TpkrlgJ5rW/VwpohU6Q+IZrEtqYulPPC/M/nf37gSsjA5p/+RVgIQjlIqQY0Zd80GgocJhtFfD1mBcJ6QbRgIlfmIbUomK48fu5Vc2k9QBg7PLEiRMHekRxSeNNm6Hb8pVE4zwTAIxzpSktgX2LF0CLu+8DJiKQlLJEVbdCIo4/hw6C0mbNpJXDdB6dDlps2145DzX6gKOitTGgJBQKw19/riPgEstVQ1EYApzK8wjmfr+faNh4paWnQ6cuXeCa7t3h8rZtgVWpSHoT5g4jiUc08OPh9eDBA9A4Oxt0aumAWPnNUxQeFERLklUM+csyO3S4tqwuHPsob2677TbVH+vWSXWjZQpO/FbVavXy22+77SZ0MSUlJRk9Xq9zz569JwAwjt2g1xu9Xm/gAgDHsltOco8CXIsWL57tdrtzw+EQpdXqwGA03j908OAv6wNsDezSCY8rp7Y9e/eGov+I5lmWZUMvvfiioT7vVMBv/oIFO5xOJ1ZtIl8ftqvT6YpHjRzZpD7txvoMjsvpdFocLs8rFA29XU5ne+Qv4CM8TSjfJFBFzR5YtQpYhgHMO8SPXCIHwJxEDk/NYiAYoNBfFAgGwevzAY95jeEwMXGFZDMXtslxUqAKtoyaNNLeYWAHarDyywB5vPGUju9Bs5xGqyX/H/+r0WhImoZGrQa1RkP+v1qlJn/De9VaDfz8009QXlYmTUNUyk1lMI48QVgm78CXUyDzsymg37VLYoXCIgyYA6mQEBEbtggUq8J6fCAYTYj4ABoN0HodiDo9AAba4GUy1zz1HjcAFwEq4AfBH4DSgQOAttkgY84PAKEAMgtiVY/KZyk841A0iFoNqvaSOVy50FyN/ZH//6m4h7H7FlsFTH1jLAh4+BFFYHx+4CwmuOmb7yGloJAEK9UzDYl6d/z4ITTAS+FwuFNIFNlmu/dUAWCs+GT/v49PmwasAPCBubMh+9kXCOFFXAo+1KY98zwUXtwagiYTaOx2qLj9VrCu+hWarVsvRdHX9BxGa3McLHj0IZKyRMoz6vWwYtmy499W1E5SwDE6t1f6ljgSpYwsVnjgxP2PQJud3QSaNmsK2U2aQHpGBhgNBlDj/sViu/hdK3EAtRCF4Dd59OhRSLImgclslg7XSuBVSgokUzBbq1KNmzx5Mubhki8kVpmDMm/48Gt027aXe3mew9h4xQcMDE3/eOeddw5S8ve/nzXLfeTIUYMiM5R3YH/Gvvoq4Uw4XRbCWMcXj/tOlwmavGfBggVDAsHg3HA4jJWKxKSkpD8pgHsGDhx4UBbIMS9uPAZfUxuKefb1N97wU8jKIkdB42ZmGDY85pWXNfV5twLAc374YbPX4+lQCcAAQpjjbA/cf3+j+rQb6zMFRUW3h7nIBx63KyUUDIo0GntZhkLKOYzSRW0fk//dbjfYbRVQVlYKZWVl4HA4wOVwgNfrrSQHIB92VLAEAjUB2ijNGH1PCKSnuhRSAOU+FDwI+Chooi/cGCh08Af/rtVpiSCzWKzQ6uKLK4M3kFay79ffgaW8nJgi0QxMLi4MexfMgyYfTgSDzQZiWiMQk6wgZGcD1TgTIC1NhKQkSkxNBUqlAizVh5WCULCiOVyi767bhVSBZXv3gkmnBy0SNWDkrMcDYLeL4HJT4HGDWFIKVHk50OU2oOwVIPp9QHm8INorgOJFktOrpE5hX4imjsJeqcaj8ALLkpGNRMCdmkLM6zgXhx+4Dxp/8x202rad/K4KSJxEA05JTaO1JlOrtq1aHcFD4tixY1m9wZDvDwTSMNpcoCkq62AeXLPoR5HTqMn3zdE0FM36FnTBgPSe+kRBR0XdHj+l1Cym8LCiLimGQ7O/hybPvkDmF7VUcikWBly2qANPlRXEPawAJwZURVtBogstRNWSRh8++ltotxOOfjkFkv7vM9AWl5CDHLmqg7CcLqVEa2MQIO7bNatWkW+O7HW5CpDy/SjpSnjQ1Ot0YLEmiWlpqVRmVjZkNM6ERunphMEKA6jweTQn44EYST7wQi23uiZb287F763CVk7mISUpWdr3NAX0oTxR9elnVJOtu1pZSu85TFGv1bkwA5aKXblypcnucDixcISSUYI7QwBYeM9dd2E0NcoN6qelS9fv2LGzWzh8XO9B07cgCPS4sWORlKnObr+6fa1n5u6EA3Al8MyZs4QXhIF+vz9itVpZQRTfyM3JGXM2Tiz2+doePd6zV1Q8HonwMoqIEZPJ9NeQwYNJ6HxdzSHKM7Nmz/7D7/dfFaUBizzP8/fec0/9bZ2n2DslNvvH5WUljwZ8PgyCYlJSUskT27ZugfXr1sHWLVuIFolAilGaCHIoJBQTV6zkANHdqKt/61Rm7ertKRoCHgzQ3GYyWyApORmcjgoYNvnLsLqsTC1oNBC+4gpgRo0E8eqrYfuxY3BJ+3ZEi6a9XhAwlxOFsHKYQGFcg1kQTbj1uZBqMP/YUUhNSQMtVs9RDijRBesVGkxkcNLqiOYNCJQoyz0eECsqgNq2TaS2bqPEtb8De/AggE+q2wuWJBDwfmwDxyAIRLMngC3/7uBbb0CbR/8DEaOR/L7KB38SALZak+iSoqI+Q4YMWTV37ly6wuXq4ayoWBUOh6VgN5o6btaWzb4nrYZUExe0AmwIdnK/ZX7WKnnZqNlS/gBQEQ7EoBzgJS+ImqLh8LczIePFMcBU2ImFQsS5VqmIH5wxGiuXDqs+kXkNBCsPZrgHWK8XaJcb0EoihqX83iqX3gSAQW06XeWvaYcTCv/vo+MAjNp3TW6MKADGIDUEcLTk/LhoEfnWkAYyMzMTMrOyoEmTJiRACisCmSwWAsx4EEXWrFAgCFxUgFKle6e+vm75oIPz7XS7yLtSu3QBWLgIqGefxb0nmJNTaSvwPZIeeOBP6rV6ATCzcuVKo8PpRACuNEGTADZBmHv33XePlAGY+XHp0kd379o9MYiHt2rX2FdfvQDAdRVACDiY07lw4cJ+vCB84vP5LkJeT73BcAQEYVROTs7GsxF8cZzolzCYzQ/abbaPOI5DbZ2Ezptl+rR69pvIljlz5qz2+nw9ogEY5+WO22+P+2EI+7l7//6eKoZd6XI6RY1OSy3/+WfY+NdfUFFRQU7giqaqEAQoVHV1BdC67o+G3q+AGfq+Bg4ZQjSBFT//DI0yM+G5jp1BuPoqAKtVAiIEGp6HXdu3waVt2gCLGkJ0Hdc6x7TH0Hv0O6tYOJKXB02ym5B5rqJDV9qVq7WFQKRoX2iypxkJUGVNjQAVmrhRaykuAXrnDoBt24Dauh0or1vS4gxmyRyfkgxHn3gMWj/5DAHgEwDiFAB8JC9v6OjRoxfht5ycmvquz+t9muM4En2oAPANs38gmjYBtpOVIzxyTLpHrk6lzD8VCkvAFwkT4ybxXac3AjEtBaiLmgM0zhTFzExKTEsHMS0VKHQL4KFDxYokSpNh4NjRI5DZOAtYnRZIOB/OrZS+XyV+4WSrhjFCeLKoPCRF0I0QBMCUKjwEIbgXFwEcOgTUwYNA79kPRR+8B9ap00F35KjkOsA1kg9zlWUKiQk6QtKXSjIzQSUIWFoPckbkAAYcku9M3gskjgHJokXkc47aLSQIsX6HwBPGjMCLfcT+4veB41yzBo6qVdD6tdeB9/qUsYgWnF8uMrClreSnGHb8icApB7RW2O1Ov99PVFi8SSpEwc259557pXrdokht2rTu4l+Wr93L81UtX/jIq2PGxF021mc8iXgmEQMjba5YscLscrvfDgaDD4XDIaSS5GiG+nxU7qgn66NBJmLwtbWJgQbLly+/rdxm+woBWN4kvNVqtQ0fNiyjPgCsPPPdrFnLgoFAbwWA5cwZ6q4774r7KW/27Nm9k5JSrjSajc+yLFv61uuvX1Jhs5GoSHlMVQpgn+2gG71eiqBEDXj0rbcCjgsDTtp36Ai+YBDEQOC4NotgBCLs2rEDLmvXTi7dk4itH9VDGYAPHzoEF13U/HgJubpuZMUkGw0misaOQhTXEjUz9GcfPATUlr+BWrsW4FAe8GYL2IYOguy334MI+vdkmkoCFIr2WQsXNGrAhfn5A3Nycojwfee99z4XeP6B4wBcldzjVACsPnKU+MYBzaSYZ2oxgZiSAlRGJnBt2gDTvDmI2Vmi2CSbAvS1o1sDzboyE5MYQq1V8olHX+guOHw4Dxo3zhLVKlV8FrU6YxfOFx4y0Dyrl1jTqGAQjh7Og6yCApH+ayOlQsvEsWMAdqdUQRwPTph3zvOkbOLaEUMh2LkzcB4P2aeZGZnSniATF59u17i1FJ8u7hXlB7+Ng4eAWf4LwM+/AG0rh70zpsFlDzwIEZO5So1jlqZvubwofxaajeu6dVHOd+3aNdkfCJSjBqwAMMuyYjgUmnvvvRIAK9fb77wTQQuLEqyF+B/hOO9///vfWgIu6tqjs+/+uK88As2qVava2R2ObYFAAENq0ZzJJCcldejVq9eOc8GRjgC8fv36PgcOHvwRfRDSwV1EAHYOHzYstSEA/PW33y6OcNzA6E2G7d19V3wAGDf9I88+m75jw4bNXq+3cXp6I1EQBOq9t958UaTgzWAgSI7SCu/suQS61QEYg7769OsHHTt2hFatLwa32yX5v6oLNeTsBRH27t4Nl7drB8ALiRV6MljiSf/AwQNwcZs2wIfCiXlntM8UBTqCB2o2aWng37NHiGzcRCe/+RZQFeUASSkgIIAoAIPPxlCMYe7cueB0u18sLyt7jeM4VNvIWPQut8SuJTNPnVQDDgRBHDgQhJ49AVq1lA4OwSBQDgeW/iEHCHIwUFwAhElLXvHoQ0g1GYpm/rzDeSQAqUoUbwJlLQY4oRmgoCAfrBYLGI0moFJSQDSZABwOoH/8EcSvpgG7czuAVg+0xQIbsCZ0n16QnSGZm7EEYWWwUzz6Wv2gJq8xbTSCkJpK+kUtWyYwU76kqd07gVJrgU9LI29mysvh0JzvocWd94KAVgS5LV7gwxms+tWsomPv1SX4ShkOyqLOnTtnBEOhQtSAFZmH3wUficy+5557RkufiuTfnfDBB4fdLlcTpRgDpmiGQ6Hi119/PaEBqvGY/vq2ETcArmR6+mHOp1xEuDsQ8Ks0Gi2j0Wo/t5hML/Tp00eKka/HSaq+g6vvcziWAQN6Zu3anXdM+tQkANZotaFb//WvGqOg5U1U6/iUTTZ79uzFPr+/f7QGjH+75+6746IB4+Fh7dq1FwdDoV12u51q0bIlqbik0+v3T/nsM+v/1q3LJMEdKIjlwKma0hzqO3en8zkMEHvsiSegZctWoFLyeWuJROUEHg7uPwBt2rSpKvhiTKmq07ii+uByu8BqTSImcCUwKaEaj9xR/LArHHbCamTJaATgcAH8vRno+QuA/vNPENUaCTBouuZqSKlpdFZmZvOMjIx8dCU1a9YspbSsrJTjOAH3GGrTJLf48y8kxjHkObbZoHTebBBYlcQFjftLEMGSnAIq1NJlchICtsq8N8S0ilHeDHPaAVg5wBYUFIDFagaj3nh8PDhulRSUSAKzDh8GetkyEFpfLBZ07kihdx+DnU44JMa6waofRuRIeXJwwdgBdDVgoNi+fSL8sY5iNm0COHgARKdbNncjPQ4r5QTJ7gC2uAj2rFoOF//r9sqAP/wbLwrhLEb1fqOi/DFyBc9Ye0nuQzl61VVXNXV7PIerAzDDMF/fduutd0QD8MSPPtrrcDpb0XKGCAKwXq/f/vRTT3Wu04vPoZsbDMAK8CxcuPBqXhAW+Hy+NEEQRKPRWEgBPJ6Tk7Nw7NixVF2Dls7kHMqR0PT0GTPQIaGc3PCYBofz8thqfMWUMr7Jkydn/vvf/y6uqe+VJujvvlscCAYHRZGyE4YYo8Ggyc3N5RpqIUDhuGLNmnZCKLTF6XJB8+YtMOSfdMloNpGSZ/9bvx52bNsGpSUlJL0BARgFWTRZ/KmCos7k+igCEAkEnnrmWWjRsiUh76gV2KKEFtnw0eXbZCDgyT0YxySQtirTMWoaKAFY9M9SklkNzc1AkVQuQhhSA9mk0l6Vea2WcxnPOcVulZWWgEarA7PZjCwqWIKHCGj0H1Pfzwb6l2UAJWXAp6fBse+/Br2tQjmUCakpaXRWYwmAZY5y6pNPPnncVlHxIUanUiwLKprePPid969ADVhs3RKE666Hspt6E7Orcom8QA4gJCI+AaZW3NuHjxwmtWx11aO84zmhNbRVUlwMBqMBTOiXrr6W0b5WnPNwGOxlZeR7wyhmsg9inQ/FjCzvXWIKR8DF/2IgoccLUFgI9I4dkgti42bJd01cFEYpshl9vcrzEuoRbnT8He2ww74f5kDTV14Fld1R6S5BDbgxw67PKCq4sb4AfGWPHq28dvu+aABmGFZMSU35eMDNNz8eDcAfTpy41+lyVQIwQ9N8ckrKyocefPDmhsrFBG+FejffIABWQGXBokUfCjz/hNPpjGi1WpZhmHWjR43qXpek7XqPIIEPzvz6a4xQrgRgTEUz6A3WkSNHuqJf+9Enn/T3ut0/0RQ18sUXX5x7si7N/PrrBTzPD426BzkZqet6XKf95ptvuIYeVHDOd+7d263w6NF1WGu0ZatWBBzIRVEQ4SPETGvBNAaDHkqLimHLlr9h88aNsGvnTpKwjxfmBGKUZnVNmeQEy1c0mJwJkzZqwM+9+CLxsUaTxldqmnI/MRhKhX5HAJJKFQj4RZ/PR+G/Q5i+QQqZ8xBBH2M9LpZlSLaaQo6AYINzh9GuJHUK/63WiDqtlqLVKmAIG5a0Jgj8GHSDZvEqPLg19SNWgS0Huhw5chhSU1NBr5eNNlHmarKpkUP5yBGA19+A8hefA1qu8COKYk0ATHq0Zs2arX9v2YLUaF8//eSTr29/8CGBe/ZZCiOPoaxUSmmJ6meDATgGoMLi8TjXle6HeqzhSR+pZd5LSorJ3JrRklDb2kTNucvjJofelNQUSE1OrQLCxKytBF4prgTsFEMDbTCCgJqtYrbfsVOkli6VouJ37UQeScmknJQk+c7lKHvFlFyTqRt5rTfcfBPkX9wKQliOMxACzmqGSzZuJrzWyCInUlQkg4IdmcWFXepjuUQNuGfPnpeUlJbujgZg9AE3ysh4u2/v3i9HA/AHEz867HI5mygaMAKwxWqdaSsvv6+hcjHeWyJe7dULgBWtd9GiRV0Ylv2ioqICKwSJLMsyJovl9iEDB35bnwWL16Aa2s6HEyfOqLDZAtakpAfkqGD58EhhPc8lFEVhSB9+M4xOp+saCoWaE25XAPNzzz3nPdlpbfqMGXNFUcxR/CFygjnVqmVL84oVK3wN3WiYe7dz796rEIBRA27VqjVSV0l+u2jUR6EvaXGAucCSTgcQ5jgIhcPgsNsJb62ttBSKioqI5ow+Vo/bQ8g2FN8xgguOHecJ/6twz9YE0lHVUOq8RDX5qjEA69kXXoCmTZpKZCHyGGkEREEEfzBADhR4HwKtkk4V/fJowoP6av3Rfas+RuX/S/dUusEIGQmZK5oGhmZk4hMEbBY0Gi2o1CoC4uRv8voQwMYoYZkYpcokVltfXNdDBw9CVnY2aNAkWkN+KhHM6APmeXDYyirvqQ2AUYBU3N8AACAASURBVKD2HzBg07GjR9/ueuWVyaFweIw/GMoS0IoiCMTSUh7VDhGusWjAtbkBlPXE/8ombaYm64KUckxin8g7MQ24esyQIEq/q9RUkTwceU2PRxfjQVX5SvDemqoK4+/JmgoiIaGhGRq0yCBVdVOduL+xmIHPC8XFxWAymSAzs7Fk7kXARM1dyUfGb8tWDmJxiUgfy6fE/fuBOXIERLRalJYB+PxSjrMc3U+ex0uJwI7xkEaHw/DbqBFgQx5t2T2CEeie5GS49e33FAIYkRFFrl1pkaY+cS+4X3r06NEW44Gi05BUKpWYmZHxas+ePd9EWVmbDxh58i0WywUArrabiMm1W7duL1TY7W+Gw+EIAm9KSsovoiDkDBo0CBP1EpHYUWehXd8HJn38sdPhcJgVUo5qAvu4FJX+gFSalNlied5us31wKgCdOn36bNSUowS1qFZrKIvZlLZp0yb7qZ4/1ZgwhSo5Pf1KIRL5015RAa1atkK1DlW0kz8qC0GkhkQyDityw8rEF8iKhSCNOYlcKEzyBrE2qNvlJulMDoed/BtTgtxOpwTiBPCQdi9InsPxooaHYBKt6UWDl1IMXAFFfEbRrGui7cP8yLvvvQ+u6HYlBDFlhGiUApQWF4tut5vCIC0EOkbWfqseQKQIn0QEodXHp66kfxFtGMfBI3WuRDeIPxqNmqyHXqcHFbKBEe2aBYphpLQqaTASJ7a8liQ6GAEYKTBPoqEhqOBeISUEpbiAGjXgP//8U+fxeJclpSRfotPp0oMBUq4Ti2zIGBADAMsaYZWDD3mpADhy9JXj2PGQwSHzEzlw4O/Ij8hFOArZndDcj/coPzhvktWXtBIzXWq1b5uILtwzkkdDOiQRCwf+j6FBrdKgokHh7xj8PhhkcaOBRjY3mXqVuEOwf9GmYwAJgMvKwKTVQqbNDjQGoJWXAXX0KEBREQhl5cAWlwKEgoDHBbKkrAZEnVYyI0sbQ/p99UPLqb7v6l+/KMLfvXvC4csvAyzNSVZeFMGTlASjxn9IeLUVidGhk04LV97K1TUXGAH4muuvv8JVUfG/aADWaDSi2WJ5zu/1foiV1RQAHj9hQpHH602v1IAvAHDVVcOJWrZsWTOny3WY4zgeK1ekpzdiGFr81803D5x1tqcXnQq8lL9PnDTJ6XI60W53Sion9I/p9fqyZ55+unEs7U+bNu0rhlXdo+S7obDT6XR0yxYtMq+44oryeNYEXrBwobdJdhM9BpARXudTmfOwapAowJ5du+Cytm0RtU9gTsIxVudvRlIAFFQqpIrUSBoxClgEDLxQkKLvK+DzSyXPfF5wu1zgdDpJ+TOXy0XAG2uQIqhiMj4xDwdDhN4Sn8Wfmky02PbIW26BPn36Sqd2hoHiokJA86Ba1kyigTwRgBvLusd6T3Wzfk3PSexJEQI2iuUBWZFQs0pKSiauBRUGQtEUhIOhKqxlJwSCIVDEAMD4bf/r1tvmHD16OCctJY0QulTpG/oUT6IBk72hUhGTOwIq7gW0qOA649qjLMH8WLwQ3BAIFWtKdBH7WOfxdNynrAP5JiJScQU8GOE6pKakgAlTetRq4LDoAQJwwAeFZTbQHTwIrd94C3itVsq5jeYbV8zH0SlKRL2PUx6wDLQYRHeoY3v4u+cNoEZiEvnQ4DObYMhnX8D/s3cd4FWUWfvMzO29pDdK6E0kIIIFsCBNIBRBQWmr6FoWFUVdFdFdu6trWbEgAiJSBKXYXUAXGyBNUTrpuak3uf1O+5/zzUyYxJSbkCD6Mz48SDLl6++p7zFVVZG9jzSancz2TMOzfXOoa9Y2y0eDa2bIkCGDysrL/1cXgHUGw80Cyy5RlzZ9+umnywOhkF1tgk5ISvpnQV7eotNVTM7EemjJN2IyQSsSyqrVqx9jaOo2vz9g1Wq1tEar3Wm222dffdVVB+WDrdm5Yi1pdFs/EysAy8FLotFkWj7/rrtmxtKuJUuWvKnT62dzHFblk7QNq9VK26zWjOHDhxe2JgBv3ry5ul27Di9GI+G/i+gfQv8u5lWiNF0fGMsAjOk6CMCE8qg5krWifdXzDDFxo8lVzi5RNCDyN5JUIIuT/DcSFJCFJEv5+KxAbCqSZkNoIWm5GpWIpEYs8f8pgS14YKMZvRR9kuXlxMeKWrACvrXNwrHM2tl5j7ofigaoCBs4Bqg5I5Wh2WIBi9VGfNA4BqTIiEqDihWAL7r44nfMZsu1hNWrHo2qPgAmmiAvQiCo+NuRfrFOLq8cFBeL8HE2zkRdi4dihUBfv14ESAuFQDdqJARzcyEPGeeqqqDrPfcRtq6aA1iZDxkIm7Xvmjsocr3q8pRk+PK6KaBHljF5vyEAj35zKVgrKiFktUB8VTWkMsw40wsXbmktADYajaLVZptmMhjWDhs2rIZ544knn/SzLGtQyqPSFMU73e6/l3o8z/y/BOBTqUXr+tAMsywYDJ6HaQhogrFYrf/MHjfu4T+L1qtew7ECMJ7sWp2OsrndvW+98cZfMDq0sb2AgsyadeueY6PReUhooACw0+mkDXp9hxEjRigRp83dUvXe/9EnHwe8FYVXDJv39394+vcfxl87lRL79JH8R5h7qfhNVRGcaPL75RcpX5YEhTQHgE+31XXMagJWMMP/6rQBzczqC+/5jZaEkd1aNJvzRNNGMzlq1orWqGhXfyTtuKHhbawPkulfAj30KRMt2e0mObNooUDBB02lFcg93YgJmqTmjRnzYjTK/hWBvAZCFSFJprksrygHnDf1VVpSWm/5vT+LIPRbWeSUewP9vNZffoV2oiiW9s+igp4SSF7yFmHPqo/29HS3UKzP49gbgiFYf8dfJSYzmZwF60gPX/4u2CrKYfU9d8HMp56DJJG6bd+q2a8NG7aoNk1VEx/DNZOVlTU4Eo1+7ff7lXRODOwUzSbTtcnJyev79+9fUwD40ccei4iiKDu1UcameFdc3IyS4uJV/+8AWNF6161ffxeI4nNVVVXE12u1WgsmZGenK/7RP2N4+FPPPFMUDoWQMLleE7Ry4KE/0+lybb1l7tzLYxkH9M/q9PonAoHA/Gg0WgPADoeDNhoMrQbAuPAdDkdGx8zME/uPHYOLly4DV2kZgN8HWACAHzsexAX3gNi1K0BpqaQZy2YwJHQ/dOgQ0YDPCGFFI5u4oKCAgG9KSkzW/dpvUkWf4i8QbFAjDASDUFbigYrKSmLeJr48lXasvKS2din5ov+ol7JelfYr1XXsdjvJoUYff7GnuEkAHjFq1GNslL3PbDIR44hyodm1srJSyMk5QSPPOENMyKcuZClraYT5H2nM69PgcY117tsXrMkpQD/3HOgXvwbRuHiJ5asta0M3rgkQC4gxEIAd466Ggk6ZpFYx/gw14DFvvAUWbxWsfGABODweuGrbV69e8PX2vzZ3LhAjNm3adFE4EvlabYK2WCxifGLiRIvRuBkBWMGaRx97DAOyaj6DQVhxbvfIoqKiL//fADAOxiOPPEKdd955nWiaXlzt8w1Bk5XFYkH5+GGj0fjy6NGjvX8mk3PdhfXsc88dRe5qErxU55IXiGAwGIJ6nW4EAPx85513Srk7TVwkQMrleqLY45mv0oBFh8NBtRYA4/w9+eSTQ1iO25qekS6cLCqmR7/xFuirfSBgxCdqKlhxBIM5kIyjZ0/gx4wGuHAgiHHxEA4E4PjePdC1azep8+riBE35kJsagGb8HgNZEICxNGI8Fo84XQBUgn9kUzjhM8ZKMtEo8Tv7/ZL/Gf9gEA9qjAjY6mChuuCs/PuPBM5qbRn/H7Vil9O9VqfXTsIAJ+xTfUFYKNQNHzHiMZ7jEYDRBE3jHBV5iklBd072XWJhAUWTVsbnzwjADZnLCZ+zKJAymyiMuNxu0OEeSksB+vLhIFZUSkQZp7uem7GX6r1VEAhH9eELsuDA4EE1/OMYhJX9yqtg9PkJAFsrKoDSaHiLwZCn0Wqf+tvtt78Wa4YLnkUffvjh5eFI5PNQKFSTzonxCkkpKTUArLTv+Rde8LIsi6Tl8tHDgMNuS509e3ZRLArO6Q7J7/F8LbFekUQ2btz4l2qfb3EkEqF1Op2g0+mOOh2OucOHD9/eknD036Njp/FN6plnnrk2Eo2ubCAvU9RqtRiieuv9Cxa8jsJKrNIZAnBcXNzjhUVF9ygAjIvZarVSWpOp24/ffXck1nc11D88KE1m85FgKNRO4AUGDHqY8MpioKMsqRFKKuKoKuaQcn2+KqAw8rRLVwiMHikWXDiQynS5AZwOKaCdpF0INby8NWDYVoeITAySl59Hav8S5qDW/pba50YCf6RULDTBhyJhYMNhoi2j2TocxlJzWLKRrxVlrPZjy8BVMy2/+wFbzwJRg6/SXgSK9u3avxaOhG7iBb5BAJbvp774739vTs/IeNxfVe3AOcEUr+LiQggh1aQoEmvFnxWA61pFFF+vFK1OEyuL2YyBcA7RYjJTIolllmIc6EWLgNr2lcQPfRqHU6s9ioQzvAA5PbrB7isvV9KOSBT0dU88Tdr4zt/vAxvGUEiIy+u1WtpqtaaVlZUVx3pOvfvuuyMomv44HA7XADBaTOLc7mEul+sb1IAVN+amzZuPVFZWtsfYbwCRM5vN/okTJjj/6Fk1jc2ZKgZApL744gtbeXn5yUg06uA4jjOZTBqdXv/2xOzsWQge6oi1VlsIZ9mLUMB49tlnTVGW9ZNglXoug14/8957713eXKkMx9Dtjr+n2FP0uGKCxrVtNpspg9Xaa/e33/4S68Kur134/pzCwv5cOPwNKRuHATAMAxNefpUA7G/K6imVd+SKEKjt+jt3gtynnoBegy4ihwXbvz/QVw0XYcgQSuzYUcpZDAQAvJUAYdmPrGjKcqQmVsohOcYKyLVAc8ac0pM5J8GCPku7o/UAmER0qQyo6tKAyqCqolIJOxiarymKRPCykQjRmpUI3nAY/y2BDwK0lMKCPmkpMrwlQFw3qCfWLdLUtyR/sFTcHbX7pKQkMTUjg0Je4jLMM20iDUk5KItKS4d4Kyq3+aurOUxD0mi1FO6VoqJCKQK+Tv3divIK8s26V10tsq6pPNZ+N+e+hsa2sbEj+6gmHUrybyvRznaHHew2B/m3YlEh1iVcZymppK6ucM0UipCvYPBTG6W+NWcMiDCF7eB5KMrMhO9HXUUex31r9lbDyBUrSVzA8of/TgBYSW9DIZXRaFbev2DB9Fi/t3jx4qstVttGlo3WADCukQ7t2/fT6/U/q03Qa9ety/P5fMm4pjBzw+lw+LKzs51/ZqWP8A/jYK5Zs+ZuEWB+JByOw1NDp9cXGvX6uXa7/TN1pFqsA/9Hvg/H5JVXXrkiwrJv8xxf44AkgQsGPfTpnWTdtu3nYHPBEgHS7nLNLSspebkuALtdrqyvvvpqb3PfqR5nfH9pRcVMb0XF6xzHEQBGjXfCv18+VdKuvolR+UsD3btD7qKHocekKQS8SZI+Rihj0XD0EznsAPFuENPaAZ+RDlTnTgAZGQBIRo+/w5xbvE/RmDHHkGVB4DkpqEs5nJRToG57ZEICBAikGLTZ7ITwvsGrLimFIlLidkdfJOZmIlkBatAy/zV5FwpXpaVAoQ88JxfE48eB6tAeqO49RAEr8hgMQFVXS5HX6K9T0kIQVGXTNMk3lQUNciwTEMb0IB5YTBOKsoR5jGU5kWWjFAZDYaqNnNMqa9On8n4RvKU8VunCf8dyKc+cypmWnkMhAH3cJG8Y+b8NRtAbDaQ2Mea4Mgwj8hyHgYRMUVEB0LK7oTEmLKmbIlVYeDwdNJZ7/dW+G8PhsDYaiQgMw9BlZaVE81Nf4VCIpBpFo6xEIgIoCAhow64RUBQmMXyuKUEiljGpf5lL7ZI0V2mc0dWA/1bGGttBgIZhZDYzg6jX6SgpvU5KsSO+W8z9lQVMLA9JgB3XF7JieSuB3rgZ6E0bAY4cxQCEhjMPWtqZ031Orh19sk8v2HfJxeR8QE7vKc/8i/yNVjI1AMvjJlgslj3z7767f6yguHTp0gkarfZ9lTIjYsxF+3YZvYqLiw+plbo1a9eW+f1+hwLAdoejYGJ2NsavkWINp9vls/F5auOnGzvoQf9iaVnZ6CjL8hqG1uh0+g8GZFIzM/sTysU/NKnG6Qz6uvff/080Gp3LcTyNGxajnA0GA52SnJx60UUXFTcV9Vz32wSA7fapZeXlK9QAbDKZKEdc3IXfbN++83QBuLi4+Hp/IIBlFDEvh0Q4Tn36X8Dq62FDUjdQNjMHzu8LeQvuge6TpwIWtCfmaulUPOUPxnxb1GhCyMojEwMgD5HJDFxCHNAJ8SAmJAIV5wYxzg1gd4Bos0vF5s0moPQGUjidBH7hd/V6dEYisTJpER5uokYLOUeOgNvlBIvNRgBDujAyWyqnR9qlCAj4m2BQKlmHJCBYvq7aBxRy4mIlmKJigPw8AE8JCKVlwODPAn4CobUuZEyyO4DqlAknnvgHpPx8EBinC2iHUzLJy8XeSc4xG5XKOQIpMC6fUacOCyXFCsM5Gbmoh/ItQn9JnpXM3hzPE0pSkrYj14XFn0sg0XBwPUk3IoxaFAFQmmZEDcNQ+DO0eCgkHdJ3eFGQcod5Bu/RaCiHy3k87+TxNeEIe39TJujay0WKFZk3b15GYUnJ3WajcZA/EOhdmJ+nU48oMmG54+MxL1kUeB4FfkLUgsF+Sn44Hs6cXHxe0TQRGJFTXkAFQUlvk+dcDZhKm7BfNRzfpMSuBO5qMhOF+Q1zpJXgO52WaHXAaLSiVqOhCBDjmCpUobg+sC3IpY1/UyjTyVzMSm4uzk9RETB79gJ8+SXADzuBEngQ0XIjC68ys8fpHEet+iwRGCgKAg47bLlpjphwMoca8OkXYPF6iT+YFkRY8eB9YMF9Iu9LAWuiW62Vd991F5ZRigkX3nrrrUk0wyD7n9J+skG6dE5Ly88vL1YD8Ip33olwLIv5gqg88Dab7fCkiRN7/KkBeNOmTZ2rqn2HUTo3Go1sfFxcv2HDhv30Z0wvas4Kxv537dr1XyLAHWqwdLlclE6rbVHEMgKw0Wic5PP7V0UikRpdzWAwUIkJCRdv377929MF4LKysp4VlZV7Mc8YIQuJ8qc88zxE9bqGNQuZsUcXiUD14EFQdttfocc4ZMsEwgkbrFvMXWH4UXIWiflKBkg1qQDuUgRqPIQw15BjQQwjUVoTl0YLOp6HI68tBstHH4Pzu++JIEDAGQEXS/vhv4O+Bl9EEa1DS0CfRHgqtVAlRKtVkk8xlZN6ucgmhffyPBz8cD1kzrsTjHv2ASjt1mhBSE6BqgsGQN7MGyDBoAenwwVGk4loTkhNiO9AMzXmK0fDYQSS3/oy8BRSsUipOlKXaa2p0ar5PSFckSvJSINFmLEkxzXRqBnGYDZRGHglCmJOvNt1o8Ph+HzHjh19OZ7fHY5IpSqb0oDrADEGzCAjFvnGtu1fCZFo+JRrixcgLj6BsFhhWon6WbmtstQl/aUUDiHWCzRi1AheMQ9DrRuRWEZayFiQEkhZSmKJqcskpTzFssCpLA9IMsPotMBjwQUsaoHrubwc6J07gdr+FfCffwnaglzytJiQBIQTG2szq6PwWzt+oWVD8dunUAAURLBWVkLUYICQxVwTH6LheFjx93vBhEKsIhhTFG+xWHx33XlnzH7ZpcuXTwZBWKPiYSXre8RFCQmL3/m+HM87BWDfXrYMzRFIvk9M0Bar9btrJk3CmgJ/Xg1YkWQ+2bLpumCE3ZWdnX2sNckgWmutnOn3IABfdMklj5V4PPerI5YxYMpoMPQYPXr0oZZowFardWil1/t5XQB2OZ2XDx8+fGtrmFqeevrpY5FIpB0IAsPTNOF2DaAWWd8gygeRLhyG3cOvhMIunYFDTTXgJzobazKK41/8D4WSf6OmwTppPw0GTalAu97myCZIbXEhHFu7BpyLXwPLL4ckIFejlHKoofZX32GKv1fxQ0snZB1tV30w4mGEfNaRCAiMBgQ2Cr98+zVkzJoDhiIPsn1IX8d3MAz4bDbYNHsG6P1+2ecrkYlYrdYvZsz4ywKdjorPLSgwiZzosDmsbpGi4hla013L0B2CobA+4PelcAJvRlpFRoNaq4bwP+Mla3+SJowUiwqPsaR11FzoVZTc7RJlpeJ3RmKSKAopokiZrdZSq9WSGw5HP41Gw0eNZnO+jqaPJCcn5+DBtnv3bqZnz54pP+zcebwlAKw0RhHYEYDDoSBFyhESqmmdyNCaf6SlpYV1Rn1XURC6+vyBlHAgkI6zQTOMiP5T1OQVWkklbxnlBlKZSjYbI10ljgXptApEidCEWhs2RuKQJM1SP0v88hoNsFotRVwkdZml0FWCLofqaghqNYShLRgIEgKRIMfBhf9ZDBT6Q/0BshYUaw2+Bwk1iEWkrmB6tgKvMmmKT1qOASFCLvYHx47jYMPfbpN8xYR5jVhORKfT+c3dd90ZMyguX758Kstxq9TV3xBN/T5f+9LSUlLqUpo2SsTiN7gGyHwKAu90uf43buzYobFq22caI1rje0rUI2HIiTW8vDU+fLa/Q0oZir/NU1L0fGuZi/GdJru9b3VFxc5wOFwz5lqtjspITxtxySWXfNYKAEz9+98v3REM+pHwg+Zpmpqx6J9QFeduMPoSdwDm/b3z4AJgUFNAUJM5Z1EqnvrMC8T01la+uZq1oArW0nuK4fD6teB+4SUwHz8h1VZtwwONaEcaLey5bAiYq6uB4QWomD2TkCak79knlW6TAR0P39K0NPjvtdeAIRCoGVcUXM0Wy313zZv3nHKoKGl96vW+aNEiGVNEZv/+zwzt21+YEoxGU3RabRwf5TUCgJliwKGhaQtNMxiKDlXVVZaKykqL8h6X0+k3GY1hrVbHCQKPaXDVHA8VlCBEaB1TJrLsLy+//DKJVkVwxOeUw07CJkkb3bVrl7Y1AFhp15dbt1awkYhTAmARNFod8lGPfe+dd7Yo9yhWnqVLlxomTJiQzoliez7Ku2gtrWNZNkWv07mqfT6nr7raHg4GiaVeBBHN6pQoUjRFibQoUiJNY7QsEVg4qTYKYPSTiKZ2GYAFoBmK0WoEHC84+IvRt3HTdBZ9/5huFgqB6CkGqPYDje6LUBhoNgLrp10HoeQkAujor4zarHD1G0vA7A9IXZBr8NaWhs6K2ObWOVZx3lgWvhs1EnJ6dgM6FIH0dhlkqL2VldPnz5//XqxYgQDM8dyqUy4kxHgaios9YZ1Ws4bWaPz4Yi4atYgANygyJgqeWq2mECh6VSAcfvfv9977Y+t07ux6y59o1bTuwKrNxXXBMi01ZfiQIUO+aC5YNgbASSnJV18+dOiW5r6zbq/xwD969Khu05Ytj0XC4dsjbNRww6LHodrtqp9NQpHaAeD9ebcDg+YzGehQAwnarDDtiWfPCAATaRsjdbHoQEE+HNq4ARIfexwM6L9Fcvi2BGCGgYhOR5iBUBghGg4Gpmg04C72wJXLV0LUoJciWesHYNTkKL1Od/m8efNismTgXG3bto3YWtGyop7L48ePC5MnT64x7Ta2uuVASqLNKvf5fD5x6NChaJJuNHjlTABwh44dx3bIyNisbosS/Ll79+5aZDfY77bIthAXLqQrX399sBeYr6toGomrT423yiWBqTkRmxU2zZkBDHJTUxSEzWa4bNUaiPd42lwQbN1TrGVvU/ahrbwCPp49A4736Q2dTG7o3D7xla+3b7+jOW6yN956Y4qG1iJgk4tYNTDD4eRJVKlruyRoWjIBnboZ1WGa57gxjz76aI0A17JenZ1PnQPgBuYFwdJst/evqqj4Vg3AeMga9PqrJ0yYsLm5U7p161YNTdO9i4qLd0uED1IgA/qAHXb76BEjRnzc1IEZ6zdR67Hb7Q6+2PPQ+Bdfnhew2xsEYPQDCQY9rL/lpt8AMNYKnfrUc1JEdBsCIOkXIQdgIadHd+j07Xfwy4fvQ8rDi0RtWTk6Vdv0++j3DRmN8MGtc8FcVX3KFIcVnFiOVIjxYRCWbBLN79IZvh09EvRI6QkgoFpmNJtL3U5nh1mzZuEPz8qoTYVnV/Hb4jq56abJacdOeE+EQsFTPmBXHN2ue7fUeLO5SOlLXW1eOYjxHRiQhVr11m3bw5FwSK/WgOsD4FjXcWP3KZp9LIBAAHjJkl5eHvZVCbyA2bkNvdsQCMLmm2aTnFgUuASahrQjR2HQ5o+IcPinv2QhE/uOlh+MA/FfcAH4F8zf8f0nn14ay3jLYEutXLlyFstxS9QAjOdITk5OLPuZVJ7iWHbSwoUL3/8zjvs5AG5gVhEsBUHoU1JaugsBWEZLkdFo0UEx6frrr2/2gkBtIxAIdCsoLNyH5frUAKxhmKsnT57cbFBvbFGK4kI6lL4kuZiH/GrJufLbQ0f2XQlaLay/9ebaAEzMsgxc8+wLUmpCW+8AQQBjMARfXDcFylJTgGcY4u+74dHHwe9wtOn3ES3xG5vmzqkBYDJBPE/M0VOffu4UADMMlKZnlG3LvjrOxHG8RqOpFgVhp0ajuXn+/PknW0uIOt3hlv2yIpYPVQCyurraHeb5jIry8sRQJOh2Wh09WI7LOnb0yFVqAYuNstC1e3dsAms2mUukCGMoFkXIAZoKs+HwkfKqqkM2iyWs1Wp9ZouliubLDu/bn++JRMJ6kgssm6DbCoCbMz4IwIH/LEso0XBF1VIOUr17QZGaUCD7dMZ0CGEAIgDE5+fD0NXvAy/76Zvz7Rbd24Lc+RZ9p6GHFP8w5r4nJ4NvQJbHO2liZe9MoW/nzqPI4dXUhQLbunWrbvP5wy8qR4+UTUKzJ0+e1MZQ5eocADc1yH/W3+Phddlll6Xm5OblyKUDT0V2UtTM2TNmLGtu31GrTkxMTKnzThF9wBwbHTdz5syNzX1nowC8cCHte2N55zKR/bWK5wQKQ3TrXrIJWhtlYfX8eZKvXGSxCAAAIABJREFUU9byUOvt8e330GvHt8Bh2lBrlkSrr+EyAH85dTJgpRbUPDCVRjaht7kP2BsfD19Mnwo6JBhRIj95nvx7wkuvQBBzPHFssIiBzf71B3+ZeYlNFI9azeYec+fOreG0bc05bMm7UHjctm2boGgqZWVlqRzQ9/l9VTcIvGDDYC8E2EAoSFKgMFm5pMSjUXM44+/TMjII+QgF8BsWDVEUaZqmMbAakJoSD1NMrTp25PCpeUK+YaNZcDnd43v16r4JBdCsrCw0izdatKQlfW7qGQRgWLrUfoIVKqoEAU37DWrABIRlruSijh0gt1tX6Lprt1Q1qK2BUUmvU4g78G85OKqpPrbJ75EfuktnyHvkYZK653S5yq+47LK4WCKT8Z61a9fe6fP7nsMAQbwwI8BqtR7du2ePX6fTnUfVNTvX7gQB4Eg4fM4E3SaTexa/FAF45MCBll9KSjAXWipqT/alwLtdzrvHjh3/YnM1HQTgHu3j43cePFmE3k5ZAybpK1GOmzRn5sxma9VNAXBgyZJeJYrZDTnx6gFgbIjZ5yN5f2huVcysCMDZL/3nzB0AdQAYfa2ChjljABwxmWDdvNsJ/60SDYqHn728Aq5a9g6EjQZJONFqwe92f75pzkzd07ffPvT3LkyimIYxyArXZKm3NIsNcdeFWXaAKAi9MKBJo9XyIs/TpMA9oqckYBCyFiy6gfWT6wJwcp/eQPhL67lIaUkNI5eHFEQxFAYdx1JFuTm1BCVc5ckpafuNFtM+m9W+Ld7lQH9gCNuJzZACcM8MyQLu6fGvvRmlBYGpSZurr3Oq6GBSrB6FC1yLcppamx5bskUK9ySD+eEyOUqbu38a6BSOUyQxAU4++zQBYIZh2AnZ2TUVixo9f0SR+uCDjYsqKsvvp7EeuQzAJpOpoMTj+WuUZR8Nh8NZjeW549kYYdkJjy5cuKFNx/13enmbWxV/p36d9mcVCe+tpW+JmBeugCVKcE6H44Hs7Oxnm3tw4IGzY8cO8+EjR6rlZ8n4oxbBsezk2bNnrzvthqtegFJ/1etv960AfndjUr8UBe0l5OuoAaP5DSV93PzXPv0vwBJlbS75S7uTmKAVDZjk5YoCTHv8GQwia3MNmK7D/qMwiaUeOQoXfPypZAGQrQOMzb4m/4Vnnxw5cuT+3zFtj0LzMmq6J/PzB/EsO1Sj0d4SCofSUBsNhcMUTdMkN1ghXiB1l3GsEYD1BhJQJkYjUJqfT3KYJSFTBDYuDlIfWghw7ARoPJ5K8nOK0lKiSLRhSq/3s06ngUqMjyekK6mpIqSlUZ7z+0gpW0ogHy+APTERTFot6HV6TDGmHHbndn+w6h2LzbnPX/nD/k6dRiKlJR+LVnU6+wPffzwhJSfE0ClcPYVWar27blqd8ss2joMg2rcgwOoFd0OHnw7CJe9vgKjR2KZrv1EQxbPJbIJDr74C9lAIlQWxf9aAm+Pj3a83NRco8PTr1+/JsvLyO9UAbLfb8yZNnJiJS+qFF1/8xO/zXYnMfXWFDFwser2e1mm1g+66667vm3veNtW+s+H35wC4iVl4e9kyTpbUyVghAMe53a+NHTv29uYuCFlTope+/TauNk6Uyh1K4C6K186aNasmWrA1FketyM/GzG6iCBjxuObueSTSFzVfpNlDiR/9r42lMLVGO2ve8XsCMAaciAAr759fQz6AExPV66Hf1m2QuXd/jQ8af24ShZu6FBe9KeNxqw5DUy9Tk+QUFBwfXu3nPkWqxGqfD5VbBFwt5u7IWq6UuyzlcYLgdgMT5wK+rALozz4X+eUrcmmPJ71kyWs0HQ6TT6NG4u/QHrpcOQoEjpMIpOteGEWMkqPq0paXQ+Gad0HQaAmbGfkuRYEtEBK1AwdSjM0CQkERCFVVHGgYTXxcHFJ3Vrvj4xetWbnyJTTjy2ZqBORWD2Ij++G1NzcVAlzVJAA3NQlt9HvsdNBmgw9vuZGwUY1YugzsZeVnRgCup08ojGMcyJ4lb0CWO45weOoMhtJePbonNzUEMgC/WFZePlcNwA6nM29idnZHZR0/89xzRcFA4DflX3EdWiwW6Na1a/yuXbsqYg3+aqpdZ9PvzwFwE7Oxes2a8kAgYFcYhhCAExISNo0ZPXpicw8JRcJf+vZSPJlqtGpsglajmTNt2rSlzX1no9KrOvWiEQAm5i6Og+9Hj4S8zp0kPzDa3RkGpj/+VMMkHq29kgUBkI3ru9EjSY1SSQMWYdrjT58hDbg2/R6OC6agjH5jCViQEYjwWMvzZjLN7nv8yNLWHoJG51MUCetUcXFxXITjHgeKGl5dXZ3OSxSPtfyaIif58nmbDWi9DsS8fKC2fASwexdH/3pIAz4skI72ZQqE+DjIWbkMTGXltQC487ArJa7rBoqSEC1XBlmymL2VULJudS0AFmw2cN4xDwwnTgIgNWm37iBeNRzEIUMArBaRqqwELcUIJovJTwHsMZnNr+Xn5LyflZWFzCc1+cqtMc4kEOv1pdOO8+xbgmwSbY33tuo7RJHkmG+7ZgKgRabL7j3Q++sd0ifaWPv+TT9kLnnkTc/d9AGkIbscTaPznzq/73lNYgcCbP8BA5aXlJRMUQOw2+0+MG7s2Cw86/CelJSUDuUVFUelzJBTr0Wrf58+fWiT0dhz5MiRv/4esQOtOrf1vKzJQWzrBpzl76c2btr0c2lpaWf1AkqIT9g/Zszo/i0Fy7eXLROQ51YJBBEEHkwWw9ypk697o6XvrG8c1RpwtURHWP98y+UJMQoY8/70SFCAqjnDwJjFb4AWSTDaOgBLUr3Itw5ccjEczjqfHO51I5Dbar1IlXgAVjz4gFSCTQl+oSiY+PyLwJICBqrhY2BK34ICpNg7IxdaYYqLizNYnr8+HI3ex0aihnA0gsFPNGGqkIUVHqswIdUk5nPn5gD1yacCfPElReflUzi+Akb1ouKqFLHQakGwWiC3MQCuRwGu6bRSkAC/3wAAu+fdBdr8QoktKhIRIeinKI0ehCuGiWJ2NiX06QO0yShAKExbLWaRYZgTJpPpKYvRuNFsNpfIe+K0NWLcD5HX37rykMBtESk5KuiMzF7sH8F1V+1ywpa/zCL56FZvFYxYulxyA8X+mtO/UwkGQ3eUwAP3zQ6gMDaCooATeLigf38UBhv13yO4Xjho0DuFhYWT1ednnDvuwNixV9cA8MUXX2wtr6jwVldXk2A+SdagkBWryGQyIUFNq2eInP4Atc4bzuictk6Tz9xbUGNdv2HDp16vd5h6AblcrgPjx40jC6glrVny1lv4HFfLL+JwLJiYnf18S99ZLwCLInU4Lu5yrc74eaMArOKC3jtsCPw8aCCJ+MTUo2Gr10JcQSHwSN/X1hK4IADD83C873mw59KLiQZQNwK5JeMdyzMobCARx9q759XUQEUzfKe9+6Dv1u3EFK2mOWQFYdKAkqJWDZqrr51oksWSbZ6yintFSnyqqKAQC0jU5nzmeOI2gPQ0oAqLQHjsMVG37n2szgB8PPLmS+lU9ZX7w4CylgBwfQsf2aQ87y4/pQGjTGW1Qurd94Ll+52neMVlukMsxkFjWUtfNXA3zADq0UfIs1BczGuMBsaC1YUo6rlO7dvPxz6cLj+9Eiy3LzmNFKQ8Gw8/ZR0iIYy10kvm9frHnmhzC1CttSeXKcX1TldWAPf6ayD27KncQqS9zI4dnA6Hw9dY/ENDAJyUlLRv1MiRAxQNuH///i5/IFAaCoVkDhCJf0MUxQ0A4iST0fCXqVOve6s1z8ZYzoQzcc/ZuAbPRL9j+gbxYfTvv7qstHS8GiyNBqP3uuuulU62FlwN+JUfHjt27JOtvcj2x8ePsmj0WxoFYOyDrMkg6J3o0xt+uvACiBqMMOXZf0ngcwY0YLL7BAGK27eHHdlXgzYcOWMAjPSCRZkd4dsxo0CDJQWxNKBWBxNfeKmmWLksgIhmQaDCgnB17zJPq+Ztq5eSAhaVweDo6vLyJ33BYA82GiWk9MSzij5d/A+rNPkDPL3sbYr67DOays0HEaOTGQ2J3hXltDJpikXiatDLvl78GRJLYMBV5ftrQKiolDJwQARNx46U++JLganyAY2VgOpcJEIdA3S0OoiajMBpGPDbHeCZdweEOFaMRKMUliHkkTe52gdRmgJeq4Hsf/+HRLbLHLgS7Sn2iJMKGIi9ewF/yy0AgwYR7mWtTicYjMbSOHfcKhC4RQ6HA7MSiIbUgq1HHjmQlIoUTGclBhM/vUYD795/L9jKyojQgkGIIawi1tYCsDoFCoP1vJXALV8mgS9aweRFZHXYqQS3u73D4chvCoDrOz8TE5K+Gz165KUKAA8cOLCDz+8/GggEFDcKRshjdbS5lCgudjgcL2aPH3/n6cx5S9dKWz93DoAbGWFcBB9//PHSouLiaQoAy0FT4qyZMzGytEVVOt5bvdobDAatp0zQJLJ6QXYra8DYtX1xiWNpUfyQ12obP3BU7Dd4SKMfGLVeDMSqAd8zcQDQNITMZthw+y1gragkJriRS5aSn7XpASSKUBUfB5tvnA1Gvx9cRR4YtnodicIm2qV06pMjyEZRVAJoRpoLT3zaFocCslV5qqoyov7AQ+FIeEYgSCpISaZmnCe0RhiMQJ08CdTby4BevwHNyqKAdJYIuA1U4sHDvTIxAfZccRkw0VOpvXjIU+0yQeQUfgURaJ0FNL/sA6EBS23YYib+caTqxHWCQIprhpH5kpVav8Q0LmtUCNoTXnyF3H8qqV5VEFIB46pKEM7vB3DfAoCuXUGIRsGk0wpWi7UgEvXd26lD1/fkvSfJC828jiemFFdRVByFPvW2XtPNbBt2BoXgFQ/eT9Lh0Ap19ZKlYKj2nVqHzXxnk7fLFjCSmoVzEAyA0K0biC++IFd3kgUwyecvOuPclNXp7Bxvs51oDIBxjj7ctGlzeVnZcLUCEx8f//HVY8aMUwB48JAh51eVl+8KBALKGUUOVp7jRml1uo+MRuPuSRMnEo25yb78wW44B8BNAPCmTZv+UVpWdq8agHFxnDh+nFHyLps75x999NHJouLiVPWibDMATk6bKIriOtm2I3Ecy3Vo6z18lM0oV5VRChCcqYOKcMWKIikGrg8EoNc330H3739o+yhQ1A6xFJ1OR3xvCEphNIEqVW5OWQDIUHaitK0OwAi8eO74/f7zSisqvqvwenW0VBuVLDEhygKTkQ7CiZOibvSYYtHrTeaTU6Tyd7KG25iQItUuBnj3vvnEvKm+SMnGOhcCaoNl++QKRERAOyWcSONVB9Sw9QLWKxbE3wJwrUYINRoxChl0QR6IAwcCv3Qpyb2m/H5ebzQwWo0GnElJya8880xJcyJj5aaJuSlpR8s4rh1mMp8Jy05zzgecI7TAvHfvXcQChPNSQ4aDLFytKTCo/Pdk3lDrLfUA+8rLAGPHAeTnSzW7lfmVBTusXrVu7Zomzz8E4C0fffSlx+O5RH3WJSUnrx01YsQ0ORec2bp164Vl5eX/UwCYAuBMZrPGoNdnhSOR3SzLwrTrrsNAwxYpPM0Z/zN97zkAbgKA161b9TefP/IvpXSRdM6J1JBL0xwdO16BPpBms/ps3LTpcGlpaYdaAOxyPZU9btxDrS3l7U9KnSyI4hoGq/ZgYr9OD6DXte5Gbs1VK5tJ0Qx++Py+MHzFSsKI1aoHTz3tVUBO0R4VgUXt95UfaxMNWKGNLK2sfL2wqOgvIk/K0UsV9pCr2+0G2POjSD/7vEjt348l9QTQ6Ri1ibmpaZCi3XmS4qJwGp+JA0ANwEjsolgU6v22UjIS/yYmdE4SLoYOA3HRwwCMRqSiEcpus1Wx0ejirp0734cEN7EUcJCSokDMSU7/upJjLxIZpjXhrKnhj+n3SkbCB7feLLHPAQVJOTlw6fsfSv8+3RarSnIqBUcobwWIdicI108TYcoUilhYlOpjyvck8BW0Wi3lio8blpaU9FVTZxWekx98+OF3FRUV/eqcdUuyx427RQZgasOGDZdGWXbbKR+wyKN/2elwdC4tKyO+4U6ZmZ0HDx6MGnezz9uYBv53uulM7L/fqWut89mlS5dOFQFWqaR6pEeDdhkZvb788stfmyOByy3CyOpdpaWlfWoFdjmd/x4/fvw9TS3q5vZqb3r6FE1RyXvHHvo7kaYTduwA8w+7pEjY093MzW1MLPfLBwSawfEPFgqvuc6O9hIAdgB/ifOmm76hFi06rQNBkeq9Xm9mWUXF+nAk0jscjWLpPanmrdkEQklphHnueQo+3qITbYQTW+Iybi4tIha74Dg42vc82I1maGR5imVOTvMeybEsEuDNfmUxYLF3XilG1Mic1tgb0YwdCoNgswA8shDgkksAwiEEAzre6fopEI1cl5mefqCpIC0c6/37PzNR+0v3C3PndgSr/ezbA6gBR1n4YtpU8CbEg8BIPvJJ/3qxZXzsCuDiOMvZDoTXG4ubYGBeeiqwo0YDde1ULN4M4PMBqZdc9xJFUavTgdPtWpyRmvrXWGv0btqyZV+Jx9OjFgA7na+ofbrLli0bRzOaDziOlcNABM7pdB7PSE/v9csvvwQ0Wq0mMTl5OiUIa4YNG/bbgITTXJ+/5+NnYv/9nv077W8vW7ZsCi8I76kBGE0wVodjTHJ8/OcYodrMj1Cbt2z5jVnG7Xa/Nq4F5B5NfXtv+/ZT9Dl57+15bTGIBj2krP8A3P/7Hyk6fzYDMB7YNQE6sjbUVF/P0O9PAXBh4Y7TFZgQFKqqqrLCPL+zID+fRDeTtYZ1mdu3A7jvAWCWLAEhMQkJMSQSq+YCLz6k1DIGINSaby96iBRdj8WvXp/jrbkHhwLCWN5y9BtLweHxEF92jaWhsSA/xS2CUdPVVcB1zATqky1AFXuQK5x12O1ai8U2J8HtfKsxEMaxLiz2HCiNRnuKQy8DzG8lVbbIoDa3R2202mQA/n7UVXCidy9wejxQmJkJ0x5/igBmLPNFWlbHvEwEbiTYwfrHKNgOHgz0E4+LYmYmliaSBPLavCqnOiiKot5goMwW6+Md22f8vTk9r8/a53I6F40fP/6fyt5Zunz5ZBAETOmrAWDMNMkeP77fBx9+eNzn83WwWq2vjB837rbmfPuPcO9ZsurO3qFaunTpeI1Wt4HnWHLsYUtNJpNoczimxLtcHzQXgBsKTIiLj189dsyY60/3QFePJLp1fs1oPwPy85YiAAsmE8Rv3w7JGz44ewH4TC8FOfisBtiaPowJALuAybLfNHPvaWjAhEZy5pw5N3G88KzPV20mhytGNycmAPXxJ+XU0886oLSUQT/caYXsqsyO6IbYeu0UqIyPI0Be3wGggCX64okghIQeWg1wGi0hSiF0pUoqUZ35UsjGCW+y6nfKO7G6lUgzpLhB321fSRYOxc/eGAiq841ZFsBpB+HRR4mPmA74RZPZHAVR3Gi3WGYlJSUF6ltGCM633n77lwVFxUOFX34F5oYbSBQ5EWianvcztzJlutCifywC6/oPwLz/gBTN3lAbVfNLsBfHUc71pn0+EHkWqIRE4IcNFYUrr6SgRw9Jy+VYIujV42aR+kqqWWkFs8VS4vP7bhPY7zb27z+3WQrHlo8+8hQXF7vqxLvUovJdvnz5VI7na6yMSHaEkdJjxoy65ONPP11YWlLyMEXB5uunXz8uVs37zE3W6X3pHAA3MX5r1qy5kheEz8LhsCysY4UXo2gyGu+IRCKvxuJ7Un+iodQmdWTg6U2pWnAF6nBGh78K+bkv7331P8BbLOcAuI6EgpohzbLEPE98jk0T7hMAjqO03aw33nCkJQCMQtjPP6/VavU9bhRE3UthJKfA4FeaAR0NfvbJp80Y2Sxabai5tlzrlQ9RRYPlNVrYNmUS+B32GgarugcA3kv+yBHJunAYDKEQ2EtKwVXsAU+7dChJTydBauibJoBKyalEyJsliKBlo8CjhaVOrq3SDgS8iMEAnQ78RDi2OQz0iUWrV/svkSDC7wPhrnlAXXstQDgiarQa0Wa3f24xGG50uVyYIkNGQJlyDHIrLa9cUFRY8CiLlobt20Hz+BMgYBAbtlcNZL+XRqxkIwgCFN08F5iCfIj/5DOitf7msJYD4Uj/ELRlxjISdW61AGSkA9+vP8BlQ0FE0MWrulqyhjQWV4EDpWGA1mgoh8Ox1mW332q1WktbAn71MQnGud0P/Pjjj8+h+w73wurVq28NhcMvqvn2ExISVl89Zsz0HTt2DDhy9Mh3Vqvth4kTJgz6swVinQPgRtAOwTIrK2twOBL5WhUiD1qtVkxITHziyssvf7C5GmtDAJyYmPj16FGjLm/u+xoDa1QsjrZrf2+o2PPkzy++QADY+tNP0OHNJec0YBmc/N26womZN4D1+Ano9NzzwCFTVCPmUNQJkZf0dAAY18CsOXPuCoXCz4SjEVKcSKfVQjXP51gGXWTjHU4nFY1K4cSnWYpOiXxGru8VD90vabQK21A9i0e5f+yrr4OtgtRgIFzAGBHO63SgC4ZImlbEaCBpSDVRsixLfJfIZBZyOmDDzTc2aOJWEBF9wnGFhYTpCUs9Egk3FuCTx4SkPkUiIPTrC+Kqd4HKyyc+07TU1JJEtztRiSpXA3Bxael0T1HREo7jGRJohHWmsyeA5tdfQEhNB0zjUq4WmfpbSXrGsSiYOB7o+ARI+c/imjkjr5cjk5H4BKq8kiaLGDz0MhBHjwL+isuASs8ACrXf8nISJU+eaWpsRVHkBJ5yOl0g8MKP3bt1yZK2iRSd35KuIe+9XHuZYI1czGbBhAkTnlcCWutmmuA9dofjuUkTJtyHzyxbvly0mC1FEydOSDkHwC2ZhT/oM3gwbt26dZA6RB67wjCMaDQYlk+ePHlmc7vWIDtMYtLuUaNGDmptAC5OTXu6tKx8/qFnnoKo0wmWgwclAEbGof/vlyiCv2NHODnvDtDl50OPhxY2DcCiKNhpmnZpqE722bNPNEcDVsoG3jBz5j9D4fACluNELBEI8Qlh8fU3fNSbb9oYlteKdMO1aps1ZXL+LZa1+2j2TAhZzDXm1oYkbzz4MU/30vUfQmJOjhSBrjjnVH55SWWv7R1GZmkM8vpm7BjI75RJ8lkb+w6puKXVQq9vviWpNphTHBMAn0JU6f8EHsSkJBDeXwciGwUdRQkWs9kXCQYv79at24/KnsLx93q99mPHT0iSBWq8aKrF4KNjx4BZtQqoTz8HCAeBMphAUAhoZNrOGlN13UmoD9jqmIXrmzdiKq5Be1W+Pf6MpqFi4AUQGXoppM6/l1ga8D/W6Qa6fQZA714idOpMiZ07AyQlAuj1Un44mqpx3hX+7qYIdLB6hyhQZrNZRDJRo8n8Kitwa7p06IBVvhTPR31hADEtxd+SDvHgsBtvnTDh2ldVRBxvqbkW5II3D4wdO5ZUnFu9Zo2HZaOu6dOm/+kOrXMacCPLCMFy6NChfUrLyvaoNWAsAsOy0TVzZs+ZEtMqVN2E7xwwcOBbHhW5By44NT1bc9/Z0P2oAZekZCwv9lVPP/yPRRBMiAf7r4eg44svA28wnJEI2NbqS1u8B0+VUHoaHLp3PpgLCqHHAw/GDMBJDKQZ58wpihWA8fDftm0bk5IWP5flmJeiHCfSQNERqzlg+8eT+fy773bl7HYBBIGOQVORhqMJjYZos6II5Wmp8MXUa4gpmZjYGxlMkjLEMFLu6bffSeZh+Vu1UrUQYBCYlEs+6DGyesuNcwCJOmryzRv4nhKA5XM64dqnnm08KKw+chFV3V5igg0EgftwPdDp6VhikbfabGE9TQ9NT0/fo9bgDvx0kItEwihZSEOB/cA/mOoVDgO1+0egvvwvUL8eBKqwECCIBCVyEpO6v6rgwFpgKt9TA9jK+zHyuy6UYZoVzZCiFyItAmWxguhyAmU2gz8rC8oHXQgZJ3NA6NKFmJRFu0Py32I7o1EQkdVMESSUNdGUOR81C0zBoihep9eHjCbjN3q9cXNRfu6STZs2hR955BEUhE4rul8ZJgRgQRCkwEL5UheewX2xcfPm98tKS69W/MRYc93pcN69d+/el9BMve799/f6/f5ePXtk9ty8+fMjLcg8aYvjo1XeeQ6AmwDg/v37Z4bC4cNqAKYpSuRF8f3ZM2dObu4sIACf36/fi+V1SnSdLr90fe1QA/CRRQ9DIDkJrHn50OmJp84BsKzVRRPi4eAjC8FUVAQ971kArM3WOEDJGnBLAPjwsWNTBF5YhWZnkgPZoT0jDBhUqSspdaKZl1yNHZ5KJLN8mCkMUw1qjXWqS9VioKqzYBRwRVBHAEYO8PiDvwDPyRSEqvspnQFEowkEo5wihv5Y9KOGI6BhWfhuwjjI69a1NkDXY15WABhLYF60YSOkYMWkBrRJpTIWciWj2Zn4qWV+csIOhu3T6YAuKgT+k4+AcsdhhDRvt9nYzPbtjbjv8BY8vE/k5OwuKy3Dcj6nmLDUAI8mWwwOs9sBbDaAQAAAWcf27BGo4ydo1JbF/AIkBgHa6wUMdKp3/+n0IOp1xPWDpm7k3NYkJIAYHw9ix44ilZJMiRnpAE4XiPgtNOnjhaAaCgFbXQ25x45Cl85dgMefqUkxmlordX+vCjTDggc6gx5Sk1KznU7bB9KtIiHWaC1wa6Dym6RR0/S1s264gZRerY+sg/ycombmHD++AtuzYuXKjSCKoxKTkl648vLLF7TUHN7cs/pM3H8OgJsA4PMGD46Ler2eYDBIaFikRSOAVqP95Prrrx/ZXJ8EAeCsrMfKVexaqAG3KQCHg9MP33cvhFJTwFjpha4PLTwHwHKgUTTOfQqA598DrJ3k2TZ44QmiA4AeOsb1yKxZVbEcWDjnM2bfOI3no2/6AwGNTquloyx7RBgyVE9rdBk1pr6mfXRA8wJQ0QgAuhCwSg0Wa28oihgDzHgejvTrC/uGDiF5v3UVMDV4cxwPHBsFm90BE5OTwe8P//k8AAAgAElEQVR2AWW1EmBAXmwEAHI//lGZNgkAqoWCUBC2bN4CoWAANFodaBThQmbrUg8ujnXAbofRb7wFFp8PaJlzWG3uVdqsCYXA364dlA6/Aji9HlLfXgY6HA/5hYq9FGsR88vfBiotHSiOFew2WzQcCFz83nvv7cFbp0+fPibK8x8G/YHaRS3qzrqi4WPflGIkSr9rE1TIpn2MEDhlmVBY58hYqU3ScnS5khpG/M6ymVsRNMj9NA3HThyH7t27QzTyW0GooUWKVmX8HUPTjM5gEDk2SrEsh7WXMX4F4uLjHmyfkfFPVIRR020qf7olQKRwmWPlN8WDQdqE/OEsO3n27NnrlPe+v359vtfrTUQNGG0EjEZLCTw3ecaMGVjsRFy1atVrvMDfpNFoD0ydMuW8ltCPtqQPZ+KZcwDcyCgjw47T6bRUer1ev99fU28VF7jD4fh2Qnb2Jc0FYNyea9euvc/n9z1GySXREICxSPWE8eMzW9sH7ElJW+2JRicfmX8XBDLSweDzQ9cHHgRRpztngkZXgs0CB559BowlpdD71tuAs9ljGpfzDFojzJgRjcEETRUVFbVjRfGHsrIyt47R0Bpf9WHtlVdpq232DqTGcIwXBh2xNiscvn8B8c0mf/QxJH32hcTFXDfiWAZJssHDYfh60kQoTU4kBRnqXuhytljMkJCUBO3at4c4dxywWIBBKfggiEDJPsiaZxkl4ajO23gBT37QaXXgraiAnNwc8Hg84KuqAg7fJ9a2bOKB3CUxCXqufBfEnBygfH4p4AjNssj8hKZl/BOJQNGUyVAw4irQ+P3A6XXg2r0HOixZekozVPqGAom3kviEoXMnEKNRjGurcFmtg+x2+3HcY4d2rP9nwNTxAayjLGKkeazOZ+XErOP/Vo9C3bmoNUJy5HKD/mTlZqRkZRg4cuQwdOnWDXjk7lYLaFJfpcnE5HGGQWGCaJQWq9VPa5hD3oqKAoPBsMPv95sFXljIsqxosZj39zv//H6YAheL8Bjj0vzNbdiOtWvXmv2BgFIxiZh4tFodRMKhCXPmzNmgPLR8xYowx3F6Rb/R6XSUxWweN27cuI14Btvt9rtKy8qexnrBnTIztUOHDsW+ttgv3dI+tcVz5wC4kVFFyXDChMHGH/cU+dW2QQRgi9X63TWTJl3cXADG+9evX3WLtyr0Ci0T3RMAdjgqJk6YkNiak4znkCcl/RNPNDL82Lw7wNexA9Ew+tx1Dwkw+f8++WjOrAFgjwd63j6PlM9ralxw5/dFAD5xItLYQYBmPa/Xa/X6fJUVXi/oGQ1EO2QcdjjjrVVx8cnNAV+yLrBS1dQpUDlwgEQVqNOB0eeHvrf8FSIJ0tIhWhdqqqEQUGUlAAYTsCNHAHXjX0hpwqNHD0NlpRf0CGBuN6SkpII7Lo4AMxZ94LEkZBOBO1gUoj4gV9au8rzyLoNeD0heU1VdDeUlJVBRUUGed7vjxPSMDCoQjYLgdAJjt4J4Mhdg5UoQliwFracIRFccIaA49sB9UNEuHehQWOqnKIKjtBQ6P/QICC7XqW2jquhDV5QD99V2yVStYSA9I2NfosvVV7l5374dCa6EjkdKPSVWnmV5iqbroYBqzR3ZvHfRGgZOHj8O6e3bA1a/kvvNId7qjUZKp9eR+rnVVVVgtlh2JcTHb4iUfvNGcudRmDJUc/3088GKiooKu9PppIGhL+rVrdu3bQ1gCJwdOzot+w/ke9XBXFqtjuLY6LiZM2duVBr45pIlIvZDAWC9Xk8lJCVdffnQoVvWrl1Lm+z2vr7Kyp34c6PB0GHEiBF5fxYzdFNnTfNWzJ/sbiVqtV379ihxSfR/0ubnbTbb4UkTJ/ZoLgCjvLp85fIZPCssVYYLAdhgMHinXXddi0sc1jf0CMDFKam7PRx//om5N0KgRw8QBQH63P63cwCM88gwwBsNsO/fz4OuogL63HoHIStpYlOg7kOfX1wQCzk8lZNfsLGismKkVqOhmWDwZ+3gi41+pyuzJVsF/azHb54L3s7S4wQEGQaMwRD0evBh4NEPGwmDMHgwCGNGA33hQBDQpI4k/ixHTNYamUAD+6ikHHFKlK+kQdX8QS0WD3m9Tge8bDblWBYi0SiwkSiwHAuCgOZTiaJGq9WJGq2W0ul0oEcfKkURkyOWJGQjEYiyHLkfv43aHR64CNJKO0h/UPPFqGSsRVtdBfDtd1Bw8iSUZPUDiCjVmqR0JfvJXMj894tSxR71pQRnYcCZVgv8f78gzzIUgNVq/XrXd99d8fPPPxNKw5tvvtldWVU1SafTL4hEwhk8x0MkEiFoJ7ucGlD1Y5jBRvz5iplYeQt+i9YwNAOUiMCLmiLPcVRubq4Y53aTyDkSICcIr5gM2v2MzuhJTUoq0Ol0RZs3by6ePHkyOZ8UPy6al3GK9+078H0gGOiPAEdT9BMXXNAf+eZbJcCqsRFAAE5LcycdOpyXrzJBiwiiGp1uzDUTJ27BNu7evdtw4KefAsQ0QpHof9FgMFCJCQlDt2/f/jV+o3///oaKysoACnHOuLiLvvnqq+/aUnuPYWZb7ZZzABzDUL6zcmWQ53mDIJMi4OaxOxwFE7Oz27UAgOHNpUunMhS1Svk02Ywi+GfPnuWIoTnNuqU4Of1gMc91z5k5A3zn9QHWaIR+f7kJhHMmaALAgl4He155CfSVldD31juIb7GpTYEHYRMATFiubpx7y4JAOPjPYCAgiBRVyY8aXabhxW5E820qUrW+WeZ5yLt2CpT1z6oJcCLVo2garD/9DMmRCOhuvBFotwvA7wfRHyC/Q5Nw/QKaZMWjEewYhoAlCmjhcBh8Ph8U5OVBfl4eFBcXQ4mnBPy+avB6veS+KFI4IoByCKoC1u0l78KfIVc6+hpNZjM4XS6Ij4+HlNQUSE5OgbiEBLDbbKA3GIFGX60ggMDxIKBpWhWhjXPAslE4dOSo9C1k31JVWhINBkj7+BOI//xL8jv546e6KQesKRHOCMLoidXpdKLRaHikY/v2j8lCDPpBSUxXWVXVwPKyshv4KNvJaDJ1CQWDCeFw2IT8ZDg+CIEsyyEH96klQmHZWoyoq7EG4/rh0WRPxh6jm2WhBseJgLoo0kaz2WcwGjheEMppmvZEQqFIdVVVmdvtDjod7p95ns8zmfS/HDt+8vmqKu9QfIxhGKpbj+5XO222j5RCBtL01ZujSx0+dmyCv9q3FgNI7TbbT3369Eb/6Rm5tm7dqolGo+klpaXH0PeskHjodHoqMVnSbh955BFq8ODB7Yo9xccFNKtIUemi2Wym3C5X1ldffbVXAdo1a9YUhcLhJL1ON3Hq1Knrz0gnzsBHmjprzkATzu5PIMD+d+vW/Pz8/EQMp5c3Le90OHzZ2dnOlgDw8pUrp7KR8CrFBC1LiMKsmTM1LXlfYyNYlpJRmCfw8XnXTtFUDrwABJ0e+t04lzA/xer2OrtnqOWtQwDGQ3XXsqWgraiE82+5FQQ038YAjn0b0YCVOfzl0GExFArxVOdMhu7X/bjgpzo22+x8SkojmmFlVj84cf2030Te4iGPwNmrV2/B4XLSCGwNXeR3oggWsxkcLhf4fT74+cAB+N9XX8F333wDVV4vGIxG1BYBtVkJSIj2Rf7EcuHaUpkVged5CAaDpI3hUAgcTif07N0bLr7kEhg4aBBYbDbiM/b5/WRdMhQN3+z4H9K+1pi7lfVKwM5kgr5/uxMoDA7D3FcEYTS/q+dOoa9E4aBbF4AVywFKS8HucIDLah3+2Wef/VfNZIegUZfsH83UialdB1FAjxABuILcnNsEnkdztRS2LoqiwWTycDyfJIIocOGIYDSby+wOR55Gw3hQQxWJLBH9gRLKf/SX5no79b4qr7ExlDVDZvfu3TBi9Og3c06cnE7TNIWCTfvMTq8kup3zmqrDiwC9c+cuMRQOCw6ng0pPTe137Nixn5tLnRvLXNd3z65du7SRSKRnTm7ujxHJckHAFU3Qaakpw4cMGfIFmpdTU1N75+bl/RgOh+UAV1G02WyUXqfrsmvXrmMIwGryIrvDsWBiG9RNb2k/T/e5cwDcxAjiYfrFl1/uLSws7KkGYIvFErxm8mRbSyZgxYoV17Acu1qyuJCLRGPOnDEjFrNmsz55LDktVC2K+rzJE6mKiy8G3mKGrBmzifZ3DoBPAbCmuhr63XSLJJg0tSYA+POLC+r1F+Lh6fV6bf5I5GCZpyTJZLdVhmbO2af79dchUUlzwoCf2OdQlR6DACwGA7D3pX8Tk6oakJT/R20js1MncMfH14AlAU2KArPJRDTTEo8H9v74I+zfu5douKjtyhoWAU0FcBvz88begVN3KhqsHCxEQBnbi/82WyyQlpYGWRdcAP0HDCBa74F9e4FhNLU0X+VtWoMBenTpDLBuPdBL3gIIhUFE/71CQEGOfBmQ8f8xdemaicD//UGgvZWCzWrN79SxY70WLHXKEvrx165dC5MnT8Z28jl5eX8rKfb8KxKNUlgwkmFoDC3fxvOh+y+99PIf1eOCz6r/rbwHZRlFg0UtULmnHrMq9d3OnX/louxL+C2aoSmz1Zp3fu/e7Roaf0X4O3jw1xXeKu91aLWz2qyPn9e790NnMnpYAeC8/PwfQ6FQTaA6mpfdCQlXXDls2H8RgB0OB9YC/loBaQyKczgctNrXi33asGHtgkqv/7H4+PgPrx4zZnJb+7Bbsr5b8kwzToKWvP6P/wxuxkuGDFlTkJ8/XgFgSZLT8tOnTWsRM4u6+oeyYdA0NeOGG6T6r60Y4bc3KZXEaxaPG0t5Lr8MeLMJsq6fRSJMzwEwA5TAw84VywAB+Pxb75AO+0Y0YFoQeUrgSnqXlaQ0tLqP5+Y+FPD7H2Es5nBk+YrD+mef7xvV639bqb5xNYj8tiYtBYOukhJBnDkDjmR2gGAgWCsQSg1uDocDOnbqDAKIgMXro+EIlJaVws7vvyege+L4cQLEBoOBaLhqv++ZXBNqsy2CPoIxash4ZfXvD/36968B6LpDZbaYoXv3nlIxB44F+rXXgVqzBiAYAlFvOFVgQQnKwiCfcBi4V14C+vy+oBEEIS4+4bOKEs+4nj17srHuOdyvJYFAQt6vh14UAEZyLGvGdpuMRkqvN7zbrnPmo1a9/qg0dacfqfvDD7sn8AL3Ps/zxEzOciw19NJLUfhr6P1UcUVFz9xjx/dHo1ExLjGhym42d01KSio/E75fZZ7QB5yYmNinsKhotzynRAOW/bsXb9++/duePXtSZpvtOm9FxbJoNKpowILJZKLT09ISBw8eXKa0edmyZZMEUVhrMplzp1xzTfszKUy0JYqdA+AmRpfwQQ8Y8Ii3svIBHmkDZVMK/m02mRyTJ0+ujnWj4aLEYIl33nlnAqPRrMONi9qJKKOw2+Uyh0KhSHMLPDTWhR8TkljMdvKMHaMpvvxyogH3mzGbBO+cycO2LRdxS99NrAA8DzvfWQZMMAh9brkdGGQmagSAkeyPiUT2d68s61f3uyj1Z2Zm9iyrqtrjr/QCxZ78EoZOuxxr+BLBKtaGynVbyYmFTr7iQuD+9S+g594ITE4e/PrzT4ApGWpzsAJmfr8fLh06lKQU5Z44AUveeB1+3LWb+G3dbrfkt63jT421WW15n1rbRjDGNt5y221QVVX1GxM0tsPpdEJm5y7AKelSGNPQLh34eXeBdslbIKSmSUxR6FeWKTmx71RxIQi7diLZiGAymWm9QT+2Y7t2m5rTNyVvdteuz+1GU+pnoVD4gmAwiFotFi+gNFrNy927dr2dCFCi5CJuzvuVe1GD/unXXwcCL+yoqqoSUQu2Wix0audOyfFmc2ldMzTev3//ZwZBSPT7/H4BfcYWs5C0fv1nZWc6aAnPOiV6WTEvK/7d+Li4AUOHDt2N2v+llw69t6i48HGWZeXtIW2+tNRUxxVXXEHOVhzDNevXD6UE4b+4vnNOniSkIS0d15bMRVs9E/OZ0FYNONvfi4v6008/nVVaVraY4zjFpEQm//y+nZJjWdzKJnzmmWc6aLXaK4Lh8GRREK8kwStaDQlaMRiMEOLY3vf87W8/yWOinL8tGiLlm0QDZhgoHzaEyhs/DgSjEbJmzpGq3TTHFNqiVpzdD5HDmeNg56p3CACfP+9ugGCwSQBOAfjUWZQ/Rn0AKON9Mj//W1919QXRtDSPvc/50VA4nM5hoEwsQ6H4LOV2Ac+BcMvNANdMBspoJLSDqLnmYlRwSUntoCRRAL3eQPJvf/jhe/jpwAHia8U5xmfwbzkIKJaW/O73YFs5nofLrrgCOnfuDNEoC1wNKxcFnTp3Aau9jgcIx89gAL68EujXFovMmnUUMkwpVg2CgpiSlJEOwsp3gPZVY6m9QqZyd6/lm372NRekEIgnT56sMVmtQ6oqK1/gOL57KBQSNRoNZTZbivR67Qp9YeEjb2/bFm0JYODZ4/P5Oh/Pyf3FV1VFnO9Ol4t2OeK7Jye7j9QDwFRuYeHC/Jzch3G+XXHu97t17oxsfad1lrRkMSAAq8zLNSZoDLByxMWdv2Pbtv2oAZtMpn9WVVffq2jAkswiUBazRYPKioovuhvHcT9X+3yQEB8/QKvV7q3rr29JO3/vZ2I6F37vRv6e38eFFB8fPym/oGAlx3FEA5YjT8XOnToN/Oyzz3bX3bjyYVwjyC5+/fVXvZWVU3med6BJBWM4lIhqWUoGnhfAYNATac9sNh+IRiKvL1iw4OWW9l3hHnZcO53FvNDyIZdA3oRs4Gw2GHDtdMkH3NKX/0meI2GXCMDvrSQAfN59DwDtrToV0FNPP1EDTgXY4Jj7lylqEg4c76Mnjk4KBiOreYslGJ50zW5TTs6lIqNpOqhLRRNI2hQOAWRlgfDoI6KYlEwRqkNVJDOalH/cvYuYj6WoY4asn6+2b4eDBw6ARQ6ekq0rf1hBC/sWCARInnKf886DlJQUkt6E/ULf9WVXXgmuuDjiL1ZSmch+wqCspCQQv/gS6KefASgoJLnRCvUl0jyKf70ZxFmzQCfwotvtXpackDCrJUCl0nCpI0eOzOIE8W5vZWV3JL0wGgyU3mA4RoG4oHfv3usVdqhYNTclj/xEbm5lwOcnJmizyUQnpCRfkZaU9KV6eaIwMGnSpH6hUHhnOBJBH3ehlTvUq2PWZP/vkTOL56bRar3K5/VujkQiNQBssVgwl7fHzp07D+G5+f769YuDweBNHMcp9wiiKNCzZ82uFQ+D79MbjfcylNiXophPRo0atfz36FdrH33/38/gJscTN8Hnn39+YWFR0XY5t45IkzRNC0mJiXOGDx/+jnohyAwwNJqRFVPVk08//UMoFOpHUxSjTqVQf7xWioXEzrNm0aJF1zbZwAZuENdMZmD+97Z9Ea5CiZ7NuWE6AeALr50GnE5/Kn2jpR/5gz9HNCKOgx+XvUXGggCwz09Ml/UFSuH9WgA+jaJft980+zYFgEmd2UAgPuLzFWFAE7d//0HL7fN6VKM41VTJBFX9V/JNXxXw69YB9OkNdFl5/SlEcsLGscOHyQwcPXoUPt6yGQx6Q41W3NA6+6NNmZJmhaCLY4umaaIJOp1QVlYGvXr3gvsfehgwiyUYCtUmEeF44NPTgX7+BdA89RTwiUmEs1rUakkUOXvwJ6AqKnirycR26ZRpPN2xUcr2/XTw4IMCxz/mlbVWrVZLaTUaKjU1pUNycvJJdFXEEo2sgPuuXbsxmhmtbqDRaiiG0kwaMKAf0jSSSzlnjufk/JCfm5dlMhppg8E0tlev7s0yrZ9u/9XPEwA2Gif5/P5VahO0EuE8ZsyYY6iMLF26dA1N05MEObVLNjnDrJkzf5M7h+9sTfdca/a3pe86B8BNjBxugq+/Xht37HiwRJ1QzjCMkJqa+p/ysrI71Yti3rx5k6qrvGu1Wt1PWoZ5/eVXX33p2eee2+Xz+/siAMcyUaTaEsetXbRw4TWx3F/3HtyQPXsepCbP/952qNJXETYZoXTYUMgZfTWIyfEw4PoZIGLKfzNoEFvSjrP9GYJjURZ2r1hKxqLXwkWgLStvEICxP7QgcBmM5o06AEwVlJQ8WFZcvFDndJ7gB12s5USxXU1qTEMDoTY5V3tBHDESxL8/QMhAGLa2EKAAqsVigf179sCHGzaIxUVFxBqD4IRrRoku/rO5FhoTJuQcU+h93nkwc84c0On1xD+ujuTGnGExNw808+8ByM0jDGKY70xZzMB//BEw0YhotVr3d2zX7vxYtdOGphT3Hpqbc3Jy2gNN/6WyonK+3+8nwZpanRb98B+mpaTMMxqNubHSQZ7IzTtcmJ/fCX3AOBYut2P+2tVr/62yvFEHf/11fnVV9VN4T1Jy8oag33ddc4LLWnuv4jgMuvji6d6Kirf9fj+FUc5IcIJsXKIgZM2ePZtEjK989911kUh4opIRQlMUb7ZYCMlRA22q0aZbu82/x/vOAXAMAIyb8u1ly0RRQFJcyXGq0Wj4uLi4d33V1bMUbbeysjItFAwe5TiWxohpZAbSabWHEpKTsYZ7cqwTTCJCeb7ZAKxo3x6PJyMUjXavrK4emFhe8XB5ajKIFA2i3w8ZPfrCBffcKWXDnANgEqCzZ/F/QNBpocej/wBDUXGzABgPmnvuuSc+v6ioOKrRgOn/2LsO6CjKtf1O2TLbN73QOwRBQKRI9b8qSE0gIIqC6PXaULpdwQJIRwQEERRpoUtVBAEFVAQUkN4hIT3b29T/vLM7cYkBskg3c47ncmF25puvPd/bnmfY4D3+bbua8DR95XIjha1JZn8iQBo8CMQ+fYAoLASihHgBzgcE2DOnT8HyJRlw4tgxMJnNMsgoGcxlnVt3033hWdQcy8oMXb0ff1xOQiOQZAVLkopFE2T/LcDI94H87jtk/AfCYQNhymQg2rSRTFotoaXplsnJyb9ej2xh9JahrN/zr7xSJzczc5LH4304lGwJDMMQBEmMTaxc+fN4s/m8UpZU2tjg/Hr+5ZdHnj19+m2e42UATkxKnrVg/pcvIwDje06dOlXPx7IHbYVFok6vy7uvcePEf5L89U/myPjx4//j8/mSzFZrM6/H8zDLsjVQ5EM+vJKYhyDJIROVSuXWMfqVJEU+oNVqquPfIQgjp3VMTMz2jh06/OefHob+yXfcrN+WA3AkABxc8XKf4USxWCyb9u7Z0zn8JPrfAQOQEy6D5zn5yYEAC7Xr1HESJGm6mmWinPSvxQLGBbd2/fpRhw8deouiKBJddSxqhgoCCEg4EWItqtKsGTR+7vlyAFYyjNEFPfuziAC4Gq1+U//f/hMVF/SxkyeXosJLoHLF45qkKnGsVmPEKXK5xaXEK2VBDK8XxK2bg1y/GOcNS4zDMbSYzVCQnw9jPngfsrNz5Exm/PurzaWbtYHcDu8Jt5A5DpO1eBgzbjzExsWB0+2SDy/yJUkgMDogjhyW6O5phJwp7fUCv28PkA47l5iQsOaz6dN7RZqMdaU+UNzSS5cuNdetV/+Q3+dNQncy/sZsMpE2h/2tdm3ajL6cIhH+vsjpfOj4kaMbMK6Mv4uOjtqzNCOjRaidxKHDh38pLCy6Lxhf1YyoU6fOxJsNXgrgT/v000OFhYX1QJKwtCuIqgptaqijQp4aLP/AiazCBNTKlSuhhSzvq3qDYU5qt24v3Q0x3qutj3IAvloPhf59wYKFbpZjGaRsxb8iCFJgGC3WpFULTTC53OCVV15pwvr9SwIsWw1L9fB0W7V6jbMURVVjOU4s6YYOL78IZw+K1AWNC2DW7NnZeXl5scWUd2GVL/ge3Lgrt2oFjZ5/EchAkN7v33zJJT48D/s/mQK8yQg1p0wFw7ETV7WAq1GqAfrnnl4IoVKIYydO2nggVP7evXPVWVnVhL8IVi7t3lA5DMrMoViC9GB7TLRCXwQQYSpBOE5GkwnycnJg/tx5cPLEcRlEZKrIMDrGf/PYlfbtSt/g/yIQp9SvDwOeew5oleqvemJ02aOurtMF0K8/0JmZIPbrB8JLL4JRo4YYi+WBAwcO7L6eGbYKp/wLL7zAeHy+ri6Xa0bAHzBjnS5mTJutllMkSc6pU7Pmx4oLWwFQ/O2BA5t0ATbaLeMYSkzSlKdpkyZGvDe5YsVR995771t+n1+KiYldXbdOrZ43G3zD979JU6Yccjgcta8Ubgufw7jnBfx+uHgxC6pXrwE1ataUomNiPv3Pgw8OLgfg8hVe3APLli8vcLlcmMUsH6eVSd6/Xz/ytddeM3vc7s2BQKChKIo0ptFTFO2lKWrBzFmz/rdhwwbNkSNHJksA3bxeb2I4d6zsQhRFmRM3EPCDx+2BpORkdDV9/vZbb/0vkiEYN2HCGdbvryiEKDNL/hbfk9yqlWwBlwNwSLqVZeHPqZOBtZih+vQZYDp05IoAjFnQ1QginXnumW9g5EjIyc2dWlhU9CKfm5tHPtwhQYiOKT3rWUm2wrnj9YHY9zGAd98FyM0t1tbFuSADLUHA+nXrYO2qVTKfshLbDc27SKbEv+7e8M0ds6OxBOvlwYOgerUawIa8UjJg4DjExwM8/wIQO3eC+MfvQBYUSAzDbKxdo0ana8mIvlpnh/R35Wzm3/cfHE2RxJMejydZzphmGEKnY06LQuDVggL7dyi5pzxvzpw5cYIo5mASGsa3A4GA1LxZs7hjx44NcHu8Y9VqFbRr356wms2169atG8zMu8mXYgGXBYCVpnncbijIz5Oz2DGjH6lKGzVpIja9v9mw9m3bTr0eoYCb3A0Rv67cAr5KlykTa/mKFRecTieCpwLAgiDw1DMDnkHifdJkMjU89OdBObEAjWRGp6v26aefng2LU8nuo08++SS2qKjodY/HMwRlxLxeDxK8y61AiTi87mt6f92BAwcejXQ0x4wd6+E4ThduVV/yDFGEpFatoOHAV0DldP97LOAwndhiZilFFQgpDyeOA8FqhUpfzgfr3hKgDG4AACAASURBVH1ypmypFlYwCxpqqbX3qc6d/AMzn8VAIPsiy0r+AQPOMH8eqVZqBnUYsQYSQQifzQKxYwegUO0ndOEBzGw2w5mTJ2HYq69CXHx8seu03OqNdCWElKLkuCMpyx8+0KoVDB7xGuTm5sh19/KFscnEBIBx4yV+928EOXcOmFUqZ42qVc2RvzGyX+CekZSURLVu0yYj4A+kInEGPgHdyGqV6mj9+ilyEhK6oGfNmvVgQWHhRgxroHcEv0mlUu0VBKEJz/PIykdYo6OfzsnKmn893eeRfFEkAKzM59MnT1zyCtwHO3bqJFiiolL3/Prr+lv1LZF89z+9txyAr9KDSmxm9TffnC4qKqqkALByiK5dS6dr0SLdL7ufX375S0mSfp02ffrM0k7QmEb/+6+/1syz2Q6ybICWmXlKIcNoeG8jncPhCEQ6AUeOGoWc0peXT5MkqN2qFVR7eeDdDcBhpT1BcXdSVg+iOU6Oh8t/h65c3KADATgydjR4EhOgyryvwPrLr1esjyYkSayloWsy58+fvnDx4n8L8wtmBwryzzHdUhMFg1FFlCS8CrVFbgPrBwEpE+unABnwy/Fe3IxokgKNVgMzpk2TqSLRGghtvuWx3n+ww12SpMVxYDKZ4LW33wKjyVys5iSJkpycRcydB1LHjqCyWpCT+s2pkyd/HOn6i7SpCud0r769GtIgyyH2cjqc8kHdYDCQW7Zs3mQ0GEYJguDMLyg4WCJchQlY8v6t0+l+GT5sWMtI3389778EgG222sViFSGFLOVd4WNy7MgR2ejAkBmCb6s2bSAqKgqSk5Kqt2rV6sytcKVfzz4py7PKAfgqvaRMrJWrVh2w2+31FABGuhaNRoOcpXGtW7cuKlkLXNrkQQD++eef67hdrj9ZNiBnBAadYZdeDRreaxg2bJi3rBNQyX4+fOQIinUX6xaXfC6+r27rVlBt4KugcjjvWgtYPmGH/iNRikatAhfWjVaqCHFnzspC7nxIdAEB+NgHo8CdnAwVV66E6M0/XBmAAaCBhk6Cs2dzzl24cLAowKaQgwcXkLv3RIuY5hl+hbmdAZmZp04FsUEDIEMlRthOBNvTp07B1AkT5FCEIutXbvWWZfsq+z1Kf9qKimDQsGFwb5MmMu+0fADGuLDeAGCzAanVSnqtlrCYjMbp06d7bzQIh75ALifLKShoU5RfMNbldjW32Wywa8cOyWyx+FUq1Xq73d6zlEOZZDAYuLp16jT/9ddf99+ktpba6co+OXnKlKNOh6MmLwik4mlQsvUV6tSQSpbAshyVl5sNPmSfk+UWaTn3gef5lyVJWjFjxoycso/wnXlnOQCX0QJekpGxw+v1Ng8H4OjoaFKtUlXt0KHDhbIkDCgA7HQ4Dng8HvL/HnpITs3/6yLkWJBep0vet29fTlkXFJ6kDQYD4/X5MFHjChcBtR9oCVUHDwV1bt7da12JIqgDAdj9yENwuEUzEFRqUAX8oHV7wGc0QnR2NnSf/hlwKDRPU3By+DBw1KxZJgBG52WKhk5y7N9fP7/ItsmB2raVKtt5k9lIYOw9JN0n69CihYuyfMg/vGsnSEYTqsPK44Mu5/i4OJgzaxZsXLdOzm4uq9TfnbnV3NpWhx9o7DYbPNyxIzz34ouQn59fch2IyLfM6HSPJMXFfV/WQ/D1+DqFoCOnsLD51u+///nY0aNAkCQmXqFklCrcWxZMNOOhapWEl5555sWZN7OdV/rWSZMmTXE4na+ikpVarZEtXIbRgV6vB53BiGx/2N+5jFb7U+vWrR8/c/as/8L589KOn35E6kr50fg7A0HEj585E/mur4lH+3qMx814RjkAl9ECXrJkybden+9hWVA7GJuRdSt1DFOjY8eO6C65qlAqnhJnz54dfeTQoRccLtf5hx955GOfzxcb5jbGEy0REx2dmJ+fn19W1hcE4Li4OJ3XH3B5PTJl3SXjqmw+KGGa1OheSHn7XdBczL6rAZjx+mBLn15QmJiAxPvyKCvxX9kNTZGQfOIUNNr8A2T3fwpsDRtC4nffQfyadVe0gPEZ92po5txP2xcU+dge/OzZPvWX8xmZY1i5QvxXMt+2yIO0cgWAxSqr9iAokwQJHM/BhDFjICc7GzQazc1Y6+XvCJXD4BLGxJ9q1avD4BEjit3Rfw2fJMTFxk5JTkgYfrMBQMmYTkhIqOTxene63e6EkmElXM8kQUhahiGSEhPNTzzxhOtmt/NykwkTzYYPH17P6XAcDATkcit5LwoeLtHKpUSO484vWLiw2rp165j8ggIPSZISMmEdP3oMLpw/C7Fx8U0mT578++3yTTdy4ZQDcBkBeOHChWtYjuscBm6STqdDYvH7dm3f/ntZrdUQeMuJ0KtWrz5os9nqhlvVyBSj1WjKbFWHN3/ilCl9WZ/vC47nVcg1XTK+jBmhibXrQJ3Ro0GbefHu5YIWRZAB+LF0KExKlDV+izfX4AAEAZkiAc/XdYts4Gv1AMT8sBWSV6y6Ur9g7SJ5b+5F4uTZc9kOpzOBvr85iGbzX4eZS2K+AYAZn4JUt16wzEjmbaYh5+JFmDRu3N/UjMpre2/kVhd8dsm4cKXKleHlwYOBwjmiSBdKkmA1W+yMRl155syZvkjW9nX8AmLSpEldAyy7lA0EUDv0ktwOrJdltNqdQ4YMaXc7ARUaA263u47T4Tjk9/suMQbQAFBCbl/N/5rY+/P3dQ8ev3hIrgSRREKt1uD9zr5PPBE0hf8FVzkAl3GQ53/99Sqe57uHbZKytmWU1fp/Dz/88NZIFoESL8lYunS3x+NpHAbAEsqZhYtRl7F5xbJnb73z7nIVTfXA34Vv6MhGU6lSRaCjoqH6+AlgPHP27gZgjwc2PPM0uC3mSwD4EiAOKmsAy/GQXLMGVN5/AJIXLPqLDKNEghxuFHoC/AUrl6cajKaNfFYm0F1TQYyJAcCa6lBSlSJ7x61YCUS9ukDynMxVjPq7Z06cgPffe6/Y5Vwe6y3rDL++94UDMY7Xl4sXQ/bFi8V11lgOplapUE2o5+VIMq5vi/7+NNwnxo4f30vk+SWY7Rzu2UIANpvN8wvy85+9RQeEUj8f+8pqtdbPysraj/W94RfWZmPVB14IwLt27epw8tSpdSjzGkoow2+y90hLi7lVTF43ekxLPr8cgMvY41/MnZuhUqnTBaFYtUPSaDSEVqPpkpqauv6aADgjY5vH620VbgEbjUYyXC2kjM0rvm3jt9+e3717d8Xw3/21yRNQqX59qD55KpiQyP8ulSPEnUrncsHGAf3k5KtwC7i0/gyewCWonpsLTRcugYBOF7SSSwIwgMCwrIs/d+qg4HK3Ft8dKcHGbwlUVFLAF59P+nzAv/cuQJfOQPp9gM435HBev2YNrF6+XAbicms30pl9/e9XQBj/F12kH40bB1qGUTwTuL4x/vpFSp06WI+PHqWrhpmucyuxxFGlNxg+CgTYYaL4F3EOjZSNcXGvXszMnKkAcKRqS9e5rfLjEIDbtm3bwuFw7HC6XOiGK7bcbTYbt//3333I5NuhY0eT2Wzum5ef/4Ui8ypJErILFqSlpiaUA/CNGJ07+Jnz58+fRZDkf8NksySaVhEBjk199umnV0fyacrkWrh48YaA3/9IeAw45NZuvmv79t/KcrJVnoWxlz8OHHj+wvnz01HE/MSJk3KCV/hGj3+uU6cOxM/6HMwHDhYTQETS9jvhXgWA1/93AHhMpqsCsPxNkgS8iob7v/8Bqhw4CAK6JMMBGEEaM6cZDYj79oKYmwdUm7boURMIAKSoCnYNx4KU1h2Ed94F0m6XeZ4NjA4yliyG79avB73BcCd04b+qjXJMNcS3/faoUUEQDpapBcNMZvNzCbGxn9/MTlFKlPCduA+MGz/+oNfjqSeISKZHynzKtWrWfKR3796YKCbP4E9nzBjl9/laUBT9EG00JBecP1/mRM7r9W3Y7uatWrV02e0/ud1/5aNQFCUJPL9swIABvUPvItZv3Ph6YUHBB4IgyEkaCMBms/lsj7S0GuUAfL1G5C54Dk6qB1q3/iAvN/cNjuOK1ThIkkRx3z5PP/30kkg+U5lcixYtWeMP+B4Nry1W3Nq7du3aVhYAVt77+eefx5MUmZOTkyczyiA7jnzCx1rjUOwLNxkE4Lg5c8Gy73cktI6k2XfMvQoAr37peWBRPzY8QeoyXyF7CQCA1Wrg/k1boNof+0FAysLQJfv/0M3csiVIH44Ccd/vQL3wAkgmiyzogMlZqLIDdWoBfD0fhNxc+fBj0Olg+tSpcGD//vJkq9t0BimWMK4PtITnZ2RAzsVskPB0JYpyuECr0bT7aevWHWVNjPynn3rmyMYq2TatVpLURo/Ho95/+DBfu0aNL/V6fR2dTgc6hhEqVas2wqLXI2OUbBp/NGbM5zzLDtDp9ehFq52fn38ykj3kn7YZf497ZZMmTVqyHPeTy+UK486nwefzLvvfc8/JCm94X5s27b7JzLrQEYVrFAA2Go0H03v2bFQOwNdjNO7gZ4QmQHHSxtat29+5mJ01MgyA5ROb0WQY3DOt56fX4oJeuGjhmkAg0BmlUZR9Ht3aCfHxndq3b7/xSs/E9k2dOvUekqbneD2emn6/36K4mkuWK8jPJtDgpaB2rVoQN38BWH/dfVcDMON2w/JBA2XwlYk3Srlkm7WEqxnB9J6ff4Wae/b+BcCKchFq9Y4bB9CmDZBjxwKxaTNIKAMo9y8BhMcN/PZtshIPDqnRYIT58+bCj9u2lYPvbb4XhLujMf77IY4z1qYG546oZ5j8WjVqJNxoTVoEprS0lszvf+S48TBA07QYFR29tfOjj/7n0JEjb+Tn5Y9WqVUSRVJQpVrVpfExMY+jaxx/ZzabU9wezx9qtZrU6vUPv/rSS5sj2Zeu1xBlZGQ8IkrSt/6g6IS8PPBwQ1LUkiefeELWOMf964etW49nZmZWDQdgk8n0S88ePVqVA/D1Go078DnK4G/YsH6tnw2c8Hv9v+gMhmSP2z2RZdniuLkoirzZYninTq16k65Fe/Orr79eJoliDyV2g/MSAZhWqzv36tFj/ZW6DhdcVFRU8wDH7wz4vALauuiGDk3uIH9wKMnIZ9BDtxmz4czbb8qgkrBqNcRu2QqgvTvLX/C7NT4frHjlJRkgSwNgmQKFIEDr8YDXZAJKoZ8kCGi87Ueouv/A3y1gBNidPwGBIu8tHwBwuouTrwhRAHHdGgC9ASSeQ3YiyFiwALZs2oS0pOUx3ztkH1AOsYlJSTDsjTfkEiW8aJVKsJrNmQaGuddqtSKH6A2pT8U1vHnzZmNhUZHd5/OhWIOoNxiWpHXv3nfXr79251luntfnZZ0Op8njdl3Iz89/esSIETsV5r0xY8ee4Hm+BknTvd96/fWlt6Lbv/rqq24kRa/meVm9SVGPQ5GFaZ06dnxVadPXCxbkCIIYI0l/WcAWs3lnWlpa21uV+Haz+6s8CesyPb5sxYqffF5vC5QVpGkVhadiFEsoyfSIpT06ne50Wmpq9Ugnzdy5c5dQNN07nIBBpVIDTZHdH3vssW/KOhk++eSTNz1e77tut0eDsaFiMfKQZYbgkj56LOz7fDYIIEH8xu8gbtPmux6AlwwfDKQglgp+uDOgu7nBTzvht0ceBiPq8IYOLU02b4Eqh45cagGjdGBSAoirV4GIY1SrDshygljf6HYC/+qrQD0uH+5lUfgt330HKzIy5Hhi+XXn9IBiCaOkYbXq1aX3PvyQUMg60B2dlJg4etb06e/cKNcucj9v3rzZYLPb7R6PRwHgOWnduz//1ltvvciy7HQU6FDWOM4vSZIWvT5ixBO4/1gslnkOh6MPo9e/NWLYsAm3wgKeN29eOhAEgn8xAKtUKikuPn7MQ//3f28HtyVCmjV7djDRLUSpifugWkVvePLJpzqVW8B3zpq5ri3FSdysWbMkl9t9ARdAyJ0rh1FLElyEXiyfhNVqdYDRal9LS0v7pKyT54svvpij1mgGhCd2YVxZEsXe/fv3L/PpFd1i586d09asVdOdl5cPhYWF4PX6AFQ0oEnc9bPPQVNYCIcmT5RBJ3HrdohduQokvf7vmdBKMpHycaEY8nXt5Bv5sFAdrioQgCUjhgLNspcHYI0GGm/dBlavD7Y/8hCQqJ2soqHZuo1Q4fiJoIu+uGaYArHfkyC9+CLAtm0S/epgAjBGjLHfJo2B/3QaUC4naLRa2PPrrzLDVXm2840c6Bv3bMUKRusX+Yn7PPmkQlspYlJWfHR0L7PZvOJGgBvuPy1atLA4nM5Cr9crA3BMbOyXHR955NlJkyb95nK770VRhnA+ArxHo9W+LVLUCs7j+ZNjWcJqtS545ZVXnhk5ciRxow4LlxuB+fPnPyaI4uLwf1er1ZLFan3r0Q4dPh45ciR06dKFOvjnn2y4vib2pySKK59++mmZdvPfcJVbwGGjrMR9ly1bMtvt8T8T+qer9lGImUbQMgxJ0fSGWjUMvRs0ePiKXM640OrVrz+BY9lBJeLKwGjV/+vT5wnMuiyzmwtdV2s3bOhJAizkeZ52khSoVqwAFwC0XrkaBJ6HQ+PGAM8wEL9jF8QuXwFiuGtUISEIceOqBAFEggAxJFxQTLF4u6+KEACjzu/yoa8CxXKXBWC/Xi/3TYLbA9892Rc4jwt4tQparVwD8WfPFgMwIYjgT04A57ARQNaqDtoZM0G34VsgMfnK5wHxhy0ADCN7Ry5mZcLYDz+UqffCyfNv924rb9+lPaCAMNJWDho+HFIaNJA1hvFAFh0Tc4bzeusuWLCACy8BUrKRw8Ex0n7FfaFx48YJ/kAgSwHghMTE+X6v9+Xf//jDc7k5FfK0fC3wfN8Ay4pajSafAHguOjp697PPPpunWJ2Rtuca7ifmfjn3MQLIReG/RUtXxzDPsCw7/9ChQ1KrVq2MRTYbWvnFpUpo1XMcu+zZZ56VE7X+DddVweXf0Anh37ho0aIpEsAr4bHeMvaBbCGTJClo1GrXY489Zr2SJYxWq1qjGePxeIb9Pa5sea1HaurkCE/YspW++ptvPhVF8SUmMQGinnsBdJkXZVBROZ1w+P2RIBkMELXvd4hbkgGSVhssRVLYm1AcIBCQ948Tje8FU0EhROXkyDHUO2aiKAAsiLB8yMDLA7AkQYBhoNfUT4HTamH/yHfg7KnT4I+JhofnL4D4c+eDtb3oqo6LhQOTJgB14QJgLSZljQaRY6HG3C/B+OyzEn3/fYSaZcESFQVP9OwpCyyU8zqXcdXcpreFE6SggMMnn30ms2UhkxlF00K0xXo0OTGh/vVOypLLeJo3r2R3OM5gDFilUonxCQlTTh4/Pt/l9vzu9/v+llH4N1CWJI4gSZqiKALbq1arNws8/9zw4cPP3Ojuxj0vY9mywR63a2KQ+SrIPqbX6xGA+yQmJq5cu3atcN9990W5PZ58/EaFsg8BWK3RLO7Tu/fjN7qdt8vz75h99WZ02Nq1a3u73O55fr9fK3NFYmlKZGQVssWKbmSTxfJU9y5dFuD/LU2oIViw3v7tkpnVmNhltVheS40cgGHr1q20ANCBJskvQJL6Jj319CQvx9WTRJFUuVxw+MNRIOn0YDxyFCrO+QIEdEGHpPowIQnB99dOHeFM/Xqy7Y3yfX0/+hhcVsvNIe0Ic3/LvM3XMujKYYKiYemgl0CDrvgSz8JBogQBNB4vdJsxC3wmI+z/ZDLoCoug7lvvyCINyJAlbx4EAb4qleH4qwNBDKnnyBseSYBE0YDJVyCgipEKigqLYM2qVX/pzV5L+8t/c1v2AKr0TJr2KeQX5IOKpiWKIImCgvyRAZ/vVEFRUVeaoqoBQLIgiEaKIn0mo3FHhw4dUiP9GNwXmjZtWtvhdB622WzIm0zwPH+E43k3z3H3X84Cxr/XaDRrCYClarW6tt/vHwQEocPfkwSBLupdI4YPb1PW8Fik7Vbux+evXrNmVFFh4RskSSocsFhPDfGJiT0MDLMOAbhJy5aV/U7nabfbXWwB0zQtxURHT+jYseOIa33/nfa7a9rj7rSPvFp7cdLs3LnTIAji96fPnG6GsR88OYbr9QZFy0rDhGCucUm3EwK40WQao9NqZ3fo0OFcSWsWT87mqKj/FeTlfVrSArZYrR+lde8+KkILWAZgluef0qg1b7Rr26bmycQK+1yS1ABVemi3G068PgLYuDjQnTwJVWd8BjySQoSsPJrn4WDrB+BQi+agRqAJ1bY++eFYcEZH3XgALuECL56YkR2Aiq15SaWCjMGvAONCJ3zwUg5TQQAlof6OXVD3190gkCRseOct8NrtYLXZoPn6jaB3OGTtYDkOTJGwd9ZMoPJyL5MGEHw+6s0uWrAAPG53ufv5aovuDvn38KSs+5s3h6cGDICjhw9DXm4u1uJKtEqFrmlCELBI/K+Lpimy9X2x1b5c8sv5SGKwoTrae/cfOLCXDbASRVPF+i9XmnzyXkVR6e+8+eZy3M82btyoPnz48MuCJHXlWPZ+LcOcGzZkSJ0bDcDY/vvuu++zvPz8p8MBGAVHTBZLR71Wu2Xbtm3iA+3aNbDl5/+ObnbluzBOHB+XOPynn7ZNjqTP7pCpVGoz//UAHO5Cmjx5chW3x3NE4HktKqUIgiBn6CEQolalKAqyVVzyYhhGJr8IiwEpt4hRUVEUTVHPd+rUaVb4u/DPJqv1icL8/C9LAnBMdPSsrl27DowUgPGlW7Zsfd3rdb/vjItT1enzBJABFgiOg8sBsFKiYy4ohPnvvQkkLwTjvgAQlZcHHebNl9mkbvREUUhDsH7Xh+IGHBd0fZdCCXnFBYf3S5Js4dqjo+HbZ/rJxyO1zxdURQoRbnhMRkj7ZAZoAwFQeX2wavhgHG/A2LHHbII+E6YE2ZBEEUhRgDPPPgOF9erI1m44mIed/GW6SQRgv89XDsB38q54mbajRm//AQPkLHclC7mkhyy0PwgatUZ84onH1ZF2AwJYu3btGu/Zu/c3r8eDKfzIkwxYbYGZ2aVekiQi+YbWYGhakJ29D8FLUVVS/jxpypSZQwcPfj7S9kR6v5xE9sADC7IyM9PDARgNmmpVqzbOyso6iDFgJOvwBwI/YaJrsFpSAoZhJGt0dH+nzbbwZhGeRPp91/v+G72vXu/2XvfnzZgxo4HT6XyVIMkOHMvGB1iOSkxKOqRRq1JwcZEkKdI0TRr0+pdZjhvkdrurhjNX4USPiY5uwfN8X4/X+wLP84heyqkOARxFG6Ts7OzDQJLjhg4atBA/YunSpaTRaGxns9u/DwQCl9QWx8XFre3cqVOPSAAY23Hg4MG9Z8+ebRQIBICrVAlKAvDpVweCr3JlUOflQc2x44otYIrnIbdyZdjeo7sMXLJAOU1BheMnZWtQBq5ILdEIRwoXoNbng039+kJhQgL0mjBFzkiWGaYifXfokCSDtyBAfsUKcKBtG8ir9BdFNqfRQN/3P5ItYb3TCSvfewcCPq/8PlRJSjh7HtouWyHHiYmAH8R1a+FYTjZ47HaUVAtP3pS/FNtvNBrhs+nTy13QEY79nXK7z+eDzl27QkxsbKmHMCVpEg/kFrN5XIcOHV6P9NsULuU/Dx3a4XZ7RIbRkjzPz3DY7d+pNdrFkiRi8X44hR3uTwRF0xN9Hs9rJS3HMI4BufQn0vZEej+2v1HjxhmFhYXdwwEYw3IJ8fHVdu3adS4lJYWgtdq2fCCwRQFg7DtMXLRGR6fv2L591ahRo+RS/Ujff6fd/68FYJyYYyZNqqklyWM4CdDaRV1KnuMW1a1Xr6HP50vBiR4bG7v5vtrk44k1Hy1Yt279z7l5uU1KTqxKFSvWbN++/clly5b97vZ4GmBGslxTGuKYtdlsWTabPZlhtCJFkj8JBDHy9WHDtq/ftKmxs6joN7/fXywdiDHg+ISEXzp17NgmkgWD3/P7/gOFZ06fsmICEFuxItRL6wmg1QJZZAMqEIAzLz4P3ho1QJ2bCzU/Hl8MwBjrReBzREUVxz5RqL7awUNw79btN9z6DSGYHIPOGDpItnzr/fwL1N/5i5xAFjEABxExuHrRNYfJZf4A5FVMDr6KQMtaBGtevmztIwCvGv0+BBxOOfNbzm4mAB4fMwE8GP/mOOD3/gZ0wA8nv/8eXCaTDOzhOQIURcLx48fhl527ZIAuv+6uHlDG+p4GDeDexo3/piEckggnNBqNYLZYvur86KPPXIu7V6Fy5HgerUNZU7RCcnKD9u3b/znlk09e9no803iOw+QUTC4RaZXKR9H07OFDhw69HXocv3nlqlXb7HZ7y/B9Eldi01q66JQW6Y7169ebAhzX2e/zzWdZtthYweRFtUbzKk3TFpVK1Z0Vxb6pnTodjWQfvB36IJI2/GsBGCfElKlTt9httlZAECoCQDSYzKTZaBhuNJnGhVzKYv9+/eg9e/aomjRpwn+zZs3Skic7nDSxMTHto6KidiWb8yxbdtvyOFwgoZgj1g2ePHnyZ0EQmomiSIqSJOh1OophmHlVa9ac7nE4fvN6vZdYwAkJCfsf7dixaSQTL0Ttlmm325MUAG7QqYuXnTGdoXv1IiidoRiACbcb6r07UgZgBDsE4CUjhoDKjxnQQdBCAK6+/yA03P5T5G7gSGZgCCzRCi9IToIf+vQGQuBBxXLQ/dOZwGNCVKTPC78fwTTkypatabywfpfjgnHuEACv/nAU+F2uoAUMALxKBV3nzAON1wsiFwA4dwaEgiLQ9HlC2vPqy4Tk9chlR0GXowQYopj+ySdgtVr/SWvLf3ub9wDmhwz473NYLhNuBRcnX1qjoj7o2rnzu5GS8iifLVuQjRo9GGDZ7xGA0Shoe39cDSWW/Nlnnz3kcLlWokawxWJZzHPckMGDB98wZq5rGY41a9cez8/PrxoOwKj3e+7sOSolJcWoZZizTqfTIpd1lbhwP/X7UTCJ4BMSEk53dq58CQAAIABJREFUevTR2tdykLmWdt+K3/yjve1WNPh6vBMH9OOPP35NlKTRSg0uFrPbbbZZ9zdvfo/L6WyJJ0+8+j31FBkqZpeWZGSc8Hq91cKV7jFuYbZae8dGRa2+7777uG+++QZd0fPRDUxRlBgTE7Ps5IkT/b1e74e8IAxFcES3tE6nIw1aVZrBEr0yXOtTzoK2Wk+ndu9eJxIAxn5Zu26dl+M4BmOZHosFGmz/0Sv17q2j69cHwmiC3D59IK9ZU1DZ7H8BMFqIBAFfv/0GmAoLi2X1EJiSTp2GlmvWy1boDZ0oGLPlecisWQN+7tJJjsP6DXp4YvR44Gkq0kz0y0+RkvH7ENiiBbzmvbfB4/PJLmncTdHt3uDHHVBz/wGQzEYQfvkZ4PQZgNwccBqMcOrE8VCSHsi0k7/8/Av8eeBAqe7p6zFny59xe/QAxmGTK1SARzt3lvM+lAvVfswWy7TuXbsWUy1ea4sXLVrUAQhio9/vRwsYGjeqmbhy5aYCdC+HA3voz4qb9rZx165avfpiUVFRbDgAYxKrwWSa4vN6h/A8jzFq7B7ZU1jiUixiPHwQKfUSrU2a/Md1C6Qgr3X4IvrdDd1XI2rJTboZwXfKlClmluOO+3y+6GDVECmQJLm/Wo0ai7iAf7wgyJ4fOfuqf79+mARBrl69+kmvzzc3PGEKJ5FOp5OMZnM/nUazuH379sLWrVup/IKCnV6v934AEJISE5vb7fbfkakKCGKv3++vJQiCjOEqlep0hQoVKqMgtZIJiADMMEzh4336JETaJUsyMji1Wk0jANM0zSdXrUaTCDKvDgLNb3sg77FekP1AS0CWqPpDhgNvNMoWH1qZGcMGg9FmK3b3ovKPimWh5+RPwGM2X5sbuKwfgAAsSXC2di34rcPDwUQoixkeHzsBQCydSrKsj77ifaGSJYPdDsvefRP4ABvkjg4BcIUTJ6H5xk0gVq4A/Nq1QOXmyO5rrVolCyxISJavUsGhP/+E3/fulZmvrqF07bp8SvlDbl4PoOV23/33Q4OGIXIOAMlkthDNmjfvl5yQsLC0ssNIWjdnzpwuWka3hmUDIgL7vQ2rJykAHMlzbtW9CxYu5DiOC2frAkkSQUWrJD4YukE8/hutb8n2EkCIWq3GxzBM9a5du+ZFapDcqu+P5L3/KgBWXBljxo718DyvCVPhgPopKQ+JkoRuHznzmSQIHmkF+zz2mKxJt3zFit1Op7NxSLtX7jfcbDF1PjEh6c0HH2z3cfgEWbZ8+QWXy5VoMBgoq8Vi2bFjhwtPsB+PH+8K+P0Mcr7iMypXriyTNoSdBHF2uvv3728qq+tFyXhMqV8f07bxRMHXqF2bFlguWDhlNAHdsCEU9EyH7PZtgwA8eChwZoscK/WazfDNC/8FgzPogsULAZgSROgzdvyNL0OSJKBFEf5sdj8cbtFMtoad0dHw+JhxMhhHWItd9vkfihPrXS5Y9PrwYle77FQmCYi5mA3tMpaDcE8K8AsWAFVUKINzUnKyTLjh9/tldiQsPyqP+5a92++GOzEhq0nTptCocWNwuVzQrEULDEX9Vrlixfuv1f2s9MsXX37ZQ0VRyzEvBZdi40Y14+8kAP5i7lw5ilMiBlw87Arj4JUOq0q1iSRJfFx8/MEunTo1vhvmzd8PGXfjV13mm3DgJ02Z0s/n9c4LTW7QahmC0ULn2PhKn/m83qQQwEoGgwFBuElaWtof6zdtamTLz/+F5/lLTnX4GjyhWqzWqV07dx6svBbBdcWKFd0DLLuc4zjBaDJl9EhNlcnS9UbjQFEQJmPmM04yBOBLJiIGS0iS7N+vH/67bIlHMkS7d+9OA1Jso9UaX2UVOTCVCqhZs8F25jRk9UoHWhDhnoGvBAEYAOyxsbBxwFOgd7r+ZgH3mPopeI3GG24B04IAfzZvdikAjx6HfBdBHd4bceFhRRDAERcHm558HKgQb7SSvKVzOKHj3C9BeOAB4JEJy+8DlVoNK5YsgW0//CAzXpVf/74eUNYrgnCHTp2gS7duwAsC1gSLFeLj77NYLAf+ict03vz56ZIgLA2tfUKv01nS09Odke4FN3tkQhnXxJdffYULFv/7R9mISj9jCVNMdPSSjh07BtVO7qLrX2MB4+SYNnt2NY/NdoTjOHT5kmjlFhQUvN24SZPOgiC0CtWjYXzWq9fpenXu3PnbvXv3UidOnrSh1SqGspvDxx/rAQmAjKeeeuqxEvOC2PDtt5Py8/IGqtVqSqXR/O/gH3/MwfT6cePGrfQHAl0EQaCqVKlS0m0pk0DpGB2dnp6OvvAyA7BScpDrcFR1FBScctkdQSovjLeYTOBavRoyk5Jk6b2Uga+CGCLi8On1sGrgC2Cw2YsTljBBSev1QffpM8FjNN44KxQ7DS1gloM/2rWB4/c1LraA0fqm0DuAikM34grFnnOqVIaf0rrLYKyobmAimsrvh27TZgLXuRNIb74OkiiAwLLwvwEDIC4+/ka0qPyZd1AP4NpH79XnX82HgoJ8OecjOio6KzkhvjpagJGs3fDPnr9w4WNcwL+YJCnZAq5SubKqXbt2GLcq815wK7oRuQ2qVbMaDhzMtCuHh7B2FLcdSztD3se/ERiFGTEyNtntdrkG2mw2f/HUk08+i0bMyJEj0TK5rfuirP3/rwBgxZKcMGny926X8z8KYYYoScubNGly1GG3vxmybnGw0fqd0b1bt5dxsJE0vKCwELU5iynTSgIwL3DLnnn6mUsIxPG3ffv2Ve3Zu9fv8/kEjUbDPfH440xIODuRVqkyUeasatWq8uMuYWkCQHeWvnPnzr5rnWgH/zwkYcam7MoJkVk47HbIupglW7MNX3oVREYbLNehKJj70SjJeCGLUJFQLMNnzc2Hrp/NvjkWMMvBr48+Aufr1pYlBNEFLQMwZitHWgdc1tkfcn2fqVM7GHsOA2BMwsIDyaMzZwOX1h1gxDAkCoC1q1bB5k2b5DeUx3vL2tF35304/rjGuqSmQYdHO+KfRYvZTOo0mlYzZsz4+VrZnD6f+3lvmlQtCUZCCOgXzEOJ2Bt2M3tdcbuv++67JvaCgt9CGc6X4AvuZTStIjRazQ42EGjEsqwunEEQiY60WgY4lsUsLRrvV6nUxPHjJwS9nqEomj6pZ5iHXnjhhbM389tu5Lv+NQD86aefvuBwOj/BUiBBFEXkao2yWj9SqdWbcBEpoEzR9Jyn+vb9H3b6e++9R1wNgHEbJklyfb+n+nUpZZEQa9eureHxevf4fD59VFTUOYok7+vUqZNjypQpLVxu944KFSqgeReeDYjPgyqV46v/8MOuc9eyiPEk2qpdu9fzsnNGKQcLHGi7wwFZWZmANI0N3xsFRHYOiKgtivFenofDo94F8vARiNv2I3BajWx5xmRdBJFWKF1v0FQMWcA/9uwOuZUrFQNw+sQpchnQzQJgJCFBdzceSJCGsvr+A9BkxQrwL1wIRM2aoNZqYcgrA4sznW9Qb5Q/9g7qAQRhVEz6bO7cIPsOQQix0bGfVUhKuCYmO9xDFi5c+DTH818gAFMUxT/15JO3e6yDmDBhQiVeFCcSAJ0SEhK1ohiMX4eGUiYkslqtOTRFNezSpUvBipUrD9vt9ppKnBiTT2NiYnYRND3K7XCs4ThOJwqCxOh05LmzZxcKovg4ms2YEGswGPYMHjQIebFv60NJWabxXQ/ACuEGLcExn1y7SYgGo5E1ms09jDpdht/nYyRk+yUJyWQy71fR9IOdOnWSXShlsYAlSRJMZvNPPdPS2peWfIHvX7p8+SiOZd/GEga9TjemZ8+ebyOoTJw8+esoq/VxDPtiTakyWWlaBRUrJDczGAx/YGlTWQYy/B585969m01qbWIeG2AxiUweZ5fTCRcyL8jkE/UbNARp6idAb9gIBBsAwuuHrDkzQb1mHUT/tFMmmkACi9CmEmkTIrs/BMCb+/aBwrhY2e3sio6G3uMnyW7gGwnA+K4LNarDvm5dZJpJXV4usEnJoD93FtouygCuahWANd8AabPB9999K1vATLiMY2RfWn73XdgDaO31f/ZZuLdJE1n2U6NWQ2JcnHXKlCnOSA/QuHaXL8942enyfEIQpIAA3O+pp7S3c7fNnDVrqK2wcDzH8wS6iytUqAiCwIcDMKhVKklnMDzfvWvXz3Fv/XrBAh/HcSh6I38aAjAyAHbp3LkHHjwyli372uf19kUgZxjd5ydPnGgiiGIj3ChxD9cbDOtUFNXrlVdewYLsO9YdfdcDcDjhBklR6Mqh3nv3XWL9+vU/5OTmtg9NACE2Nja/S+fOieETvawAbDabf+yRlvbglU5kK1et2mWz2ZpaLBZKrVL18fl8y5HvdNHixW6fz6cpSVxutFg6J8bGfn+tAIyT/Fxm5qac7OyHKAR3ggC3ywXnL5yX41b166UElZDi44GYPRt0H3wIp+fMBmbterDu3QcEGyQakFmoIuVjjnS3kDmXJfgxPRWIihXBbbdDZp3aUt/3RxM30gJWdghNbg6cmjoF7PHxkDJsBFycNgVq9ugFrvr1QVq8EEiOhaQKFeC5fv2BZQMls9Yj/dry+++iHkALGDPg9QYDjJ86FQoLC8Gg04nxMXGjLBbTB5GGkHDPqd+gwZtOh+M9NO+0Go338ccfN92OXYZttVgsldwezxk0RHBvZRgdxMXFXsKFLoNrfPzGPbt3d1cOJJgpjSQj4eWXCgf+3r176ZzCwgbIEoh8Cki1ee7s2V4arXZpSLxB/juKJLu+/vrra2/Hvilrm+5qAC5JuIGKHFqGeT4+NrZFgGWflCkjMeSpVlMavb5hj65dD4YvmLICsNFozEvv2TPpSgCckZHRRpSk7X6MB2u1BVjni8+/t3HjlUWFhZ3CAFjWzoxLSJClu64FgHHwsS25ublViuz2gx63B0+alMfrhbNnTst4es8998h1rPKF2bwUBRfOnYXorVvB9NUCNJeB0DIg6nTBWlzlXgWQFXAu60y7yn2yHGJeLpxevABiP/8C1IeOyO+MWIzhau0pQcaB7yWdLjg2bjT4rFZImTYdzg8fCpW0OoBKFeUsbIogoDA/Hz54773yzOer9e+/8N8RhNG79Po778gHNST1iYqK+qVycvIDkbpJcU9o3LjxxILCwpdlRTWj0Z3es6cl0ufc6GHA9syYN68C53YfdtjtcixXyzCEVq2eExMb+wxWeYRbt9aoqC9Su3V7Ads1bdo0tcFo9CP7oFIMjCBtNps39uzRoxvy5OvM5nsVml5M2jKbzZtPnDhxIBBgh6EmNxYWaxkmhySIRm63WyYpudHffCOef9cCcDjhht/ni8JTqtFs/rxq5cqbWY5b7nK55HpfGZQ1dOe0tPQNJU+rZQVgRqv19+nTx3C5Afr2228TfX7/KpvN1iwkcShqNJrjAb//PSCIwaIoIu2knLIfUj6R9AbDhP2///76PyElx+87ePRoY51Wu8Vpt5vcXi+cOXWKQAsYATjkX5abjf1z/PgxiKtVE4waBojdu4HY/iOQBw8AZGYBgSQVIWEEjJHKydWYrn25DOVrsJzREj2xLAOsn80Cw7ETshV+TS5wxWIvRblKUX9CtSX5JIL/6bRwcvhw8EZZZZYjTFarWrkKCCABqVKBRqWG9999B4oKCy+RqLwRC7L8mXdmD2B4qV5KCrw8aBB4vF6RYRiB9Z62Nmz4CNJlldlFGi7nF5I0dab36BF1uwEwAu64CROm+bzeF4Ohb1lzeEdK3bqrHE7npJIKb1aL5ePU1NR3kFUwNbVN4h/7MzNxAw6PE6tUKsJqsTTS6XR/CoJQq7CoaL/X66Xw23F/0mo0w06cPJkmSRLS+qJOo6jWaNa+PmJE99BzytzPt8ssuysBuCThBna2Vqulhg0dSn69YKGoxCfUajXW6I7u0qkTunv+NniXAWDlPoWMQ6BpFfnUk31Ly1SUq1q++eabHwsKC1uHJMyKJQ4x648kSy+VI0lkylJjzDh53759Odd6wlPi0ucyM09czMqqcfTIEXnupdSvD3IBVSgGQ6lVcOLYMUhKSgKtWhPkSkZmJ1R+QXGBkyeA/HYTiN9+C+r9+0HiOSBoFUg6A0g6Rk7sKr7COF5lCzYcCBVgDkkehi8EBOBja1ZB/AejQZudE3SDXy0DuuTz5dTR4nh6kPcZL5QVdDgBvG4AUQAxIQmk9J7yf2STRnB6yw/gcTghPiEOPG4PVK9WHUSSkCUKMa733379ZAKOEqQpt8s6Lm/HLewBxQ2NTZi3aBFczMrCenEhPiZ2TGx01MhImLFwvTZv0WLBxYsX0xHVrBaLKzU11Xo7ATAmedpdrh5Ou32xx+OR+e1NRuOFoUOGVN20efNHebm5bygUv8GlJ/Jmi+W1Hqmpk5ctW0YmJyffk5mVtS9E5VmcqCWKIsFodWsff/yxrtgPtWvXfjLAsl8qBxi9Xk9IJPngkT///IEgCNRmpBGYGa22sdPp3H+te+QtnDo3luL3Vn1YScINDcOcoAAa16xVa7vdZmuEcuzoJlKr1at69+rV83LtLAnAV+IupUjScOrUKV/4JFAWzdLlyw+7Xa5aYTKGV+yaUHkLpvhh6YsDCGJi7/T0j5S/j7Bf5UNATk6O/tiJE8OyMjNHBgIBqU7duhJNUpJyAlBr1HD40CGoWLmypKFVSBD9l4WIf0YQxmxotHp5DlAsV8rJJYjsi0BkXgDIuigRx08QcO48gNMJpMcts0mFX4RKK0v9yc9CzmXluSHQZDIvwJENayFh5AegzsuXiTEue4WSxBBYZRc56gfzf92PMWXJEgWCxQRkwwaSVK0aIdWuA1JyEoDFApJeBwRq+6IGsCjCqdOnwO8PQHR0lMxuVbFKFdnaxQW+77ff4Ku5c8vdzxFOvH/T7bg2cd4MHDwYatSqJWuJm4zGgMgdttSo0ZEtayxYVkNq2nRJfl5eKgKw2Wx29EhLi76dABjH9ePx40/7fb7KuCdi4hVNUV2GDx++ceWqVe/7/f43/mYBR0e/ltq162S0gJu2bNmopApcaK5IKpXKbzaZYrAEc+PGjWqW5z9zOhz9Q1rIotFovGi32QYU2eybgqINgN4GLNeqPnTo0PNl7efbZW7edRZwOOEGxiEMer2P0lBdq1Soku5yu14UBBGpHpFjdN9jj/W5Im1caRawQpEWXreLbFhFhYXV7Hb7+TAAJvbsmUWfORfzodfjHoEJ9GHuljKPvyRJeFAgtFrtFlEQnklPT79wLZMMT61qtboZQZI7i4oKxUaNmmQDAcmSIKIUI1AaNXH8yBGoWKmSpFYAuLRWKhan4npGUGaYIDhjLBkB2u0C8PoA8vMBimxA4P/6vCBkZgFtdwCBJPZeT/A/ZLlCoXGOk2iWI46NHQ0VpnwCmuzsS94uqWggMGlDpUJUDFq2WgZApwfRZAQJ+arRWkeCDNT9jY0FCWUDNZrg87G8yOMGguODVjVayYr1T5Jw8vRJ8PsCYLGY5dh4papVZb+h2WyGD997D3Kys2VB9BuWkV3mGVF+4+3aA+gdMVssMGr0aPAHAmK01UpqaPr+hISEvWVlxsL9a/WaNaswLyQEwHk90tKSbhMXKzFr1izaHwgscjmdaYIoIpkRehE/efWVV4bivrR48eJtAZZto5AC4VghD7RWo33bEhu7xVVUlCBKUhrHcX2RE7/EWJZKvbluw4ZdBfn5zTBnBx9HU9SOvXv3zo+NjZ0hiCKNezKj1X49YsSI/pG4+2+HeXRXAXA44YbH7fo/zJQjCSKtatWqIi+IqzkOtScliIqKRnaoq7p2SwFgmR4SBy4cgDGbz1ZUdAkA432LMjJ6SoK4NPhe+bqW/pYnZUglqSgtNfWaKJgUoW+sPfb5fFJiQkLl+vfem1KQmz8TSKjC+gOwf/8fQrVq1Uk1glzwI8s2R8OzpMPdzSXlxhA08ZmocKRlgq5iBG/l0mrhzLatUK1RY5AQOK90oXIRNtHnA0mJ54a/T3E9l+EbKJKEM2fPgNvtBoPBgP9JCcnJBMtxQEoSDHzhBfnvy6/yHrhcDyja3+h+nrdwoXx4Q++Jiqb7169b96uy9hzuG+s3bNiSm5vbOgTAF3qkpVW9XSzgsWPHdgGCWINeNFx+SBOpVqkM3bt353f/9tsZlmUvqSQJfbeERgRStwYCLLAslhaGhYn+6py/ATBKwWIi6qLFiyU2EMDaJnQ7Cwajcc7+AweiSAD0YOKzRYNeP7CgoOCzO8kVXcYdtqzT59bfN23atBeRcANpfvU65qOUlJQMl9u9zel0ykKtVqvVQWm1rbt26HDoaq0tFYAxBY8gkKVF/jkuPJqmBR3DdD148OC3yuCvXbs2NcCyi1wuFyLJP+pnxepGli5Gq/6sR4/0l0KHgDInHaAFHBMT09zhdO5AEWyrxdL+oYce2oEn87y8vOo5+fmNjHpjqtPp6ErRNBbByy41LH5He/GGmH7FLF3oSJKA1Kjh2JEjULVqNaAxyatEnFhW6i0+yvwVv77aOF7t33Esz58/Dy6XU9bzPXHiBDzy6KOy3Nwfe/fCl198gZnpN6QLrta28n+/s3oAD3Ej3nwTKlWuAhJIXExMzLYvZs3qEAEoEGvWrt2Tn5/fAAHYZDKd6dmjR81bDcC4FzIMY5QADrOBQAIuQ4ZhAnqd7t64xMRGFEGM9bjdFXlBwOSo0rx9ZTFCSrWA8d3339+4sdsTQO304uRZURDa5+TmDvF4PF3khCy1OveN11+/YjXK7Tab/hEw3CYfI8c4p02fvoLjuEYet7sqSJJgNJs3D3rllQ4ZGRl7vD6frKSBSU1Gg/7Zrl27ziuLG7c0ABYxcyoMgENsNaI1KuqNzo8+OhEnwvfff2/2eL1/2my2JAAJ85AusZqvsd9wckooM6hWqXoTBPFdenq6X2HwutozsUZv27ZtjWx2+28Yn4qNjy8uc0Jwxppk/N6UlBSidfv2rViW7eT1eOqo1epKPq+3bsDvV2HcXBREBGXMTPwL/K+HXxbrKdUqOHr4CFSvUf2SBLGrfVvE/x5serD9mOxG0+K5c+dIu91OxMbGXvB4PEl16tWj8HQ/ZeJEOTkN/1x+lffAlXogdBiHpvffD0/07w8ejwcl+EBDn9ZGEgdet379ydzc3MqhMqRj6T17ptxqAMbvHjN27GpBEJDDXmbuU9H01Hr33HPB7XSOR4s4nE2orDOlBJ1rqQCsPGvN+vW9vG73PJ/Px8hhRIbxAUn2yMnOXuHEUiiCAKPR+KPdZntk1KhRSGBUZgOlrO293vfd8QCsTMyJkyadcbtcyTigGq3W+8brr1tWrlq11OPxpCl0jNFR+pe6dOk5syzgix1dGgATAIUSQEzYQCAoIjPLnNRu3V5ConA87S5ctGiTy+V66MKFTKhevZp8e7jkYImYziXjEDYpg0gRpFxTuIeRng5Pxnkmo7HNgw8+eKws8mcIwFu2bElxulz7ETyjY2MvW2eMbp+1a9cK4af2rKxTlVQay38xOcTr9aaYLGaUPYQASvIFWIyPovpJ8YQnSDIyxAoRGhw9dgxq1awZLOQvg/v4qgsi9BxJFDFrUr5oFU1rGR2o1CqwF9kguWKFdXt37zZ7vL7WWRezxrds3foFmqKYChUrUk8/8YScjIZx8utxzrhqe8tvuKN7ANeEltHCuClTweFwgNViEa0xMd1OHznyXVlr+pevWJHrcDiiQgB8ML1nz0a3EoDDCTcwzo1CEzzH/dCsWTMiNy/3IRSNUPaoSAcP11Tombi+LgvAyvcvWrRotiRJz7IcJ5dTxsfH7+zcqVOr0WPGSBzH8TRNowZ62htvvLEq0rbcivvveABWOu2j0aM5BFqM+2rU6pRatarUdboCyzmOBYqiRbPFsjIQHf1Ur5Yt/WU9GZUGwDwv/ETTFConKUGMcAB+YdasWTVsDsd7Is+34Xi+YmJiEqjVqmLwVBSXMHOQ5/nL9n+oHlh2A4e7u/HPGHPG4nSVSoXFrN8zWmZIt27dTiF39eVcXQjAP/74I9bWHcbVojMYesdGRa2+0qaAkx6zFvGZaCWnp6djd+MKJPI9njiJ4+IJSUrKycw2MHp1BVqlaahVa5p4vF6Nx+OuicBMq1US1lojDvI8B2hBywqDomxJY78EtQYxZkDT1LGjR/haNWvJUo2RALDMl0FTgKxfBElgzAkwri2AJHuuNRpNniU66hDr820vstlOWa3WXBXDnMk9f/5ckyZN+BUrV04XBOGFC+fPF/3n4UcsIkikhtHBy88+U579fCt2pjv4nagPPOmTT4BWq0HP6DCz9/Ma1ao+X9Z956v581kxmFwkmkymfT179LhlvMe4B0ycOLESx/NHWZZFTmpUSyXi4+O/0Wq13fBgei2XEjPPzs6Rwz46nU5O1sIIX+NGtUrVP1b2o5R77lnkdjl7ISslSZCiWq36Ois7eyvPcV/6/X5RrzcUgCTecycQdNzxAIwgGRcXl1ZUVLQUI4RJSUnrGK12FgCxguNYFaKXVqvd/Vjv3i0inSilATDLsms1Gk0nBDTleShD5vf7dzucziI2EOiIE0USRYEXxd21a9VqGggE5GJyGTwJQlRpNE6GYWbXTKQnn7zoedDlZhfy/F/cqQhKFotlR25BwUiDTvctz3Fq/D2erp1Op3yyxouiaKhQIRldXS6f1zudYZhZzz///LnSLHxs77ffflvR5/cjbZykZZgn4mNjl5f1VB7ed9gvCMyKta94C5R7FPKQtWvX6tq1a1eFl6SanJ/TkjRVxe11Vy4qKrLwLEtTBKou6lWMXsfIC5IgdBfOn9ckVajAIAeGKEkakiCKLWmZ0R1AIEjCRxIEZmEhyUEAQw62wgIPL0o+lUolxMXHZ2m12j9+3Lp1vobRIhDXSE1NPY0HFGwjtjvUVjxEyZKPa9atm+zzegfh5tm0WTMgQ+VH8+bMQfCOdOqRfqzIAAAgAElEQVSU3/8v7QGZFcvlgudffhnq3XMPZgxJGo3q+3q16jxSFk8Vdtu8L79EVMNDKPLW/9KrZ89Wt9ACJj7++OMZ/kAABWpwD+O0KtXEilWr/tfn9VpDdFfXhCO4n+XnF8iSgxqNGkwmE+j1Omh6X934Bg1a5l/GU0ls2LAhRiKIXwvy86qIooRuZzS6Hjt16lRTt8czCMdArdFsfm348A63+zS8po67nT4KJ+bkyZN/9vp89yHIoMA9Zh8GAn4gCZJXazTU4336kEqcM5K2lwRgdP0GWPYDjVr9Fmr5hqxRcDjsUFRkQ0MLgyMyMGPMMD4h4T0dw4zyBwUFZPeK1Wo9Q5Fk/S5dunhDpUGP+Pz+9X6/vzhxQRZ4MJl+6dmjR+tPp09fZzQaH0UhEJzsTqcDbDa7/BkajRYqVaxw7OiJE5VUFKU2m80Uy3EvDRsyZGbJmmHsm99++y02MysrGxOrjGbzQEdR0SyM/UbSJ2W9V8kWR15X5TdoaZbV/V/W95R2n/LuRYsXI4UdlhXV6ty58+nLESLgOFiiot63FRW9GRMbC7FxcUCpVDDuww8g80KmPJ/K3c//ZET+Pb9V6oGbt2gBvZ54Ar08QmxMzIVKyclVywrAX371FY8lNwjAZrP5lx5pabcEgHFdXLh4sU/A55uPxBosy0FiYqJcK+/3+0JbzLVDiEJgcvZsUF0w2Hc86HQMmKKimg58/vk9l1vfuI8sX7HC5nQ6jRh7Rs+nxWzWHz12zOP3+2WGI0ajue0JOq69926DNSXX/E6bpnY4nR50PycmJkpmkylblKREdG9qtVpCzaia7tu9b18EWYjFX1ZaHbDBaPzA6/G8iQCMN+KEuXjxYrG3VEmKIgliQt26dRs6nM4HSZKkKIriKJLsW7t27fVNmjSRdX7lovsmTVoHWHab2+3+W+ZgbGzs4Qvnz7/Lctw8s9lsVE7XRUVF+GpRr9MV2B0Oo0at1iC5CPpwKHTBazQnVTQ9ZNCgQesVt1eI4i6K4/l8QRBEqyV6RFFR/pQbBcBlmR6KS+lK94ZZq2i5XnG+lhzjrxcs4E0mE2U0GOps3779xOXmQChDfHRefv7wuikpsntcRdPw/DPPlGc/l2Ugy+8p7gHFtYqHuJEffggOp1PSMQxfp2ZN2Yt1pQOo8u9z582TBecRgKOjonZ169atTVnB+3oNhdKWMWPHXvD5/BWsVotcEx8sHypOwAxfjxJN0SCIgpyzUrIdGDYjgABe4DGEVew9xP0SDZSLF7OBooLFFtiHBoMhT6TpVp6iolOlrVs0KFauXNnG4/X9IAo8ah8S0dHRB7MvXmzqcDqRwrK2TqeTtBpN7YEDB+Lh+7ZMyLrTAZicOXNmTafLdVQSRVe9evWe6dat27J169ZV8/v9L6gZ5reunTotvdZJWRKASZIkY+LiXsrLyZmuWLnnzqG60CVGpMQwDKGi6dTYuNhVHIeHWUm0WCyOtNTUSxhtZNq55s1butzunzwezyUAjBMGM6oZhsk5d/bsguiYmNdwcmJMGAEfXS9ajXqpwWB42ef372RZtppilYfYYUiSYaoMfeklmR1G+Rany2XneV6MiY5+78EHH/zodp2Y1zpm4b/7av583mg0UgaLpdHObdsOXA2Ai2y2ESn175HLj1CIcUDfvjL9ZHjC9/VoV/kz7u4eQNcqhodmzZsLubm5cs6GyaqrWzWp6skr0VKGqhB0bo/HpQCw2Wze2SMtre3NBGDFsOEEYanb5epcsWJF3PqKaVhLyVxG6s1co16/3O3x9GNZFovmiykmkeNZRdNLAxwXoGm6OxsIGBSQVg4suI9iDDg8UVWr0fz02muvtb0cCUmItOR5j9s1A/dZiiIJvc444/zFs8sEVlzhdrstOp1uwfBhw5CgQ/FC3laT704HYIxPdA6w7Bq9Tvehy+V6DzdZhTHln4LL3y1gIJOTkltlZmXtwAlZWGQDp8NePGlCqflCQV7e7JatWlV3OJ0PK3KHpXG6KuQYBYWFO8IBGF3QWi1jU6lVR9lAoJUgiId/2/1rdKPGjeNZloWcnByMS8qF5y1atPgc47jjJkzI9nm9mJ2tuHyRf3XDqwMHdg8tZmrdunVWUZLyQ0QcE9u2bTv8tpqN17kxXy9YwDEMQ0dHRTVt164dshGVegpGCzg6Ona4n/V/VKliJTLAc3Kc/Y2hQyEqKqocgK/zuNztj8M1H2BZmL94MeTm5aEnToiJjp0ZH20ddCUAxnnYupEh6tudeXlBj6wk6vT6LY/16lXm+PE/7VslVIeEG4IorsHcFJVKTWCuCSZclVY2ZDKZJDXDdO7SseOG5StWZDudztgwcRlMJCP1Ol3VDh06XJg8deqYmOjowTzPy1wKyuEWQ3anT5++JNSjomkhJi7uo6wLF0ZdyYOJ1S5utzsNy6OwrTRFdj979iyi+RqO40SDwbAFiXTsNlvqsGHDvP8UF/5pH4f//k4GYGLMmDFvSwBvkCTJAE0/8NqQIT9fz84tDYBT6lWrdPjI2fOoU3n+/AU5wznM/ySSJLmrTr1623xeL7qp5f4NWcCutNRUJAOR65bx7/H5D7Rr18CWn/97SOdSuR+TsJD1Km75ypXjA37/UK/Hk0WrVMl+vx9lBkGrZSRLlDU1ymxed+jQIclgMCDN5C4EciXhC4k7NGr1S0OGDPkM3bfp6e10R44WujiOQyasGe3bt3/5ek6m2+1Zi5cswUxxIspqbbV9+/afr2QBm6Oi/qdWqaZboqLk8qrDBw/CnFmzyut/b7dBvUPagwflSdM+lVc7RdNCbHT0roTY2LZX2p+2bt2Kh+cqFzIzjyPYIQcORdOr+z/1VOrV3NfXq1vGjx9flaRUn/p8ng4IaKH9S9LrdBATGytXJ4RbqWjp63XMWz169BiD9y5dtszpdrt14QBssVhIRquVAXjSpEk/xMbFtVQAOPR8+ZlIYoJJWeiKDl0ygxYB0Pq1117beZnkUtmtv2jR4p84nmuJfWYymYpUOt3DJw8fTvV4vW9Joog1wxRNUU0dDsc1hSOvV/+WfM4dB8AIWkajMUqt0Ux0Op1PcjyPliD1n//7P+vq1aud1xLrvVznlhYD1ut0Fpbjis6ePUcKQnFpqfwImqZPpdSr9QrLSetDFq1Sw4vJFKfSUlNrhS8kfP6DDz5YPSc393hJADYYDO5e6emWcHURnPwYL8nLywNBkKSUlLoHHuvd+97iWuiJE0d7fb7XRFFUFg6ePi8KPF+ncuXK/mrVGM3RYy4PzuioqKgvO3bo8PSNmli3w3PXb9hQ5PF4rHGxsQ+3bdt285UsYLPZ/FhMbNwCUkWDRq2GDWvXSps3bQqWQ5Vf5T0QQQ/gnEEAHvHGG5BcsaL8S61WC7Vr1Ljcfisfynfv3p1QWJh9f2GRezWGmuRMaIBMrVpNajSazZUrV372WqoWytJ0udxo+vRKvMdzlmNZQcRKDklCrmdkmCpU63SdKyQlfeF2/T971wEdRbm2p8/O9t30EJLQQUBQQL2oFAEVCZCEJBBEBBVFkZqEpterotK7YsGGhd5LkKKoV7FcinSQEgKppG3f6fOfd7ITl5hAgqDoz57jQZbZmW++8j5vfV53Kw1cATQpSvcdgaM9UlNTIcFS/uTTT7kAuFbJIIPBgMU0aBDRuXPnsiVvv3vIaGBaSpXtBC8bmupVLCtXGem0D3gMDAZDLoogncaPH19RW9e6bt262YsvXfrB7/c1Aa1Hx9AH0gemd1y4aNEqp9OZCqVTiKKkvPjii+vqMh9/1jV/KwAOJBLpjh0/XsCyrEWSZMRkMiIxDRqcSk9Pb6Xu2OsYbK/JAjboDdbCoqKi0tIyXVDSgKzT6bCiwsIO7dq331+93o+mKTQyIvJ3iUBw/zvvvDPS5/fnV8+CpmlaeHTwYKZ6ey8A6pISyNBHkcaNG0sWi2Vnv759H9FAeMGiRXsdFRVqyRVcA7ypOobJyZwwodm7775LGowmHva9LMsrHhsyZPCftdH+iudkb99+3u12x4WEhfXt0a3btisBMGMyPdSsadNtfpZVCfXfmj8fgdaNgS4sf8Xwbz3zbzoDWiZ0ysCBSJfu3atq+eNjYmxWqxXiu5cnjSgK+uWXX7YFkhwAXi80DUEhp1K1NiGjSTIYjbjOYEiICgvbdSNAOBD3/bi8vDwdQVHVrQct/6Blq0GvbzhmzJiSTz79FBq3qLkqECYzGo25aampTQJWrGqJfrxsWaBaUIsBKwqOE2hUZKT1u+++c9M6XUFMgwahAcrKqhXWFF0o6SwpLT3n9/kaAeOedgFBkutemDIl5UqegN27d9/OctyhkpKSSm4Gg2F9iN2e8fU33+SATLaYzTPGjh370vXEiD+6Rf8uAKyOc+6CBY/yLDtPEARoUI0DmUXDmIZA9OjRMczk1AEDlvzRCQn+fU0AzApi90uFhbsCmXzquCDjumHDhlA7egLHsFYB1iTVdIIaNYokU/r16/c7zQvu361bN3PxpUsVAKyBmjp1P4M2Oezxx4lVa9a8x3PcU0DaAZsU6O0gCxpKY+CZEDuh9VS/Af0HbFXnaO7cFrwgnABmqkCtMhABoASOp3i93g3NmreQQBnkWHbV8OHDB13P+brZ7rUtO/uMy+VqEhYRcUUABuYvhmG60AYDsJdhJrMZmfbvfyOlJSW3APhmW9S/wXiqSpE6d0aGPD4M4QUespkxCsebREREQJ2+BsCq/FixatULGIpO8vm8Bj/LIXqGqe55UQCNKZouNptMTaFV3/UEEQC1efPmjeR4/i2tjy/cn6Z1KEoSHZrExt7DCcIMjmXV5KlA7BaMjiOD09PbVwdglT/+t24LEIFDu3drxDRq1J19ddo0b1xcHAPhuRpK+4BgSPFxXI+y4uJpCoKASxloLxWSIASKYZ6cMHbs57W9O4xt9fr13USO28lzHAYVISBLKyoqkIrycsloNoMh0uJm2kJ/FwBGZs6c+TJOEP8GAAIWKtjkkBZvt9sgYRXKb6AW7KDRYBjn8/n2pqamqgQLf2Sya3JB5+fnq8kIgU2n/mkwGJHw8DCNUq3qmSRBSgaTcV5S//6Ta2LBgYQHm81mdDidDrfb/dumhR2LYQivKLczBPGzIAg6eGeViMPp4iscFZTJZMoLCwuLAaAFa1lH0+2SkpJOBxSVIazP94mmrcKBZxjGpaPpNhGRkfkwfkEUVw0dMuSfDMBodvYX/3O6HB0AgHt2764qKDV9AIBjGzVKqnA4Vvh8PghxIGOefVZtS6jR5P2RfXTrt/+/ZgBkE+ybRo0bI2MzMyEhS7ZZLJiRYe78+uuvD0PpnwZkGzZsuJPluP9BYiSccXBdVyd+0axDDENlo9Ek6xkm+qeffiq7HuE2GMecOXP0KIYd83g8DTXgxDFM8rhcb3W86y5wF/fy+3zQUTW4fEjNOmb0hlmKJE2FPJTk5M7MgYMFnkrP+W9Z0CDOhg8bDi5pdPqMGVKD6GgZWhnWUluvVpHQlNL02PGz6yVJul3bPeDGl3C8xZQJE07XRtIBc7V69epXREl6EYwWRq8/IQqi/cSJExFA9kFTlPFmSsS66QFYKwYXeWEZy/q1uILqXgX3YOPGjVkUQTwohoVKkigZjSYcxfC1qQOSVd7EP9JHEwAYNtXpMx6Px+NWCTCAiSr4A1Z4TExDlWYxeENhoLXR9KbBgwbVmkCh3f/I0TIPz3NVAKy5nqDvQzDPKgBwaWmpUxAEiyLLyW3ath186dKlRAg/h4aGft+/X7+qgv03pk8vkiQpNNA4QR0yRZJrb2vduonP579DFIU1Qx97LO0fLBrRbdu3f+lyOrszOl2fxMTE7NreFfZY5/u6zPZ43WP9LIvpdQwyYvgw6PbyD56eW692o2YAzi/8ZzKbkFenzwAXNIAmFhkW9rDZbN6p0btu3rwZwHe/1wscAKjachTOK5BKVI3tt9ocFIwPSFQKsdsjR4wYUXy9xj9n3rzTfq+3UTDA4hh2qFHjxuE8z4fTNI1D7knwB6xcICYCrgVGp+uVmJi4e8+ePW1yzuccQVGsCoABKCVJRJ984kl09uzZ0FLMExoaWj2busqg0VzuFK1DnI6KZoIo5oAFqxo8siwYTabDmRkZHa/27l9++eXIsrKyFWlpaSpt4Lx5837kBeFue2jowDvbtdtwI9z4VxtTTf9+0wMwDHrmzJm/shwHsYbf0uMUBbFarVJsbOze5KSkLps2bXra6/Mt8fv9YAnLNE2X63S6j9uZzS/Fd+vG/RFrePv27fH5BYXZubkXWuJ4ZeZAZSc9BYmLi/0dSxJ8b7fbv6Ypqn/v3r3Vmr6aJh+0zzVr1pBen48LWMhV6xHEZKVlRqtu59zcXDVLlyQIc6NWjWyCR8rlOBaaVCsWi+X9/v37P6NptThBnHS5XNDMG6xnRZEVNio6SjQaTSZJEjc8NmRI8rVsmr/Db2AOtu/Ysa2stLSX0WRaltS//4grcfEePX58uYSggwSBR2GJwQIGftpbn1szUN8Z0Cxg4COftWDBZQAMORtbtmxhEBRd4XA4EkRRAGp0ONuKyWj8jyBJrVi/Px2sNzjnNEUVoBgW7ff7gZPccXDfvp9DwsN7kiR1kKbID0ePHn3NYTc4I7Nnz+4jStIWqIwIJtAIDw//0WKx3ENS1Ktup9NJkORcjY0vJ+c8EhMTw+I4Bp45mdHrCyLDw+8gCKL9uZycLwJJoKrcCvAZoI8PHQqMhVaKpiv0ekYGSulKOVqZVa1Z+dr/gwy32+1fnjl9OlOS5T1Q0wtJYWDw0BQ1OyMjQ+VFqO1MB+hywV+u3nvBggUWj9d7idbpdkzMzOz7Z9ZVX2n/3NQArG6QuXNnCDw/UUuG0RYKGKiaNm2C6Bjms/SBAx+Da9etW9dIVqRFoig/yLIsTtM0SpLkEUWWMwYOHLj7WlL5td+88sq0/yGo0kFzrQAAA/gGfwJF5bBxXAa9vmOPHj3OXmnytQ0P3K9gMatsVlfYlIIoBqgRMcRgNH5AYNjcpk2bNvJ4vev8fj8F9XYkQST069cvGzbe7LlznxJ4/l0trgP3Bjq5Fi2aIxiGbh3y6JC+1zIn9RVIf8X1KslJ585rLxUXJ+h0OgKlqHbHDh48Vt1tp73/yVOntntZ9mHQlAS/H8kYNw7i93/F0G89828+AxoAw5+L334b4QRB0VE0KklienZ2doTP610QGhrqNRgMBrgGxzHFYrWtPrh//+COHe9+zuV2LOJ5HgBYoUjys4iIiNfP5+aux3H8NlGS5hXk5T0uyrLVZDTiMoZ18Docv9TXHQ37/s0334xief6Y3+cDlr0q97LJbCkKC7VH6hj9dzhNP+2pqDgK9cDA6OdwOISysjIyNi7eDx7oAB0vVFvsZnS690rLylYJgnCZqxo424c9/rjx/ffft8uKUkaSRBUAB8m7y9zW8D1Y2IxeP+t8bu6vkiAuBXphEI80TXM6mr5n3Lhxh+uyVbQzPmfevIOs3387rdP9giFIosvlyq/vvNXlefW55qYFYBCgNputjSCKh3xeLxRVq3FfbcFAu2zatKlsCwkZ5igrW671s4UJ3bJ9+yMep3Orz+dTC3EZvZ5gGCbHoNff0bNnT1d9rGEYh8Vmm+HzeCZA6jyMAbKvIyMjEYYBBbAy21gFXxSVCJJChzw6WGu+UKcY9AcffigQBIFD7kItlrL6NSRfgQtK0/ygRo7R6TItFsttGI4PhwYQJEURwH2tNUt46+23F5eWlIzSxgl/MowelJedyUlJD/1TARjec926dSm8IKwBFyBN05sHpqUlVQ9JaJpwzoUL+8vKy+9UE93cbmRyRgZiVqn3btojUp9zfuvaP3EGNACGeO4777+PsDyv7qNfDhxALuTmAoBAs5ZRcfHxs/x+P01RFPHYkCEo5CKUOxwvXyoungJKcwCAPzl58uQTLVq0mCfJ8hj47S8HDrxtsdmf8fu8kt5oLJuYmRlVn9fTzvzr06dvFAWhfzDyiYJwsVnzluEoqhDQYpUmyebFl4q7KwoiRkVHf3rixImy8rLyzPj4eNUCDpD8qIdEkqRdBEE8EPBUqt9hGAaVGocPHjjQMTIyMpbW6XIgwVTzZlYqIDgHTIayooRWt2oBhHEMS8vLy1NYjlujeQqNJjPCs347y7LOuoLokiVLNhQWFSWqPdUpirBZre1HjhwJ7VmvSBFan7mt77U3tXSZPXfuNp/X+1Awd2glkGBgfSp6vX5zakoKCNUqoNOsyhUrVoQbzebxHrd7Isv6EYIgQQg7ZEX5KH3gwCwtCeJKbkm4Zvr06fcAwQXP81X71G63K5DdXK1GVC0a1zHM0MO//PJ5XTcFvM+nn31WJElyKFA517aA4H6+cOFCdTYa6A0sy5J0vFHjxmZBEGKg3i0kJGRP34SEngFXdJggisUiuJgqywdUBaJJ0ya7hg0d+uBfufnqu1nreT0INKagsDDH7XbbMQzjjAZDuJZBGuRug8MnXywsOl1ScqkR0HlWlJUjL02ZfAuA6znhty6vnIHqAMyLovrdoYMHkLKSUkjKWjV1ypRBn69YsVESpX5WizmpX79+m/fs2QNK+LTCoqJJAMBq9i9FrX40PX3QunXr5nA8PwEIgHAcP3YuJ+dnkiCGwX11Ot2HmRkZTwfm/6pKP+z9hQsX9vFz3DqB58mA4g+0tzkR4eEPIShyBqhuMQyDri8mWZZwnY5BQgx446OnL7bmBWELhGfURieVRlGlbFQUp4IglmClFcog7SEhX/s8nofy8vJahoSGHoX4cRAASwRB+HieL8RxoqmiAIcBPLuyxzDc22g0QvezIWfPnevM83ymWmWCIJBYuiorK+vROuw7Ve59+umn8wRRHAfNH9TqEVrnJgn8zYyMjBeCQn51uN31u+SmBGCwShiDYQiKIMu04L8GdrB20dHRis1mQ/UM06pv374na5kOFNrP3X7nnb1FjnuV47h24MaGrggEQVQYzeanzAbD5m7dukE+/O82LSz+yy+/bDAYjXu8Pt8d0OUIevDiBLEyLCSkC0GS0RCT0DYbtLs1G42LUlJSMuva9zNwWNGv9uzJu3gxL+JKAKwBJ9BQQsIXxIeCPy2aN/+XgqA/sH6fjOE4ajQYspKTk+eBJRwREdHG6XLv5XkOgpqgfcsUTV8MsdubPf30039Kh6Lrt2XrfidYw2+//Tam+NKlX4EcgKKofbIk3QcZm6AgrVy58kEdwyQ5KipK77n33ud8fr8V2H9KiouRV//971sAXPepvnVl0AxoAAxCfu7ixYijrBw5cuQQQpIUQkDPapyA5vFVstdoNJ7RMUw2Q9OfuTyeZNbvn8RxHAAaUFFW6BmmZU5Ojjs0NOxbXuA7BKzCXadOnaIxDOsC5TaQCJWRkfHV1WQPnInFixc38Pn9FwHMtQ9BEFDm9Ez722/fl5efdyCQyaz+M1RZRMfEDDp1/PhXXq93NMtx0ypLL2NVHnwtjlsbABtNppVJ/fs//vbbb3ey2mw/cND5TTN1AXExnFVkCTJO1TKnsKiojo7S0mxBEMIqQRgqXqznzSZT+5MnT37kdLmSAIQhW5yk6addFRUf1NKwQe1nft99HWJ8LDrK6XBkQmKr0+VGy8vKVI5uiqLA/P2AIsnJEyZMULvc/Jmfmw6ANYts9pw5Jz1eb1MAvmBL0263IaGhYZAJOGzv3r2fXs3S1O63NTv7FbfL9ZLf71fjrbRORyAIemLQwLTWmhulOhBPnz59qSTLT0LNmppYFRLyvzHPP3/XkrffVpvMB4MgZDDabbZXEhMT69XgAMb3zTffHMy9cKFNcOF5tU0Ali7K81wxSVIReXl5KtNO8PP1DNO4WfPmE91u9whRFDGDwYBSDNMlMSHhv3CvGTNmfCpK0qMaPSZopnqG2TdhwoR7/swN9yc/S9WgV69evYHjhX5mswmTJamjQlFuzu0+BUKEZVkRxzAkIiqKANYiEEqF+fnIG6+8cguA/+TF+qc8DmQF/AdZ0DPnzkP2/fyzel4DJW2aJw1qGdXSHCC1AJCJi2+EX7x4cSNJEP0hBgzzQRCEFBkV9Qnr8z0fG0uhJ0463KzfLxMkiZstlvHHj58YzPp9Hex2O7BWtSgpKTlzJZkYAGCVcAPFMFKVrYoihIaHv/f8c889D5nM53PPH9FKiQLhtTWIojxd7nBe9Hk9RngPUZTUHBhNBsF1IANRFFU5njVPAPTnBld2Uv/+oxYsWHBPdIMG3/mg8cxvZrI2H+qf4LLu0imsaW6p8Y5LRUXrNY58CO+RFIWnDxqEzZ0795TH44nHcByjdTr/pKwsc3XFQwstbdi06WmOZd/1er0ikCUJgoidPn1apRCuUhwQBAy6H8eMHt35z/YI3nQADAs3d+7c2T6/fwJk0/0W90UQkiSQBg0aKDTNfD84feD99TiwqjXc/q67bpd5HgrKH+SgRy+GqVqQxWz+uE0DbkKTjmnOgOWLGo3GOIg/C4JgDHQlcqEI0jk+Pn6Cz+8HUFbHpu0j2Hzh4eGfJ/TpM7y+Meb77+/yRX5B/gNXAmCr1Qrb+l5JlrNdLpfR7XbjZZVaHEKSJHQ3uv/pp5/eu3zFiv+xLAvJYuCiv9CpCdp+/znEk5ubq5MV5Wuf338H0NOq7q1Kgo6+WVlZtbJE1WOOb8pLYT2zs7NjKxyOHOgCRZKkT5Zlo0YsHxi0mnF6Z6dOKtVncWEh8tp//nMLgG/KFb35B6VZwA1iYpCpL72E/Lh379XqyTXwQSRRukCQRENN6QcABgvy0MGDQ6E159atW0P8fv+PHq+nEUXRmNvlerKkpAR45+Nphtk/dfLku2sDEfh+3sKFT7E+37uQZa3NJGQWkwQRkZmZWbp79+52F/PyDoB8CPBp+AoLC45LkgSlP5X+ZkWBkinEZrNVuaEDQK2+RzBXNGQzR0ZFLcl6LG8AACAASURBVOn5wAPjv/56DZNfILghnFeNhUN7f6C9/PnkiRP3vvLKK0p2dvYIr8/3DuS9wDPBaLDZbMv3Hz8+mZblfDjPcB+DwfirJAodoL5XK/Fau3ZtXwVBXvX7/bfLsoQRBImYrdYUgeeHnD1z5hGfz0dp44R3BcpNxmgc5qqoWH41o+567sCbCoBhkmfOn9+GQtHDbrf7sloxmKzY2FjobMHrGabzTz/9dOhaJgqesXnr1sk+r3c8z/MhsiQhBEmCa7oEUZQxISEh286fP09UOBy5PMeZIG4KQIUoSre27dubOb9/s9vtrmp4EKTtCaFhYbsTHnmkT30B+N77719SVFj4lNZjuIYFVmPONEU19/v9zQVR3AoaNVhr0EfTYDDIZqvl0ZbNmq31+/1t/Sz7rcvlMoByweh0O9LS0lSqyunTp9+FYtiPWjwbCDr0DHOJpumOzz//fGF9xn09N+ENvBe6ZefOpu6ysp0cx8UH1HKt59llex8oAO/s0BGRFVllwLrlgr6Bq/IPv3VluEhC2rZrhzz7/Gg19gs1vMEKe9AUqKCGw1nV6w87nM4zOppO0ao+tBjq/3766UFN3mVnZ9/B8fzWioryCIqikcKCghGiLH8oSxI0HXgrY/z4MdWnGM7/e++9R7g9ntNAuAHWd6USTnE6g76rs6xs38svv4ys37hxusftVuOser0By8/LfZ3jRUgKq6rQACvVYDQVm0zGNWaTaazP51OBUMurCAZgyFGJbtBgao/u3efu3r3bWFZe7vD7fWrds2Ylq++P4xJFUXtxDOseIFFS/3nDpk0zvR7PhEBmNcowjKJjmH9fOH/+PY/XewxYEXGwhCnqP1lZWdO2bt3ahuX5l3iOS2VZv0SSlGIwGlclJyYOAeVg1dq1z/i93rchDlyt/ElNjjPo9Q1Gjx5deDVX/vXawjcdAM9bsGCj2+nsXeUeUbPrZCQiMgJhdDRitVmfSk5M/vAPgIXqloQJXLNu3U6B53uxLAtJAbAgWEhISM6vp09v93o8z8F3oB3aQkKGt2zW7LOCwkJB4HlRVhTVzQIxnYKC/CrtliApJGP8OHWj1nV84Crp0KnTy06HY6ooirUlYVUBcEJCwrkv9+x5r7io6HGO4/CzZ88hRqNBbU1YWlr6DmiOK1eufMzPskDKKlMUiYXYQ4b/+OOPn8C4IKPb63arGd1VGjBFbXphyhQg9Kiam+u1wf7q+yxfsULhOA7cffC+l/Vc1sYGghEA+LbbboO+pmqm+YuTJt2ygP/qxfubPl/bTz0feghJTElBigoKkPPnzkJi0WV1rwErU9Lr9QSCot+lDxx4//sffFCA43i4lniqZREn9u9/Z/B07NyzpyPv8/2vuLhYDA0NvXBg//5mKI5LEE6JadDAdv78+d81pgHCDdbvVxMNA6AH/AGfT548+TE4++s3beopcNxOoMUFy9Vqte749dSpQyzHQVKYmu8ScAVjIXZ7VFhYGCj7u4DFKwDA6hCDARjyZiIjIp588MEHPwMALi0rc/j9/mCqShV8SYJwpaen24PrczVLfsWKFWtEURogSiKgtoThOH5H+2aR3/14pJWrwrHH7/dBjTQSERGxwmazpTscDgmSVsHlHGK3t+/Zs+dh7V4bN27syQvCrtOnz6i5NMEyAP7faLLMzRg/Nquu8vuPbtGbCYChUHuIz+9fpvEeay9nNpuRkJAQCLpXmE2m+EceecT9RzUUWJD9+/cTeXl5vXx+7l1JEqJ5npclSSIKCgtVpo1Acfx748aNG7ll69Y9ZWVlXbROQ7DJSkouIV6vr0qT0jEMaLGp0RERG6Esqi6LA/V3O3bsGF5SWvoOaHm1lL0EW8Dn4N7LV6zay/PsPedzcyE7DJ67NGP8+JHwzP379zMX8vL2u12u5uBGAs1OlqS7Hn300X07d+4cevjI0Y+B8B0+YCWTBMFZQ0N7j3zqqW/+rI1Xl7n5o9fAGq9as+ZDURQeFzge4gWXZ64FHqBZLPHx8Qi0I/R5vcjECROA6OWPDuHW7/8fzgDsJ/BQPfPcc0jrtm1Vxj5wQwOVYuB8oUBwRdM60WgyvSsJwufJyck/QDvCU7+eFmiauoxJCkPRkqFDh0YETyXs7S1bttzr9fl2cBxHm0ymH0//euI9BcE/ZvR6r8jzbTIzMy9UeowvJ9wAjJQVBZosHEQRpBt0SmMYJpLj+R8DxD2oQW84PHBgWvv5ixcv8Hs8YyAmTdE0eNveKS8tVcsa77jjjgc4nt8V3Mmt2nJD7bAcER7e66GHHvp2y86dsazLdc7j8VS5oMFIMBoMR9PS0trVRI4BYweyIgRBPvF6vWkBdAdmMQDZO/IKCjq4Xa5lQBICobiGMQ0xDMd4m9U6rUEDfMHttz8I/X9hWOqc7tmzh3Z7PHvLy8tvP3cuB4zny4ZMU5RC6HTdMsaO/S5QLnVDd/BNAcC/JV7NPebzeVsF/h5IcUfVkiOKIn0xDWJaffXVV9ezeFq1+LKzs2lBFN/yeb1Dz5w9C2n56qSDVnVbq1bPSJJk83g9MyRJVi1n0Pbcbo/aFjCoIxJcrxAkuSgrI2N8XYEMAHjnzp1DSkpLPwguYK++kTUXNFjAEAvq1KlTPC8Ie0+dOhUBFnxERIQ3tmHDzgkJCUe1+Vy+YsUllmVD4B3NZvOxJo0bdy0uLk4pKy9/7/Tp0xpTjfoosPRNRuOf6n65oTs76OYbNqx7i+PFwX6/31ItPlZVSgZCslnz5ojRbEZkUUQyxo4FYfNnDfHWc/5BM6AB8BuzZisGk1EV/xcvXgRLWGVmAres0Wi8iOD484cPHNgO5xlil61btzaVVzgckCAUHJ+EqRn2+OPVlUc1r6VVq1YjJVl+EwAfx7DZ586dEyiafoEgiHUTs7JS4ZrQ0NBIluOO+v1+s9agJaCU3zNlypSfQVatWr36G7/fr1LZmkwmjqDpHokJCXtfe/31j2RZHgoVH4zB8GTWhAkfaUu1adOmHlcC4EqXOyY3bhTfskuXLud2ff1121p6n/+QnJR0/xUSoNCtW7daJUX5qqK8HNqvAjZIJpNpnyLLZwsKCweXl1cAuZAqx0iCLEIJ/HWP07mkNuKdlatWl5WVldqLiy+pv9M+ahMKne7nyRMn/inJqTcFAFcnu9AmA1zPwHYFKhxFkivT09NvVPs8dR7mLVgw0+f1ToAEK54X0CZNGgeaQ6sZflV0abDZ8/MLqhpHB2f9ISia/fJLL/WpazYdHIgffvih1+kzZ7YGU7jVBsD79u07q22qzZs39y4sKsouKChQwaJp06aQTBG2b9++crhm/caN4wWen+vz+dT309H02ri4uA8u5uVtAXY5+F1wHCQsPHzJcyNHPl9X5eFvJDPRTZs2RQmimO92uRQMx0FZQv1+nwRnGcMwAlzQd93zL0SUJYTAcWT8qFGqAnbrc2sG6jsDcKZARrz30UeIuzKBCIGG9j//+COcU4VjWUdoaGijXr16qTzF8AEZCAAMjVmgfCkYgMGL9cTw4WqMtfrZhO/Wb1z/hNfjex+8WTRFvX7x4kVws95DEsT0jIyMqTNmzdrI+v39A8YDyAgpLCLitbwLF14F8N+ybRtUiEzleV51TTM63eMnTpz4DGTItGnTNkiyDOEp5OX//KdqDPDcugAwjOmO9k0jb7+9c9mePXvuKS0r+07LbIZ7ApBaLJYfByQnV/HYX2m+s7OzzxQVFzUJtGuEphbgLieAox+SUtVsbGiVqNd/n5WV1bU2Obxm3bpXRUF4ITc3FwOaz6D5VkGcoKgUr8u14VryjOqzX24KAF6wYMHtHM8f0nriVmYRKkhoaAjQAYKmczYyIqLjrl27vDdiQmbOmnWJ53mwjih4NkVRbExMjA4KxmHzaxa5NrFAiFH9A7+DTFqjwZDudDpX13WcgY5L7fLy86GPsHpGaljAKhe0BsBatnbL22574/Svv06CTRMdHQ38xTtTU1KAvETNHFy9du1HXo9nKKjhOE5wkii+S5DkGIPBcOHEyZPfILI8RJQkVbumaFrR63Q9xowZA67oSjfAP+CjdbUC4cb6WSUmpoHd6XR2RHE8nfX77ykuLr6t0113ITo9WLwKrCHyzBNPqAfx1ufWDNR3BkAOgKvs4+XLkYL8fPX/aZJEftl/8PWQENv7vXv3Pl8dGGCPWq3WWIPRlAO1wsFxVOgm9MTwJ7Sqi+qcBejq1atJFMNe9ft9E3U6nTs0JPSu7/fu/RDDsLYIin4hS1JSoMJC9fjpdLofJ02cCCU32OrVq7uKkvRVIDNZsdvth6Kjou7r0KGD2vJw+vTpW0VRfFjHMD9lZWbeF5wJfTUAhmtB7kC8FgB4w5YtXQWW/TIYgCHFx2gwfJ+WllYrWGoKCsjUNWvWzPez7NhARzrVfgCPOkWSd17Iy3uNY9kElZ+aYconZmVBLL2mD7ii8bKKil1ej6fbhQsX1XrmoI/a3x3HsHi3232xrrK8vvukNmF/Lff5I79B586bt8rj8aQEgw/ES4DuEYQgjmEPpKWlfX29LTM4BEDS7fZ4KiAWAc9Xyb51uqeaN2260u3xQLE6ALOqGQLIVoIvqrotqmc1ghV6373tIrdv/29JXRcNDl56/3sjfzhckF9bkhB8r7mggy1gbdJfnfaaiOMYDv2BKYpUzBbrrEcefnhyQEuNQVD014qKCjDnQIOGdH7RYrG4+vXtGzJ9xowCnucj4DBC4gKKYZ+/OHUqZAz+Yz4wxz07dbKUSVI51IFTJNnk8OHD6sGaN29ez8LCwl0DBw9GUByHJBPEaDIhk8aPR/w+39XKR/4xc3TrRa7PDIBMgHMEsmDe4sVIaaVVpoSEhHBHDh5s5PV6S2rKD4E9ajabm5rM5lPBFrAWw+3eLZ6Jj79yU5nNW7d+5KgoH4bjBOzd+MLCwvWyorSDhC5VViGIrNPrnQaL5f6S/PwTXbp0aVThcOyHskboCKHT6UrT09NBFmhVQsr0mTO/FgXhPr3R+IKromK2JtfqYgFr8gz6mkPFxep16/qIPA8VHFUxbrCAaYr6fvDgwbUCMDxr48aND4iS9KYgCC2hVBDKswLJZApJEqjZaks5f/bstw6n84KiKDqwvG1Wa8tRo0bV1roQ2bBtQ3vWzR2EmHReXl5VZZQWM6Z1ukWTJ04cd312Ri2awI28+dXuDW3g8vPzB7Mc9zHP81UxDmgYAK7nAFnE3pSUlC5Xu9e1/DtservdPs7t8czSMgNNRvPECRPGzd68deurXrd7KstxgYxBQsnLu4iCq1ID4+BnQnOI1q1vQ+KaNLkj//z5I/VIwoIkA8zr84n1BWBNi54zd26B3++PiouLg/IHcKmid97RPHLt2u0lMEbQrO0hITmSJKqU2qAhhoaGuvsmJNjmLlgwRJGkZV6vFwPXjcViOTVh3LjWdXWhX8u8/xW/SUpIuC+/qOi/IBxDQkPf3Lpt22hQSF555ZU0j8ezMmnAAITW61UAtlityH+mTEGALUcrB/krxnzrmX/PGQCwa3Hbbchzo55H/BwLniUpKiLiE7vFMgKAqKa3CgBwO7PFekDLK6m8TlEwDEejo6KsdeGx37Bp087ysrLuJpPpzNlz57bxHJcRbCjoaDrV5/OtByDdtHnzd6WlpfeCxa7T6RSaYZ45dOCAyiqlnf95CxYc87hcLUwmU1OHw3GhvgAMBEJDH3sMff2NN37mWLYxThCQk1IlQ8PDw0HmfPfo4MHdgmWOVtIEF65es2aPLMtdOZYVwdzV6XTAZvhfjuPvFwVegiY2OE6gNE1VeL1eG3SMAze7xWr9pLSk5KnajCGY8+49ekwuzM9/tbyiAi8pUcVllfcBlCgFx++Ji47eV1d5Xt8d+5e7oGfNnn3S7/c307hBIdYK/XUJApfMZvPFw4cONYE4xfW2frWJmjFz5nFBEJrDgtMUdZYkyXaRkTF3Iaj0NcdxqruHpilUlOQZOWfPniEIwl5cXDyLJIiquQaNidHpTra/s92c0NCInfVJFNM23cfLoGpIJVatkws68HDVpTRr9uwffT7/nc2aNSWhNhjcx5AlSJJkm+Tk5NNwzao1a1YIPJ8G5QSBuItrQHKyHZSg8xcuzPT7fBPUMgMMk8wmU/To0aNLb9Sc13eT/pHrtYPcLyHhNMdxccDUQxCEu3nLlv+aP3/+sXkLFs0qKy3JeqDHA4gtNFSdfOiC9N6SJcixI0duAfAfmfz/h7+FIwxnsH9yMtK1W3cEI3Cw1mQCQdJatmy58WoAbLXZgASjCgTAMwfu0LjY2IjOnTuX1fb7gFEAyUohgiT9t7ioqGVRUbFabRu4n2yxWL4xm0yPDBs2jFu+cuWHoiAMrSQ7khWTyfxRakrKU8EuZjj/c+fNy2E5LpJnWUMwkNXFAoax0zQtPjp4MP3G9OlOnueB1OiyZDKQeTRNF1rM5t7PPffcEUga0xSA9Rs3zhAFYRTLsnowLCBl2WAw5AArV0pKyu51GzYMY/3+j8CihndAUcjtIJFz53IwcClLkiKFhtgMo0eP5muRZZVMeWtX/+z1+DoWFhaiHAeNMwJzhiCSTq//38TMzH/dKIPkLwNgeKF58+b9x89yL0HDZo2+DUo/bDYr1NhCf8wn+vXrt+yPlhzVpnFGR0ebCouKHRBHkGUFjY+PQ4xG42FJkkJ8Pl8khgJBksoXumLgwIGPwUaeO3dus6NHjpwKpsdUM+co6uw7770HisQ1fa4FgLVNMX369M2yLLdt1br1Io/bPQdoVWVFgTq+/xr0+oS9e/f67777brKsvPyowPPxKIYRkIlJU9QAiBmfPXs2lBeEXNbvV8sGrDbbp6Oee+6JfwoA90tImCUIAlgC2n4HAviSVq1bN42MbrDV63bde/sdd5CQxCYCxyxFITu/+AL5Ytu2qsS7a1rUWz/6fzcDIBecTifyyhtvICFhYWpeCMR/v9i+/dOM8eOH1ZZbAdZYVFRUD4qmdwZbYYAsVqsVY3S6Rg8//PDFKwGwBsJwbmfNnn3R6/NFAZUveLwIgsh/YerUWHhOx44dU90e90qOUxmpIO7rkiXp9v79+4Mf9rIY84yZM4twHOezMjNjq1uoV4sBq+5lmnYW5OfHen0+Ty0llqqCQNM6BMOx181G43smk6kdimGLJEmMEwRRBnWEpAg/huGbTEbj83369HFo49yanT3V7XK9qigKS5Hk/zhB+FUUhB45OTmNDUYTSpNE+7KysiO1WcEQetu4dWt3v8fzBfDFnzuXE6AIqdy6UIqqZ5jBEyZMWHUjcOgvAeCaWg3Cy0L8FaxfQeCB1nFjQp8+aTcKBNQxhId3EPz+n6HdIUFSWGxsQx5c4TiGAYCpcRObzfZVclJSD014L1iwIO7okSM5wZIFNhqGYeXvf/BBbUH/qwqiZZ98wkKPhHpawOp958ydu0hRlKeyMjP16zduhFT97nDw1Rpfklw3OD09Fe67ZsOGrjiC7HE6oWkJhDxxcE8fdFRU3H+prOwhnmXXgYsdYlChISFUQUGBVNdY9lVf8K+5QNVwEx555ATP803B+g0IKRm0aVmSUrr26AHlX4bY2FjirnvuQXhBAJ5O5Pjx48iSRYu02s2/ZvS3nvq3nAHIqn3n/Q8QTuBVRizo9L1+3XoktmEMVVvzEw2AoSmDLMvBfMrQaxcz6PV1AmBtwmbOnu3mWJaB/BWQYyRJnn9h6tTGZw7tCPvxaEmxIIA3t7Lnro6mrceOHXPXdNanvfaan2GYnzMzMi6L0dbRAoYE2sIfvv12aHiDBruAOOgqC6qYzRY0MjICCZB1oNA8wWAweqMiI1t17dr1Yk1EHV9/++1UgePeCs4qnz179q8+v78ZTpJpL06ZAm0Ma/3Au2zeuvWF0pJL04DjOi8v/7IKF2h9iCpyjNPpLLze8vAvAeAAaGzyer19VMYXKFwXRKRx40bqJBmNRkjbb9KnTx/oHXnV9lrXekpnzJ7dX+C4jVAyEB8fr1it1t08z98uy3I4dCMJCws7xhNErwEPP1ykJUPUBMCB5/s++PDDay4cXbFyldPv9xkgR6qG9wFeZ5QyGO745eefDwdvAnAhO93uYeXl5e9Mysoiv/zyyziH0/mz2+WCWAtG0TRnMhqH9e3bdxVstI+WLXsVRZAX1fRBWQaLF6jdXDhBTPv15Ml+giDcp2MYnCSILk6n8/vrveGuda2u8Xfo+PHjbzt+9OiRmhQbkiT33t+t252CINA6mkb7JiYiPr9fTbxyOhxqT2C73X7LCr7Gyf//9jMAOlBeG8bFIVlTpyJul0vNgPZ5PMiXu3YhZru9g6Ok5JeazhQAi8lqTQwPDVklipKqKAZKBMF1DFSLt/Xp0+fU1aoT4D5hYWH9Kyoq1sqKorp7MRz/BlEUAFA2Pr5RqSSJMfC9ynZls73dt0+f52tbq2mvvQZW8qYXX3jhMqa8ugKwxWJxDEhODp05axZUubStXlFSzZBB9HpGjgiPAAMIMZvNXgRVxjE0s+ann37yXMGKBQIjiFtXEZ3Mnj17IMtxn+M4fpQkiF5ZWVmXamP6gzFt2LDBLohiKQC/w+HAHA7oxPibK1pvMCzJmDBh7PXGoz8dgGGDGC2WFJEXVvE8pwo3iHxGRUWqiQAEdOkxmZ7TkgFu4CFGZ86cOc3PslNomi5q26ZNap8+fX6ACd6xe3evkkslT+sM+mkD+vU7ok16wG3e7PixY6eqjwtcQ+9/8MFvgeG6D1y10tatX1/idDptNQCwaq3CPJlMpnxREBJPnjx5QNuMAMAXioubCV7viTatWxug3+2KFSu6KAjydSDbEDIyUQxF2wwYMOAEbNTX33hDgQQDYBhT+wnLEAMy4edzckZApiHLsiSj0y2aNGnShKBNXfc3ukmuhPVK7NcPWlqmg7wJHhYIN73BgHS6+261ZhOSrVIHDkIkWaqs+ZYk5InHHkOiGzS4BcA3yXr+HYYBeyc5NRW5v1s3ld4UqCHPnTmLHDr0C9ThD500adKnNb0HWKoL33wzJcRm+0wQhOC9Cv1wUWto6B3ff/31Zcp3LffBoJMcx3FNKlnwdGyI3TYEJ4h1wK9vNlsqPamKIukY5kT6oEEaKF5m6MDZWbJkicHhdLr1BsPb48eOBfarqmvqCsBWq7UwOSmp4bxFi+73uVy7JEkClpHqceAqPgKG0UOZIETJvraYjRN69+79SwAI62yIgUzkeT7qUknJRZfLBcZLIYJhI+IbNgRe/BqT4MAVvW3nzjtc5eXfAbMYZEWr3otAZydQrPQMc9+4ceP2Xk8Q/lMBWIshaK0GoTQVJheaO4eFhSngbrBabXsGJCc/cKOC3vC8oHHs83q9HXQ0nT5p0qRVlXziKvUZBgtVfQza30c+84zC8zz0EdY4VSWT0fjunHnz6k1iod1z7bp1sFmiqgEwxJ9R4DKG78HVzTAMHh0VdXvXrl2PaL9955132nm83mWZGRnAEqOu6bbt24Ff+gUorodOTdB0IT09vcGGDRusLre74sxp6LmtYBaL+avo6Oju0H0F+iQXFBSs8Pl8z4F2jKHoh1OmTBlxI9fiRgvVB3v25FAU/R2jBrjow8LDkRatWqngy/r9SJ++CYjOYFQPHUUQyKinn0YYhrnRQ7x1/3/ADGg8AOXl5cichQtV5Q5CPHqGUa3fkpIS0Wa3bxw9alSNYTUA4HeWLn1Mr9O9X60pi8IwDBoWGnrXf//73/1XazW4cMmSjmpYzedTW5jGNGhQSlJ0KMexKh+6VmIDZY0YinYGCsyapl/LyhYl+YAtxD7wznbtNnTo0KGqd3hdAdhisZwdkJzcAu7XrHnz73Jzc/8F8xL8URUVHIfuS2oCZOOmTfv3feSRLTVRU9Zxq6Dr1q8/7vV6W545cxbBMVSmdTqMIMklmRMmjAKArg2Ily9fvpoXhFSQD+pvA1SVsL52u/2H692y8E8FYJi8ufPn/9vv870MbFPwd6hZi4lRrQwVbBidrkVSUlKttVt1XIBaL9MWdfnKlat5jkspLy8HnuT4jIwMSHC4KvkEbLxxo0c/y4si0L+hFEVBPHHlm2+99ei1jE0bz8ZNm86Vl5fHBgGw2p0Dw/FxBEEkcn5/V4hPgv5AkhQWYrf1PH369HeCLH+qSPIjsiJD2dScwAFVreqVq1Z9w7IsMMxAjS80Af/eaDR2RhQFLS0tLXa6XMAvW4yhaM/IyMhlGI7fIQjC6QsXLrbAcQwOsEjT9DuZGRljA+9WZy30Wubiev4G1mn+/Pm6Hdu3+2qxFJBmLVogEZGRqsUrCiLSsVNHJLZRo0oApihk7owZyIXcXDWRprYEkus55lv3+vvOgFbq43I6kfc+/ljNJYB9Q5EksmbVakjsAZpaburkySrbSw2MVtjCN99MtVssn4uSFMwJr1rAZput695vv/3uCm5YlSVrxsyZ+zmOa0eSJA7EPFpya8CKVP8OMre0tAQRRHHX5IkTH6wNgCMbNBhaXlb2QVlR0UhRkhoqKDpn8eLFKg9/wG3bnReEL6EZQ00hHjAYgAI3ZcCAdpWGzQe2nTv2llV/Hk3R34+bMKHH2bNnDS4EQY798IOjvqEvzbW9dsOGEQLPT+NYNhQG6fV68UuXSgBIVYWEpulDiKIkZWVl5dRkYG3fvj3U4/VCbXAky7I4ZJJrIAxlsYzBcF1bFv5pABwQiLeJsnLU76tszQUmfmxsrKopQmG1xWrN6JeQsOh6mvjVFht94403Wuj0+j2hISERoigCxzRGEmSW1Wp9+6GHHvLWVQRkZmb29LjdI3CCyH7rrbeghuh3NHF1uZcGwOs3bDjrcDigTKZKPYQelogip7Rq1Wpzfn7+PJ/f/5ggCKaiwkI0NzfXLwoCbCjGZg8pf+WVl0OCxwD37datm72ktBQ2UzSk/8O8qptIp9sny/J9uRcuHIP2huHh4RV2GBaCngAAIABJREFUu90OXYBAaPi83lPFJSXRGIoaCYIAGtDJWVlZc/5O7miYi8WLF1PZW7eywRnrAQ+I2vf37n/9CzEYjeoyAcBGREQgne+7D5FkGcEJAtn/00/IJx99pCYH3gLguuzm/7/XaPLsX/fei6Q/9pga1oB95HW5kB3btwO5Dyh1Ms0wfWKionbVZoF9vGyZBAqhxgpBkqRI4PhbgwYNGn+12V24cPF0j9c9CZrZgAIZHRWlyL9l/leBcWlpmdrxy2g0KDiGjXW73W9VB7xAouxkr8/3Qu65c8DVaINjwjDM5xzPb+nYseMBi9U6x+PxqBSXtSi5AMD7UgYMuAfuFx0dje/ft48PsFipPwGQNhqN3y1avLgbWKbHjh1TrgV8d+zYEenxOF7mBWUElIFVKjkY7/P58MLCQhLYxQLnHHqCA6/1qIrK7nGXGV0gN1avXv2gJMtfCIKglJaVoy6nQ5WLlcYPiV5Pzvw/FYC1VoOQVQ4bNjw8XGWMAU0FXH0njh8nbkTNrwZMixYt6uvz+zcriuKLjo6G2jJVsOI4oeh09KHUlJQ7tYbOV9vsGnD+ATeJ+oggAD7icDhaBVvAauxXlofl5uZ+Chtl375dlm++OXz88KFfonGc0GIZUGLgf2/pUgju/O6zZsOGbiLH7VFpPhUFXGMoSRBVrqePPv64DMMwkyzL6poASOt0OjQvN/cDVhCehDkyGo2yxWx+ecSIEdOuVdG42nzeqH/v26fPaZ7n44EyNhhEIVO1S/duiKrkBABYR9PIgLQ0xOV2q7E7YGMbMWzYLTf0jVqcf8h9NesX9tSSpUvBsgQ+YhXwjh06pLoyAQDA0MAJ4vMpkybVyjQXXA1B4IRCEPiy9PT04Vc6d+C+Bu/dq9OmqYlI8CFJcn9MTEy7gDu7sh1QoEQKGheAVacgiGRgGOfEiROryDG0JdGoMc+eOZMD76V9ADAlScS7dOuufqXSbiqKFiK7TFEN5nlWc3+MRubkiROVbdgCn2AArq9s0a6HLlJuj6ektLTEAnYG1ASHhYU7+iYk2Ddt2XLwwL59bVWav6APhNhQFP1p6pQpnWvahps2b97vdDrBcsdzcqA0qZL5ED7Xs2XhnwXA6LyFCxNZnw/KXFBosqDXM0hUVBQCTaT1BoPPbDK17d27d+4NqLVSeT/3/vjj2ziKpnM8bwANE9YjPDwCYRidOgYMx1CG0TtRHH8+NTn58z8KrHWVLdpzVq9evdfj9d4VbAEDO6bZxDybkpL+Liz+zJkzzad//RVKoABsqxIZ4N+aNG0ayfP8ZRSYsEG/+uqr2MKiovPQarGyCTeiMIw+NyTa3oNz8Z+UlZXdCyALBymgecOfosVsHn/27NkKnCA+A6o2vV7vx3B8WuaECTPq+m5/9XXw/snJya1Zn++XQMijKgGDZVmiR69elT3KAokWMN70Rx9FPN5KR0hkVBTy5JBKWRmckPFXv9et5998MwB7CLwpi95+GykuLlYHCA0YNm/YoGbWB4Q3cBT/PGnixFqJHYL4AAAgeD3DmGqzCjW369KlS1u63J7vvB63LdDpXoqNi7uoKEq8xq4HfXQVBPRKTHU/OxwuFYRBDpIU9b9JWVl3a/HhAFijEyZMuM3jdh+EFq1VPI0Igni9XqRHrwcRHEdVli7gTvD7fMcFURgUnF8F4Gq1WP6bnJzcHazboqIiw9EjR5zgeaziugyygOsDwJrc3LBp01y3ywUNdFTlA8KYFE2vpggiKzEx8eKq1as3FBcX94dQowai2ntiGK7oGN3yrIyModUTzM6cOUMdPnLkjNPpjAY6iNzc81Vy4nq2LPwzAFiNR86eU9lqsDJWoLYYVAU+tPAjKWphWkoKMDFd1xijmtofFtZQ8XNzBZFPDtBIqhnFoATExDTwKrK83GyxPAaZbypXKsPgBEkus5hMY3v16gUhCXU/3qgjr226lStX7vb5/d2CARiA0BYSMim5f//5q1evxn7auzfJ7fWu0uLn2pigDyZF033uu+++y1xbe/fubVDhcGwqL6/ooCiyCAcJfqMlmwWEgoKhqFJYfAmLjAjX3FSixWqdlJKcPG/u3LmTJFl+yefzMUajUaF0uuFjRo365EbNxw24L9qnT5/hOIqOEEUxDkNRL06SpW6ns/CBBx9MBHedBsDQML3nQw+qiTPgPjQZjciMadPUVnKBebsBw7t1y3/CDICV2DshAXmod284YKqwtpjNrs8//dQny3KYWm6JINA0wDdlyhRT9XfW5IAGwGCd4igqPP744/oa5keV2++++y4RFxeX9evpM6+Xl1eGVqGiMyw8rNSgN0RXhmoVYBOCxOMSFEXsoigGQLgUgZaqEBsFt6pBr398zJgx2rlGMzMz9RXl5QWgRwTGXjUMAOAHH34YvJa8LMmbbTbrKFEUp5SUlo6GzmLahVBeoaPpXY8++ujDIIuh38ul4uJvBUHoBJUXKjE9iipGk2n5ggULQNNVseIq+0GV39u2bWvt9ng+EUWxPSRRqmyEDOOhaPrtxH79JsPfgVWrffv2o/1+/7wTJ09Wct0HKdvwLKgQwSmqu6O09NvqTF9btmx61uX2qrk+4LIvKSnV2s9et5aFNxyAA7GE8R6PZ6YkyzjwPAP4Qlo3hqKiyWwuG5CcHHm9D6GWDbxw0aJSh8Nh1yZecxfBpmzTps3xpMTE1lu2b3/E53Zv9Xg8QKihHhQoy9HRdNs+ffocu96KQfC7BgHwNj/L9g5OZlAB2GqdlJSUNB9c4x6nM7kmAIZSIpPB8MzdnTt/FBxb2pad/XNpSUnHyOgo1ONn/8X7fN9yLAtaDhwSyDqUdDoGP59z/lMEVYY2aNBAa7uoAvCRQ4cWBBoWvO5n2clAY0nTNLTraxwXF3fhRvGjXu+9UNP95s+fH+90uaDOvOqfdTTta9a8ub5R06bqd2oj9e+/R1YtX65m6t+KA/8ZK/P3fAaA0sI330IUvDJhj6ZpKTwkdPqqFctblJWXp1YpeSgqhYWF9S4sLPyyusAHOfPhRx8BAEmKIqtAOXzY79sQgsz49ttvW5aVlx+HlqLQ01azZkNDQ783GAyqV0vNzEZRkaJpfHB6OrZ8+fITgig2C3RGUjweDwoJSuAehzyHqVOmQI9hDMb17NNPp/KiuLqm1YB3TRowQNGbTAl9e/fOfvfdd8nYuLhlBQUFkD18ebkfgmwZNmxYv2Drduzo0Uc9XtUYw0iSdL7z7rvWuli/2jXrN2/uT+H4xpJLlyCGqFZ5GAwG3Gi1dkp46KH92nVgdUdERETnnD9/oay8AoFYboCWM/i1REavL52YmRlVk1K0ZevWTSUlJb1JkiKKiooQv78yp/N6tSy8oQAciCO0EETxOGTKwcTYrFbZbLGANqTGGi1mfY+fftr/dX0D71c6poEEnMacIJ7yeT3wjr+rOwsJCUXCw8O2DExLUzfHqg0bmpEo+oXP640XBQFah4BLmkMUdPGgQWkTIZO4LlnS9RUf2mZZtWrVZq/P90h1C9hus72VmJg4/moATOt0SxYvXjwa7rd9+3aTrCjZDofjHookOYqi+icmJu5esWrFi6yfm6aNEQ64JIqDCoqLZUSWV8fExFwGwCnJyfO1a2fMmvWawPOTQavV6/X7szIz/5SG1fWdzytcX7XX1f2xZMlzroqKBaAUBlxXsMDrGsbGprRu0xaREAVCE4jAcUrmuHHQpPw6DuXWrf4pM6CRb0RFN0CmvvwfBLKgIf6royghOiIi/LPPPhvtcrtfAU8LvLPas5emD03Myroz2NpbtGgRTRBEC5KiDwGPMcSRDXpGBWANFDVZsWnTpiVHjh590lFRQUHnLgBugiAgy3J4i5YtH6uoqOgCrG/wPZQbUST5UN++fXfB36Fjks/rfbwyrouikCyWl3dRNYgsFsu6cWPHQlc65Jmnnz4jiiIwI10mO7V169uvV2z//oOAulK1NO/s2HFVaUlJYjAAw/MkWVz/5PAn1Xtqn5EjR4aTGPYIQZJ6UZbXLFq06Kq881XvvmXLGqfDMSCQyAUxckyvN+ziOW7YoEGDCmsyltauW3fW5/PFnjuXQ1xuAFeOCCxjiqbnZ2VkZAT/Hp65efPmJrwgnHa5nGojm/Pnc9FAVvR1aVl4QwEYVnjGjBlPcxy3BEZPURTXoEEMLYpq3ZfM6HTZaWlp/ergdqjveUVnzZmz2Of1PlsD+bcaz2vevDnEaOYlJSVlwqRXlQNt3rzU7XI9GeiCo7pn9Hr9IVEQHk1NTT0BA7meFrG2sT797LNNgsD3C46hgGYXEhKyvH+/fsOuBMDqmDBszfvvv5+2Y8cOg8fn+8Dn9aVSFAlJXGMHDRq0ePv27bMqHI4saDChakKwmxRFMhgM/ory8se9Pt+6kJAQwFcMQRTJbLFOHJCUNF9zV8+ZM0ePEuR+n9vVHMOhKF33+vjx41+6nnNR30W+1uvh9Ze88853FeXld2s1lzStk31eT2Kz5s1nNG3evBWt06nxEKvFgkzNylJZjTRX17U+99bv/pkzACD2+BNPIHd26qQ175BD7fYjsTEx7d988804l9udA7kvgbdXy2H0DBPidDq1chv0tddeG6IgyCfgIdQ+NE0BL3m/rKysLbBnN2zZ0sdVXr68tKzMeOLYMbQxcJcH3K9ul0tiWdbQs1evvaWlpbcDEKqeMbN5TlL//pNBxmoybtOWLbPcLmcWPKsyiUpGLlzIU61oPcN0yTlzpgknCB8CN0ANKwbjz39v6dKG2r/B2DZu2rSrvLy8azAAQ+kjz3Nrn3ryqbRq9wlWhq8oT7U4d3Z29sMOp3OzIACvAZxMiPfSEkkRc9JS0qbUZkHD91u2bHnC4XS+73A6lLJS6GdxWbMLtXkNTdM+i9nc9tlnn70sD0md982bn/K4XO8Ax74kyyiEpLQ48h9tWXijARiZM2/erx6XK16WZVeTJk0oSZbBlFA5QlNTUqoW8XodTXA7lFRUdPF7PLuhxV7wfbWaOKC6jImJkY0WS9+osLBdHTt2/G3XIwi6ccuWBALDNpeUXFJzGgAITSYTYbNaH+/Vq9cndXGX1Pd9Pl62bI2iKAOqu6AjIiL+2+eRR3pcBYBlRFHWffDRR2nr1q3dxnL8w9BFQqenn0rql/TB8uXLT4qS1BRix0B2QlE6hedZde1JkkZIkjh/YP/++NZt2lRZwBB7PnTggOqChuu0d379jTf8wNRjMBgIkmHuGjdq1P/q+65/5fXae0yfMcPL8/xl8TWb1Ro+ZsyYkh07d0mRDaIxyFEAl/uXO3YqWzdvUmNPt9zQf+Xq3VzP1sg3CvLzkaXLlqmla2BN0RQF1tGHjePiRsCIZ8+Z86vX44EmKJByr9b30xTVY9y4cXs0BXf+woVvuhyOEVAhor0l7DXI0mf9vrwWLVpcJEjyXz6fD7kIPckDphwAaEV5OZQOIi1btVrUMDZ2tMvlgr0KMtadmpJiC5ZX2v/v2LHj8UslJR9LogjZS9DeT+11Dvv99KlTxyRJal3TbAPjn9lk2jZ3/vzEYOV767Zt+4qLi9tdDsAEIgr8qieeeGLQtaxcldW7efP7giA86XG7gcAaXNxSSEgIJihK5+S+fX+6khGg3WPFihXlgD1FRcWE11uZiK2dZ+1PmIMXpk6FuasqKa2qUlE59su6g4EEzTbUTHICR4x/sGXhDQNgcNkuXbq0VVl5BdT9lsXFxVMYjgH4qq5ngqKGpCQlrbxad4/6LJw2cbPnzt3v83qBFQrcxpfdAoRqkyZNVEF6z912XdOmvau3qlJ/sHv37raXSktXi4LQTNMEobUWoqBfWK3mJ3v37n1Vt0l9xv7hhx8uI0hyaHCNHAB/ZGTkoUd69+50NQtYQZTN/fonXvT7/SPhva0Wy3Sapt+7VFKyluf5O8CyBc3bbrfvwlD0Wa/Ptysn53yjwoJ81W0GB/n+rl01jRpcV16b1TqgR48eancW+MBmtIeGZvp9vhksy0IN8okpkyffdiMUkvrMXX2uhXcICQkx+lnWqZZmqQ4NFGL/3IsvvKByeW/bvn15XHx8ulpOIsvQ3Fwe+9xzwLFblSlen2feuvafOQOaQh8VHY1MfPFFhK9sBapS6obb7bF2u71AJceYMeMFluNe0bxx0HeboemxkydPXqJlKc+aM2ccx7JzgD6yOqkFWLnx8fECSZKEyWh86eixY0/JstwQlGzoWQ285fDc+EaNkNi4ONij4OSSDQYDOzAtrbLQvdon4F4d7HK5PoPO9gDCcI+ysjLkyKFfqsrzqv8uAMDvmSyW54PDhuvWr89zOBwRwQAM7naD0fh+SnLy0/XZATA2uH7r1q0tMBz/pLS0tENgXsBVrpAEccBisaT27t37fF0St+B+hw/v1J856z0JWc15eXkYJOFq0KBZsyAfDUbj8+PHjtXWRQNq4Ipu5mfZU0DvCwID4sFq69c/2LLwhgEwjHzGzJnvIyia2qCy5paAXQHt7kxG4+rk5OTB9VmUulwLEz13/vyhfp/vI23Bgn8HrguDQQ+EC6JBr9+ZkpKSUJv7OxBLpdxu92pBFPpB9xCYLChsD3AyDxk0aNA3cP/r4Yb95JNP3kUxDDJ1q9YEANhutx9J7N+/w9UAmNHrhQd69FD7AVut1o9RilrgLC1Z5/ezjeBdwL1ktdk/75eQ8BgMecyYMd0qysu/IklS3VAQE7q/SxdExzCBkgngnjafat+uXbumTZtepqTMmjt3h9/r7aEWtOt0b44fP35MXdbnZrgGADgiIqKN2+M5FOi4gimyLBjN5gMZ48f/C+b53nvvjQyNjPxVQRCYDIyhaWXsqFGq2/6WBXwzrOJfPwbNauJYFnlt5kzEZLGomfOyJEkR4eFbYqKikgNyATjne8qKsjPAzQ4FpYLRZDqcMWFCJ41VCkI8oiTtlySpeXXZBR16WrZskYciyL/Pnj0briDoTIgTAzDnXQCmtsoS1/jGjZG4uDg1xBYIL9UKwHB9pXt2Qz+X278RSCfg79BP9+TJU0jehQuqNV8TABsY5lFrSMiaYAD+9LPP/KIo0sHKA/ArxDSInv3AAw9MquuKacr8xs2bn/J6PEs1Gl4QvTiOYXabfUlCQsKo+paJBlzJQ/1e70cQDgBrvzpBDygXBEFgRru92einnz5XTa5Dx6SxjoqKOZBJDiXBOTk5CkESKA6Khl5/TS0LbygAL1y06KTNZmsCfRYDLEwqC0loSIjtu+++q7H9VV0Xqvp1sCCRkZGxgijmVJSXg3rzu+QBsGYaN26scqvqaLpN3759j18JPLVFBndNaVnZx9U5mWmd7t3kxMSR9d0M1ccObnOKpqd7vd5MSHnX/h0A2GqzXRyQlNQYrqmtDAmuB+Ds0rUr/LkWR9FFCIp+G3Chg3ULceyZqSkpEAtSD17Ws8+GeRSlWBAEtT4YvgcruGv37iqLj0pQgmESThCXHh08OFo7GMHzXF5eLoMW3rJFCzo1NVW4HorIta5/XX8H77FgwYLuoiR9CW0o1cwKWRb0BsPCrMzMiZrQPHXq6LNeEXsLkUQ14/HwwYOFS995JwoYhm6BcF1n+599HewDk9mMzFu8GLie1ViinmEgs7df47i4LfD2cF5iYmLCysrLiziWrZJL4O68vW1btXmK5ob++uuvW+/55pvdfq83AoBd/UjSA42aNcvR6/X5Ho+ni6wou4HnGZTms6d/vcxSrS8Aa+PrePfdfZwV5ZsDLQqBEx4puXQJ+fmnn1SipOqfNm3bNho3blxu8Hn/4MMP1c5qwQAMyn1UZOTUBx54YGYdZQNwNtAFhYXnRFEAGi+1dhmUCb1ej0eEh7ft3r370WuVt3D2v/jii8UFhYXPQBgtP7/gsraDVUQbZvPuzPHje1V33YNy3rxFSxGaCMF7gny+cOECAXITqiQIHLc5HA5XfRKKbwQAo6NGjbpflqRXIyMiSuObNO1CEHgYDNJssczv07v3hGudwCsdZ5iseQsWvOdyuYYHmlBXXa7RxEGWLzBuGfT6UcnJyW/XcVOoh6ht27adUBxf4XQ4Gmm/gyQHiiYP6nX6Z/r163cw8MCr1bH97jUAXO12+/Si4uLMoGQNlRADx3DnsGGPh14NgIH8vX9y8p78Cxd2UxQFLi/oBarGm3QMPUISpE/T0tJ47dCFh4frjxw+7AbNVzs0oKDYQ0KQDh07ICyrbjJVCw6x219KSEh4LchbgC5cuPABl9u9S5YkxWK1OswmU8vhw4dfV7f8jRLfr732Wqoky7+VWCiKTDHMiCkTJ36kJaukpqaG64zGQrfbrVoGEZGR7PDBg6GHMn2LlONGrczf574gU7weD/LUs88ibdu3V5UyqKc3Ggxo00aNjC+//LI/SBCjM2fP/h/HsneAExDeEmr39QwzsqKi4oNg/vaRI0du4jkWElMhyUjR63SJ3Xv23J2TkyN5vN5TAs83hMLe0kuXEI/HfZmdERcfj8B/dXFBV5/platXb+Q5rq8oigGOfhx68qogHAwS8J6d7703XDvrGkhB+VQgnFhlNtM0rdhDQsa7HI43r1ayCPdZv359GoKiM7weT0NJTQatNApMZvNPMoo+c+TAgaP1AbcadhO6Ojs7VHK5LnEcJzudLqy0tKq2V7sckszkWjifocIEkuqO+LxePYbjWElJidfldusZnQ5FMOyhKRMn7qpPUvF1BWCYRHClnD937ns/y7YB6whcquEREdDtaE5WVlbWjYgXBqyazj6//7tA9rI6mZpGA+4Cm80KrlnZaDTuTxkw4K76jgOuz87OjvB6Pe+zHN87EBdW2ydZLBYvy/MjSAzblJqaytYV2LUVB4C/r0uXl4qLil4KBmA1PRFFkeHDhuFXAWAI+hT16/vwG26fsBhAFTRkiqIEHMOmDBw4ELKZ1SkJzIva8WnXzp2iFsfSxgLg0uq221QWKDjI8D2UOOgZJuHw4cPbg4XFwkWL1rhcrgEA3JBRnpmZmVWfzfcXiVtwCf7Hz7L/DsTk1Ex3mqL6ZGRkZAevybOjRr1eUlY2EeqfGZ0OeXfJEt/Rw4f1Nbnm/qJ3ufXYv2AG4MzAHoBkzjdmz1aZ0+A7mqblELt9SERoKHRWq+IYhvMdFRPTo6So6AvoQFaV9EOSm16YMgX67KoWFZydkSNHbhF4HkJjKne0XqcbOGf+/HXzFy5c7vN40kRJwjiWQ4oKCzR+YvXIcRyPdO3WTU0EC8gfiL+eSUtJaXE1WQfjGzPkbuNn28+cMJvN0KClCkQhpHVw/35EEEB3V8udxPeWLq3qLga/7X333cYTly45tXi2tiQMwyg2q/UxiqJWde/eXaxpqeD37dq1s+EkOdHr8WRBXoZ2LnU6nUr0ERcX++R9990HmVP1Nm6qPxPmYs+ePc2LiosO8rygg7aDNVU3gKGGMUx8xqhRF6qXJq1dt24Bx3GjwVuJY5g/Pz/fx3J8iNFk/F0p09W253UFYHjY6NGjl3Is+0QwW5OiKILZbD40f8ECoFr8w5MY/FLa5nrzrbd+Li0t7VSTexAyCRs2jFE73ISHhbU0m83nqmU+X22eNEBXs+PWrFsHTe3/DVl5ciXHMLhfULPZ/ENSYuK9/9fedUBXUW3tmbllbi9pEEB6FSz0p6KCClISEumW/4kCCQQSktBU7Iq00BJKQASf+p70XqwIFmwgWFBEek27vUy5U/61T2biJaTcNAh4Z60sNJlyzj7n7L6/DahVlWl8wR8E4WqNjEwqyM9fFuyChg0HHzxz+rSiY8eOeHkuaNBUoYkA1KpK2q8YExNDcIFA34SEhM/Lo3lqamoe5fdD15Crgj1QaN/7oYcwiAcV8wUMypUcI0eMiAkW4ijBZO5cAVzzer2eUKtUiQ0bNoTSsjJ7boZE5Dq+CXlKlizZ5nE6B6CsVFEEKFTCbDJ1unTp0h+lNeyTZ8443R6PAcqVaL+/YFp6eozJbA67oet4nerr64Nxn9OnTMFat2mDsQDliuN8ZETEmWZNmrQpT+DNnT/fw9A0eKYUkIhlNpv/zExP7xh8f8qECVsZhgELGEBvBC1JjmzYuPFhmmFOg3IM4ZDTp07SmIhpZBqBAIHzD2VLAEENvweEJ53J1O3HgwePhGI1whgmpaQss9ntEx7pBzCTxSwBlGv45oEvvoD+xnDOfStycwEKFykMwWAXYIwEu6B1Op2o02ofj42N3VKa38pzPnny45hDh52nfT6vHmLZMniIVqdTWiMj/93v4Yffr0yBqM5eWbdu3Vo2wD0NfPvUqVNlyXYAQfpfamrq6LL45+YtW/I8bnck8H/AlS4oLDzt9/lav/zSS1WSqVW6uaKJykRKTkqyBwIBSzB2KAhgnVb7Xs6yZeNqWwCDBhUVFTXe6XTmgHZ5rcaDoY5LBIGLWp3uxZHDh79VnQULtoxgQ2/dufNhv8fzGcRQIcNYqi2DerIrBr1+Snx8/AbpsFaqcMAm1huNI1xO538ZhrmqRg6++8zo0cqNGzdipQUwHA5Ixuh5z30IWxv+H5REqzWiQEEQQwcPHvyNNO5rxgDrNTk19Sc/RUFD7muyLQiFAruvVy/pneCKJkSTyfwHqVbfM2DAAI8ct8rOzh7gp6jd0B+ZJMlLz82Y0awm9L0ezy5ctMjmcbstkv9OVCqhw4k+xmaz2YLdhkDMIpvjncv5V54BjwcoOAtmz75y7ty52OBs9esx5vA36gcF4ExLELrYnIULEWAGAKyDu1Wn0SxY+847M8oQeEhYzZ0//yvK779P4o3Aufk777jDHB8fX9Iyc3pqahNKENb7KQpAdBa2atNmqVKt/s3tdGoUSiVARnb5/dixLziOMwNoD8DrNm3eHGvTpo2MVw4eHcxstabFDxy4NFSqIX6QlvaR1+vtA6VQd919NwBzlCRkKpVq7Nhvv2J+rzc9e+nSJfJ7oRECSZIdzl+4AEmH2loWAAAgAElEQVSN8OuSemewIhs2ajTUoNXuKi2AgW937tJljt/vT2YZ1iCIxTwU+LRKpXaqVaqHhw0bdqQuhC+88/Dhw9rzF89/7nS4ukNS1aVLl4I8CsWzgxg2qdUmT0lPXx0soSVvaFeH0/mjnEMDHg+Xy8XzojjOZbej5jmh0L7WBPArr7yitNtsuymKekSOc8gDAAGsNxhez87OnlXLAhhfsGBBkwDHnZdaUF01Z0g1j41tCHFfwRoRka/A8Y6DBg1y1sYY5I2xa/fufXa7vbfEkCHDEZC+cEEUZ+u12sWhlCuBANZqtb09Xu+nUN4TZMUjjbJ5s2bRhYWFju+++647Q1EHaIZRAxOAbj3/uvdeWUgiIWsymc4ZzOanH3344S8rStGHA+B1u7NcbndaWQIY3h8ZGYnd1bmzKLv1gdHodLr5w4cPD85qxN+aM+cDQNSCZwxG4y6VQjEiLS0NfFaVKh+hbNLaukcqQVK53G66WFkpvgiC4F968cWrIPTg90CXPLu9HUvRh+wOO2CFE4X5Bfkvv/B8A7PFEi5Jqq2FuUneI1u/IPTmLlwI6Eko8xkw5A16vYuwH2rx3s5jZSaXAr+Yl5W1lAsEJpSgYuE49Jed4XG5FgUzbNinBoOhGfSsnTN37hqGYcAKg7P3ztQpU8aNGzsWNa9HzVpMZqxbjx4ocRIuBUEIKrVm/5/Hf+9blc5yML7MjIz/eDweVJ3CsqyiW/fuGOxzWdlUqZRYVGTU9AEDBsyX+R/wLp3ZfLfH4fgReFfQUkJ/d6xhgwa9CIL4QXZBw5naunVrK14Q5gUCgcHQFlRWSCDea7VaNwyOjx9VF3lCpbYZvmvXri4er/cQTdMCRVEE9P4liGKQDrl5hsFgOONxu9uWRcsrf+2J/upn/wGGptuBEaYmSVthfv77p0+fPmk2m1eEIoRrTQCnpaX1YRlmX3BWbfCEtTrdxKVLl66oTaYMm2BJTs58p8MxBaleQS2jgIAQo4mOjkatsjrefru6a9eugLxfa0IBNh+4Wzdu3PwixwfekMtapHmLVqv1UsLgwU0ra3Eob2K33Y42cbAAhubZTRo36nDgwIG/XnvtNTF90qQHBRzfRyiUeI+ePVBfW+l+KLwnDHp94/79+1+pjKfBBrcXFY1mWHaVjAZV+hkQvB06dizuWiUJLJPJBMXV4x977LFVkpBCbvmcpUuP2W22NkoIqCoUQ1+YMWNLZWO43n8HOhcVFXX0eH1HaJoqTvLAcV6n1+/NzMgYXNbeADqNT03NvnjhwkTwCpiNRnfGpEkFLMsWA0aHr38MBYCnwJm4u3NnbNz4CRjFgCe4ONfEoCPHtmvdbk15/AX23rnLl7txNH2QZdkST51arfY//9xz16Qaw/2XLl16gmaYd6GTmVKp9M584QXoyYuNefZZxMNQU4QBAwDUvYQHNGjQ4NSggQPbhVIfW9bCZaal9eExLJNl2TiHw4GBEI6KjpaatBQD0+j1hiOJCQld4GxAaMxisfQqstm+CPbeAVlk3lVUVHRS7uh04MCBO/Ly8496vV5IEZJZpajTQZtU/OkhQ4bXCdBRWXOF8Xfr0SPV7XItCAQCCshkh6YLMv8tBkJRov7pmZmZ10Dvyvx/0+bNO44cORp/7vQphtRoSPBAqEnyoezs7C8qOxy1JoBTJ07c6/P7+wZjGcvURUiJGDbk7TVrtlY2oFD/Dlb2giVLegVoen9w3FROvILFh6YP4BowWyzvDY6LeybUd1f1PuRO6dy5vyCKa10uF3Q+QXSVSq9Ei9X6SvygQW+Wp9WBG0etVne6eOnST4B0E+zGkbVIs9n8486dO3nQqj744IPZvCA893c/YwXEom2RVmunuLg4wFqrVMmAsRiNxnv/+P132VIuc9qQcv/wI31PYzjWUmqHCZnVtrZtolrv3FlcSgbvskZHd/e53d+BAqbT6Yp0Wm2PwsLCC6FogVWld3XvhwPjcDgm2Oz2JZBYJQtga1RUZmFe3tKyxgr77HxeXnsCw44VFRWhWL9Wrf55/Lhx7VQqVUkcrrpjCj9381AAGDIw17eysiAeKreyFI16PR5ltVoXL15cYQkKGAxz5827xLJsjOR1EjVaLW7U61vl5+efLY06N3vOnMtwLzQagI496ZMmHYCzDRYwWLz33X8/Go+kCPMajUahMRju/vnQoV+ree4AdxoHRX/9pk3pHMtmwTxpwLjU63UyPC9kCSuVykM92ygePe+JBkS5oTa7/cPSAhg0824dmsZ27N47f+/eveoAz3/gcjqG8TxCCpFczoRAqtVQZvVUfDGqFZrO9dwV69ev3++nqPsVCgVx8eLFEm+CLIiBB2Oi+PBzzz2HkMtKjy1p3Dg7TdMmtVoNjSEgbwfCAGdyV65sXZkLvcYCGJgvR1HdCh2O78rBDkW1vyq1Oi47O3tPKMIhVOLPmTfvO4am5Yzmq7KeoeQIxX21unMWs6n9gAHXIF6F+plQ7kMxnl27drV0ezwfcBzXA+IKMoPXaLWEUqn8XK/TjZN6Hl+1yUAAMwzTvLCo6IS0ycuMo+zcuVPR/vbbXyVwfLrP50P7A5IligqLsD27dok6vS6f1Gjbb9y4ETISK7xgY+zatUu7besWHyRuBJvdwQ/CYSNVqukPPPRQmsfjaSKBUUCs20Wq1W2GDBlS3AcNw/Cly5c/53Q43oK6PZVK9eVzM2Y8VNk4ruffYc7zFy5cEWCYpGDAE7PJ1NDhcFzVSzl4XPDc5fz81XaHY3SA40BxwbIXLHD8/uuvVqXEAK/nPMLfujEUAMS45156CWvRqlUx5jPEftVqIdoa9UR0dMTGypq1wD5asGDBAo/HkyY1iEcZ+Aq1OmHGlCk75HO0du1a0uXx7HW7XNBUAdPp9SunZGSkwPNwz+in/y20at0aa9qsudw+FAQx7/f53kpKSnqlpjwWvrNx40YVJ4jfB1j6rgAb4Dw+n9cKZSQCtCmGWC24utV/mQyGYUq1+mFbUdGi0gmkwBPu6NRJn5eX19Xr861lWbZFsIyALG+lUvlFTHT043369Cm6EasK8qt79+7NKZr+we12Q9c8/MKFiyU6AKoSgSRUg+Gc2WDokpSU5C5N39RJk371+Xzt8CAYUaiJ1up0C5YsWSJjC5Q5vRoLYHirlLknp9OX/hASwBqttteiRYsO1nRzwMuBaHqT6TGOZTdJPX5lLRD9GxMTA3FfBHmp1+kGDh48eO/1WFzZwt26fft6v883IsCyUEgOlhbQGdqQQZrfA3FxcV8Fa0Zgmd3f2RCx9+v8AhkIQh6vnEkYHx+//n/r1u3jAlxvnkdoWdAJBHe7PSXt8sBNbLVaX1+/ceOroWqRsjurPPqg+L1e/3Pffv1e9vn9e6BMAMYO8aeGDRouHzhw4CQ5IQveMW/+fJ6iKBwEk5okh/nc7q3V1MZrdclker/xxhtbeUEAHFtgoLySINiZM2eW1XP1mu+fu3Dhss3hiAHYvgirFZualobg6IAZh3Gia3W56s3LZI8a8Jk77rwTS05NRZCTcIEHqnGTJj/GRkWFXNY4e/bsxwRR3CLnVQAIjMVimTt58uSSxiZvzp49HBfFDRzHcVar9VhaairA6iJeDeWD3//wA9e1axdUelRcKYGJPp+f+OXnn55euXJ1rfbq3rJ1q93pdJrUalLh9XrySZJs8PdeF8XYhrE4zTC5Pp8vubQnEo4YxwtvWC2Wl9xuN0huVIIFpANr0WyxpMcPGrQEvAG1CUlcnc2zbt26IWwgsJnnOJHjefzs2XOAkV/ijobGEjiOb575wgvDSyvnk9PS1nm93seCBTAYISRJyhnj5Q6pVgRwclISADroy7GikADWKZXtjFFRJ2vKjCXXKRRqn5WxfIMhxUiNFottCKVsqKfvlmZNC5/o1i0ZatCui1tDZvSbNm2KZwOBDTRNqyS3vFxTi+kNhveHJCY+LQts+Pepp55SffX11xAAhhKekqxkUCR4UcyItFhG5+Xn34mB8APkKw2J/f77H/jBr75CVrDkLkEgsAad7sE7Onf+NhRaJyclOQKBgLGM0EHJpgE3V6vWrRu0aNUq0+/zzgBoPBQfUShEjUb93G+//Z4l1wcvXLiwUYDjoFDdpDcYFASOd5g6derx6hyK2nxGXpe5c+d+T9F0N2AGABuoNxrPTZ86tVVlriJgEhfz81M8bvcS5GoTRYymKCwzLQ2Vf8lXGCWrNlftxr5L5iuwpnqDActavBhzulwljEQHda5Wa78VOTn7QjlrUsVGMygp8vl8SCBBJhWp0diemzEjBhkWERGtCI773ufzWeDc6bTauydPnvwrKLnwd8gnWbd+fQFFUVAKpAC2plSq6COHDk0xWSyrX3vtteJsrFq44Ez873//66Im1WsYhr0DeNO5s2d/b9W69Z0Qfy7e6yBRS8TINfJEUs5LmrmABW2xWApYnh82atiwr2vDIKuFqeIbNmxQKVWqXW63+2Fwj0PDhsLCouDMaEgq8ysVijumTp16Vh63VE3yttfn+3ewAIYxgZdAo9Hsylm6FIzTMuVPjQQwbAiHzTbRT1GLysqklQgjaLVaQhDFptHR0ZdC2aiVEXTevHmLKZoG/OGrxg/7uXnzZhCfgTjkpcdHjWpa2bvq6u+Si7cdThAfQnuwYqsReXoFgsBxSLUHcIvExMSDsiBe++67cmruVaVI8Axk2RW3DoM2XCosLy//8K7t27sA0pU8B4lhQHnDp3s++ujRiuYmC5yUCRPO0zTdqCIBDK4irUYzZuHixe/u2rPnYFFhYc/itoUY0Nlr0Ovvi4uL+w2p4xDnmj9/Js9xrwOoiNFk+tjtdA6EuNL1UoLKmrc83wWLFp1zu92NAS0NAOu1Wu03M6ZPf6AyASy9Ez9+4sRpH003JXDAIyIwp8OBvfnyyxgkaIWvW5MCgEfz4muvIiEs1cfCXhYiI6JW3dao4cSqCpE5c+bY2EAAdSkCigGWsNlsvj01NfX43Hnz9tE03Ru1LNTrMzPT0xfL52bLli2RDMv+xTCMWao0EQ0Gg09JkomJcXH7qjqOUFZLDlX9+ttv7vNnz+KQPAWZ0V27dwc3HFi0EMu9qv5X4gMlSbHyuMAtazKb9+OiODohIQF6CV8XoyiUecr3fLhu3RmaopoqlCriSt4VaMTyd1IWhglqkvRYLZZmycnJbhl4ZOKECVNphplXxneQ7MNwvENOTs6fZc232gJY3jwTxo8Xgt3A5U22fYcOhqlTp/prQnQ5kxDn+e9AAwteaLDKmjRpjJISoBuJRqdL5hhmzY0EhZCZ+rr16z/ieb6fXCoAvydwnDOaTNCzc35iQsJ0mEtZeKrBc4TOGwqlUtGqZcsBb7z++hiB569qdB3kBhU+/vTTCiWCPLbJqam/ebze9hUJYBiDTq9fHRERkdytWzeNw+ny8TyAaIFCgYlmswVXKZXRhw4dssuW8OIlSz53Ohy91CSpJNXqOVOmTHmhKgehru59a/ZsDjIe5fezLLdx1puvl+5XWubnYb4HvvpqQ1R09DA2EEAHE8pQTvzxB7YkKwuVbMhX2BKuqxWs+/cGu52h1G/E448jZLjmzVtgfoZGWn+jxo0xgudjo6OjC6viPgVlu2Hjxv+2FRSs5gUB7UMActCQ5FytXv+X0+GAPrw8JAS98PzzIOBQlQH8u3v37qX5BfkpYGhICZ5w7oaPGjVqc034aigUHTtmTAGGYRGyoaVQKD7pP3DgXQ6HIxLHcQRGVNogKtbHi8dvNBohLLU8cfDgidXN0A5lnDW5B5WDGo2PshQFljBo2Ni5c+eCcouK9QWNVjtpxrRpy2Wajx07dqQoCOvKUfwDJqPxrUVLlkA3rGsUjmoLYFTGYrd3C7Ds9+WVHkkDQmD/76xZc1WfxaoSSl7IeVlZ3/p9PkDUQlmsxTjPAhYVFQk1sODREU1G07phw4Y9eSMtLnl+0rixbTt2jKH8fkAJgxRAWWsEjRq032/PnT37tNVq/UUQRW3pbigSOgwSviaj8amEhIT/xg0cCKUwVtj8ZdCSM5lMazZs2jS+ooMJYxszZkxXpUJxADqZVCSEcYLYuHr16hHwzM6dOwezgcA2GScZmjboDIbdw4cOTZAVszezsporef40dICBhK2Ot9/e+NChQ3RteECqunekfYLn5ORE2R0OiLOjfQOF9mqSnDM1M3NmKAxMAg9YT2o0Qxo3aUJwxTWgqDRj/+efY++tWYOEcDgeXJ0Vqj/PwPqBsty6bRusz0MPIxhGOexy192dMa1OK0ZZrffHxMRUJ6cFX7lypbLIZnNzHAeQjigbWBTFkziOtwZXF1QRWC2WO8eOHYtyQuBMrV+/fnKA4xbKyYOQHGkymbawDPPkiBEjoJ95nVmT8P30tLTPfH7/g7IABmsWJ4gZvfv0eYXjAnrgwWVdMH6AsrVGRcUPevTRXSF6mm7oZti4efMsr8fzPIwV8mpACEODChlYSafT0WqV6n673Y5QxsaMGZOIiWJ5FT6QaEZ37NQpNjU1FQEYBU+u2gIYXpKakjLaT9MAYF/RBb5zjwRfVhPC4tnZ2XEut3u7LKBkTRWIA1nPsFN1Oh3gFreNi4uDDV1nm7KKE0HBkn379rUrLCrazrJsm+AsXFEUcIVCVUgz9HekSlWA4fhIURShNhA9Bz/A5FVKZb9hw4btmz59eoOjP/105e86umtHA66yVm3aaLKzs0v3Oy59M54xceLtPEGs9fv9XSVhVVKnKPXKJZQKxbLlubmp8sPbduxY5na5xsuQoxCrNppMrw8aMAASwJAr+u233x5us9ne53heoTcYCmOioto99dRTnrpkFuWtCwjPBg0ajLU7HMvlumeS1AganXZEowYNtoXiKYF33Ner1wcXL158/O67u5xSqJUtAxyUluOYTqPB1v33A+zAF/uRQA4L4SqekHpyO1J2CQJ1Fxs+chTGMIDuVMwmYZ2h+9H9vXu/3yAi4t/VESbyM3Pnz/+J9vvvxIpDISXuWlAKFQTxwowZM0o6CO385JM2fqcT4sKAfoV4gl6v/2PE8OGdrgfZYN+7nc4pHq93tiyAgddqtNqfly9f3vl/69Yfpyl/66sUeLCEMMxDKBS7Iq3WpGC0r+sx5up+A9Zn7969UQGe/9lhtzeEZQeshStX8oL7B0OC78EZ06f3gvvTUlIeDgjCp+UZoqCsaEjy5eylS68Boqq2AIYPZ2ZkrHO5XFdlf13D3XGcNxmNuxcsWgSZp9USiLABzGZzrFKlugjF4cHMDeIzAMMGWiqk4put1scOff/97htlaVW08HLh9rbt27fbbEXxZXRMBHXYhuG4lechgbr40uv1gVEjR+qkJAwxbdKkZ06cOLESvFflfA+0LkKt0dyxZcuWY5XRXWYKGRkZHTmWzfVT1H0yw9HpdF9bTabM12bNOiR/S75/x86dXxUWFvaSYDhRjWyXzm0bbtq0F0p6kOIwd968rRRFoQz50q6b6h6S6jwHY179zjsf51258hC4/mQXsdViiWnYsKE9VAH8r3vu+YCiqMfz8/JaPNKv3xnZMvLTFGa1WLCF8+djx379FWnMMg2rM97wMzeGAsBbgOHGDR6MRcfElPCav5V9lRgdFflQ//79UU1udUc5a9asDRzPl2TUovdDxYHRuGdqZibwVJR01atXL6PD6XT6fF5IdkLCV61W400aN26an59/OZR9W90xys/BODwOx4Mev39fMIKcQqHgdSTZr0vPnqCIQzisdD4K1qply6Z6vT6vOtj7NR13dZ+X+dv7H3wAKICQFEs4nU7cbneg9oXAO9RqNW+2WMZNSE5+LyMj4180RX1dngCGjGi1Wn0kd+XK7qWVtmoLYJjcpEmTLvh9vgals7+CJw4uVq1G87IlIuKt6gpFGPTChQsX+3y+idAfUn4/uD0aNmyAIBlhw2p1ugOjRozoU13CX6/nYD6rVq26Snj26xGjP/CL+2OCIHqo1erzRoPxSiDAHhIE4RxFUZ+eOHHiF6AfPJuYkPA+TVEjKxLAkCGkVir7btu1q9xmDMHzlV3HktAoYSzy70szG/j9vn37mjqczp+9Ho8BSnOkfqhQA9xpyJAhJ+CetWvXgtv3Z5/PFw2xLlKn6ztl8mTIfgwJK7U212TuvHlFLMtGSLWMPEEQzIszZ17b8LT8j+IfffLJIo/bPVlnMnU36vX3nPrrr2wAkW/UuBHWqFEjDCcI7O3cXOznI0dKQBJqcw7hd9UtBSCfBSBY4xISZGzlkg/KLkiNRuNoFBt79759+6qVVAqK+OX8/ETK59sQjIqFPFok2fLFoCzbjZs3b/d7vYNknHvwrmj1+mcfGzz43bqlxN9vl/nV9999B960q9gGQ9Psw337HhUxrKfMOyC5ETSXiMjI75s1bRrXuXNn5/Uaay19B/z+2LZt2173+nwzwVsJ8y4oKEAtGqVgN2r1qtTpOlw+flzwc9yfFQhgqPdmG8bG6kpDWtZIAI959lm5603pJgjI+gGLSK/TbVycnQ3ColoXLP6iRYu6UjT9Y3C9JWhiFosFi4iIQB2ATCaTz2wy9fzqq6+OV1fQV2uA1XwoWOBBacH999/f3sOyTOKAAaeD62rLEoihCmAlQQzcsWfPR1XV1MsTuqWnCvdt2LChN8fz+yDWC/8PG9ditX7cxWJJbN67NyqYnDNnTh9BxD7nuICg0Wp/nTFtGqprrOq4qklqVDeu0+n0bCDgltHDoP7SYDL9NCUj454QxoHidju2bTvKsmw7AFnR6/WTnhk7drjT6byPIAglMG7Yiy1bt0YYwfPfegs7f+4c6sAVdkdXd+Wu73PAXxo2bIhNmfEcduSnw9eA8weNBuK0hEqpjAoCogl5sLD3c3Jy1B6fz8kFAmQQch52W5Mm2tGjR6Nzs33nzhdoigKIW8SnCRyH87N35IgR8bIyEPJHa+HGcWPHenme1wS7mqXOaYAVQBTnjik4kiRB4J42mc1f9O/X7/kbEXKq6XRl/rR+/YcH/X66Bxh+IIShPrgYQqA4j0Sj1e7Mv3JlNOX32yrKhYJQnk6rfc0aGTkrWD7VSABPTEmBEpbbwMSGtHx50gqFQgUxQa1ON3nu3Lk51SWGTISsRYsPet0uYJRXuYSaFzefRq83W0xjhz42dM3NuNgwfsm9DP+JoMzKo5mM4VyRCxo0UKi9VisU92/ZufObEARMdZcIxXo/27dvXkF+fgYAuCNGQRCiSq1e/8SoUY/LceyFixbt8Pt8A4vXyvLepIkTx9TluIInBDSLjo5uDQ3NAXgdAQIIQkCn1y+ZNnVqhUg18nviBw36i2XZ5uB1AEulQWws1n/AAKQRo0WT4njger67SxcsukEDLD0lBSvIzw+7o6u9u67Pg7B2kDMBytLiZctQ/1un82+jLZjvyJm9YORFRUZNSUhIWFQdngPnZvGSJe+6nM7Hg9tiqpTKuyZPnnzs2LFjiiNHjzI8xyEwH7g/JibmaNygQZ2vp/Iq7W2kLE9OSzvp8XialyGAHa3btFmhwPEPT5w48WdycjIkhd30F/CNrl27diAUit8KCwuRgQH75OTJU5hSWeyIBa+eTqsd/efx4+9VVg2E43jh6nfegZauJVeNBPCrU6ZE2Vj2HhVBtGADgVjoTa9SqS4EeP73Vq1aHcrIyLhcEyYLBDBZrU9QPt+7UHcqW2ZwYJo1A16IkhcEq9VaZDIaW/Xp0wdqk6odl7lZdszKlStV27duzed53iShyFw1dFCIlEoltDi0bNiw4RrotFqeJ4pLrduw4UuaolBSgpQ0xhgNhtHBbRnnZWX9TPn9nUiSJBQE0Wfq1Kk1iqOFOg+EVW219gpw3AG/zwfI9chjo9Zoxjw/fTokEVa4ZxITEx8OMAy0nkRmOwC2jxg1SjSZTTiCIZDccrAv4Ue2hAENLDcnBzv222/BmL3hXsKhLtx1uk92O8985VUMdq8oCOIvR4+i5Bu4IMQF2ckykpPkoQIDo+jxkSMBGapK3hwEJgT7kWE+ZRmmpOk2KHY6rXZUixYtjqjU6p9sRUVaKfArwF6CntVxcXFl1pPWJank+U0YP/5bhmGg53pwiSP0RHXd1aVLrM1mC0gu1mCvz03Nj2HuW7ZvH+rzeACZDLmivV4fBo0bCAWBcEhUKtXlM6dOqURRjAT7o7y1AKWtw+0dDV6vl5Kt4BoJYHlhgt2p8HE5gaCGrmBw08R6fT4ALy+pxYK4b4MGMZCYhPo/k6Ta81B3a+vcD74P7uVal/uxPrwbTxw8eCZN069KTbAhngwbHYUEVCqVu2Xz5sOyly/fX5lwqY3JoOzg++5r6PF6f3S5XJA5iMqsICMdx7COx44dOw4HM2f58r5et3tngGVxg9F4Acew7hkZGY6aKGmhjv/N2bOH8oHAJul+hMGrIckBmZmZH1X2joEDBnzHBQJdoeQL9mKXrl2hTSOCoCyr3he8MtAg3U9RiHkvnDcPO/XXX+Hs6MoIfR3/LnssULlRmzbYi6+/jtlstuKyA2QRKzHa78cYhnb/efz4XrPZ3IOm6aaSIYAqLiDR0elwaFJTUyurNCiZmcwz586ff5SmKATQI1vYCHNYr3+7VYsWFqfLNao4uRHD1GoSMxnJIXFxQ7Zdj7NS3jJMSE7ezAYCCcFIfXAvKonS63v1uPfeH65HUth13CZInMGW2LFz51a73T4Y1gtCq0U2O+Z2OVGYAtZJEISC82fPaHCcgJySsjAYBHDTC6LYMjIy8lytCOC6JARMdElOzutOh+NFSaijz+n1BoT1zPMcplQoRZVK+Z9Ro0bVWaejupxjDd+Np6enNzt76lQOGwgMEgTBqSHJb6xW6wdr33tvfQ3fXa3Ht23b9ghF09DTGGm9giDwZrP5wrChQ1vC/8OaLliwYILX51sGjIQkyc3PzZgBmaByuVW1vhvCQ/ibb745gQFZdyMAACAASURBVON5+C4MRNDp9QRYFJcuXfqjPEURFAtbfn7v02fPfgrlVsCYoc53+MiRqG1Z8L6UBbs0b7znPfegZu3wTHR0NDbnjTexX34+ChjlwQhBIQw9fEttUiA4Hg/hg67du2OTp0zBimw2QKRC6yVAKRL06tVoFB3ati0xUg4ePNj/0uXLa/x+X0NoUK9Wq+YNHzasSjFOOANLly17x+V0/huy8SFkIee2wDyjoqIxo9EA/X7Rd6EdnsVi+Tg+Lm5QbdKhqu+S0fqSxo1z8jwPSFwlYUejyaRS4vjwnvfeu/UWFMAoPIi60P33fwIXYHlBFAF4BNUHSwo4SshSq1SPn/zrr/8BVC1g6JeiMfR4VugxLEYdEVFiLNbIAq7qIoZ6f1CrQUjukZsZIMANiPtKHkPof3usRfPm93Tt2pW6kZphqPOqi/uC3V+wUeAbVWnEXYtjQglYW7Ztm+nzel+X65yhrtFiNn8QHx+P6ibnrlplUlPUca/HE6VWqQRzZOSj48eOrVNXtBRv+9DldA5B8TbUq1QB9eKRLpfLWZGnZtCAAdAveSy8A1ySo554EiM1atmLjfQKWYGA2Dtox0ajiWjTvh3GSx1zgC46rRbbtnkz+pHBOsoQ4LW4HOFXlaaAXEoEVgskDw0dMQLr278/RjMMCFx0OwhfQJzTajSEEmcHtG7d8TMIc8Gzcl/vQ4c+NQuCWdujR4/8qniYYA9lZWU9yAsC9M4Fi+gHnCAgN+JNUPAkHHsUa5QVOjVJHnry8cdDbvZQl6sO40pLSzNyDPOoQqmEMSm1Gs1llud/ys7O/rwuv32j3w1zBwAir8+7jWGKE06h+uHcuXMC5BuDUq/RaC5wHNfz4rlzDyhVqn4YjkOyqQHH8VOQqEqS5P7Fixf/FDyXeimAYYDz5s//mqKoe/920WDYbbdBi8FiACzQOFRK5QPD6g+g943eI/Xm+zt37frMZrP1AXcdKEYKQgGdRR4fNWrUBhgktEH89dixCyzDWNRqNWE0GBqnpqZeqQozq+pkFy9ZcsbhdN4GGNCI0QoC/dqrr2oreA+yyhPi43+jKKqdQqFQQmx38GOPYVLPZvSoDNwAXiiS1NgxDNtzV5cumwgc30HRtMADhnexiwoJ4c8++QTbumlTuESpqgtYw/uDLV+I+T45+mnsgQd7Yx6PpySMIFm+qIbeYjYPbRIbu7UsxV7CYQbXsVwFUunogI8tWrTIyonij5TXe5tKrRYNJlM8xvNHnC7XFRzDiWbNm+McV2I4AdKVw2I2P1DPKjskL32xkhCUoHZTx3orXcDiG6DqYxNF04kyABHDMOyVvDwVMDq1Wg15Aa9lTJ78WumwrPz+WkXCCnHQVboNrLiYmJhHHC7Xx2BBwMEByzciwoqZzWa04FAAbjSZNicOHgxxkn/CwleJhjfyZhlspJS7BpB7cKVCce+QIUO+hfEtXLhwFhsIPE/TNB5htb6Xmpo6ui7WUvYQvDlrlgglSHABdKZWp9ubmZExuLJv9u/XD4XZQfFr3bYt1vNf/0IwhZBQAXvRYDAW1wf6/S2nTZt2RhLKisOHDxPmiAjW4/WCy0ohuzfhmfNnz2JvvPwyAnoIBja4ket2q39bTpCDrPS333sP+vgia1e+ANMb3M4qlUrRqFGjAdkLF35SwxyW0oaOOGfu3I0MwwyFPanVaKb7/f4F8I15WVlnIqzW5jKyHexJaKWKY1jiqFGjtt/qa3OzzE/mJbv37PkzPz+/FSSjwZq53W7ObrcrBVHkTcWljSF7LOqVBSzFCJsKonhKqn1D5i7EzSDuC5wQLqPR+NfwYcPaVzX78GZZ6Jt9nJK7pi8bCHws40VDBZlWoz3dvTXR9fBpzDt8+HBh7vys7QxNxUEcDJpnZE6evLoygVhV2oBCUFBQ0Mrldh+H7kwgAIHRWqOiMgvz8paWx2RhDtMmT+746x9//Bqs6fd5+GEkOCF+eOH8eezEn39ifp8PMxmNybffcQe0g4O6OPyVV17Bn01O7hxgmL1Olyta7pYEB06hVGL2wkJs7qxZqLcsZLjK1nS4iUNVV7j8+2WrF2jq83qxTnfdhaWkpiLBCwJXZn4lbmetFrwxI9/Ozd1ci8IX5T7krl79oNNm28txnApgWVmttv0Mqbn7+//97+d8gOstiJLHSKEQWJb9slXLlv369OkDWmPYyKi9bVGjN4GB2LNnz3tsNvvXHM+hdYHOpk6H3e10uXSgwBkNhkapqalFofCyeiWAYTLzFyyY4/f5oDsQiikC1KQc94WDRJKkqDcahyXExQH4dXhj1mg71enD+Nbt2+d43e6p0OAa1hP6Y6pUqv1PPP74w/D/ixcvbsuw7HHK7+cMRmPB1ClTGte2UgUCuKio6HGXy/UfhmUR8D38mIzGhg6HAyAzy0TkKl1vLccPwfqF52VrWqfTFXtllMq3d+3enRRMUZhLUVFRWx7Hd+Xl57cWiuFFkRIABNHr9VjWnDnYn8ePo2xp2UoLC+Ga70t5veBfSHKKT0xE6FZut1tuKYg+AsJXAX1b1SRBasjHmt922/ZQGGcVRgj7PMZPUXkA1KBSq90Gna6txKCxLVu2DPP5/euhxE1uzAAu8vz8fMxiNtd5aKYK8wjf+jcF8J27d7/isNtfBFAeFGZTKHGPx+202R0ag173XUZ6+kOh7KN6I4CBUdrt9k4ut+coTReDG4DruVmz2zAIdoOwhazaRrGxK/v3758ayuTCO+bGUUAWpJs2bdrn9ngQPKiMoWo0md6KHzToFfjdgkWLTtAU1UIQBNAcW6Snp5+rzbWFcYC7m2HZ51iWBSWAJzUaasa0acaKqFOWAC4NBCPPCQlkQfjw088+e6L0O2U6nLtw4Xu3x9ONk7KppWewqMhIbM+OHVjusmWoxZ3skg4L4ertXdnqlQUvxN+Xvf02Bu0jQRCXvkCRslostKOoyLRz506+Ni1fyasB5ZTv2u32x6E1p4YkZ2dmZs6Ev3322WfdaYb5QQZ5gN8B0MPp06eLwxtG84IpGZOn1eZ5qB5Vw08FU0DG5F+3fj3PsiyUiCMBBWvG8bz34oULhgYxMS3Gjx9/obI8gXojgGEC0GqQ9vu7Q8wMLN9iqEkrYkpyXMRsMt02cODAS2Hr96Y4FPi2bdua8IJwyOVyQZE60hYRhqpC0Xv48OFfLluxYqrT7pgNzgy9Xv8fp9M5rraYoCz8shYsgE4y3cDCEAC9xGw+MyUzs01F1jYcMmdR0cDjJ07sKKPP6TXEF0Vx/SeffTaqvFXJy8vT+xnmFUKpnGKz2eQWdMgSVqtUWH5BAeop7HG7ESKTxLzDoB0hbvNgwQuPuJxOLHHYMGxAXFwJLeVXyVi+vCDgDRs0AGk35O3ly3+VG4iE+MlKb0PK35IlY2m/fyUIf4PR+Inb6RzYsWNHvGXLluSfJ078xLJM2+LEa1S/jyxfyNAOBDgREwXc5/MlLlq0CPZg2NtXKcWv3w2wtrt27YpkGGYNx/NxNEVBm1mEhw/1vjTL9j/6zTe/L1y+/EJFo6oXAlhqFdfDZrMdFKQUfOhs1KhRI4UsfNVqNWcyGhPj4uL2hjXC67fRavol2KgbN258IMBx+2W8aHBumEwmm9Vi6XH27FnL5StXjsI6K5VKhmUYXW0xQvj2smXL2jhdruN8sRsc3LyCVqv9Zsb06Q9UJIDlvw149FGK53nolVzmWZFgDAWDXj8hKAZcloBGGeF2p3N8gc32Jk1RZmjTKCdnAXfVajTY+2vXYF/uP4Dc06UgEGu6FLfs88GxXoZhsMioKGxscjLWvGVLzO/1YTggFgVdkEeiVqlEa0TEZxaDYbROp8urA56C//XXX+rt27f/6fP7G2u1WqgT7Zienn4CtuH69es/Yli2r5xNC5bvpYsXsb9OwJ9Rlj7612Aw5JMazUMLFiz4/ZZdwJt0YnJ98LZt22ZQNPMSyzJ6yIo+ferUwYL8/CYGgwHv2KlTh6SkJIDQKlOBqhcCGOg/e84cXyAQ0MHGCwQ4rGXLlgLky8iWgNGg3zNixMhBtR0jvEnX/qYaNqzZ7r17X3U5nTMBL1qOdUZFRX2TMHhwrzfefFMUeB6BYxj0+hZ5eXnna8sKDt5XQDQQakqVauPM558fUQkR5TKk3RRF9QcYwhILSsJ9lvYmoCDhH3/6abHZGsIFdaQxjTqeLSgstED8EUqVQBBDPBJiymABTU1NRZnXYBXJZyDslr6auMGlRcA38vPysDFJSdhjw0dg+fl5JRjc8lNAX3jGoNdjLM28e2enjs/UFT8B5tywceN/2woLV8P3dXr9QpfD8RzU6O/cvXuyx+1axLKBEoQ/iqLorw4c0IDiVfqC3wGC0tKlS1GWffiqXxSAtTYYDM3Onj172mG3YyaTCYN4PwhdtVp9fPmKFeX2bb7hAhjhPUdG3sEzzFGKokA5DTSIiXFpdbpodMAwjFeTZECn1bZNSEi4WAeaav1azVt4NB+uX7+foen7pTpKEDACw7Kv2G22fwcCgWYsy6pZhnl8zpw562thnfE5WVn3KzDsAMMwJeAGKpUaM5lN8yckJ88I4Rt4QkJCE5WSWO33UY8AOpHEsAFwA6wUXKlU5lsiInq///77J0J4H1pdyHfo27ev0U/TY30UNQ9QtWQwYQCXxhUK5JP84rPPsI3r1qEqALCQ5MSif7ogDha8QAtonADIY08+/TSm1+kwRkqUCz5KYH4ocBxBkMbExCRGWiw7ZGCNujpy8+bPP8IwzB2w3yMjInqmpKQcWrduXS9BFL+UvUGQkW80mbxOn6/n4YMHj8NeLSvkoSHJU6RW22fBggVhHlhXC1aD945PSvqLDQRaBivq4OlQKpW4jiQHL8zO3lUWf7jhAhg2W1ZW1gSf379MEATWYjY7I6OiY6AgvTi7jMCNBuO/ExMTPwiVwdWAjuFH64gCoGj17t07orCo6IjX620E/YpRGaYoYL/9+uuXDoejuyAIWrVa7bdYre3mzZtXkzg/yqCfmJLykSiK/YKnpFKrMIvRNKTTXXftqAJsHp6WktL7r5Mnh1M0HWE0GPKVSuW3LZo1+2NhTs7P1bSi0Bjzipy9Gdq3wOv33ckyDAHg+38Dd+gwv9eLrX1nNWroAOVaIPiDBVAdLVe9fW1wrBcy0mNjY7GnRj+NtW3fAXO5XFdlOCOfX7G3QgDks5iYmC9+/Pbb+Pj4eMjyrLOYKuz1Vq1aaS9fueIFgQqK5t133WXS6XTRTpfrB4/bHSl3OILsd5VS+ciwYcP2jU9OPslxXItycg4AIOR4+w4d7ktPT3eFeWH92aKw3l63O8vldqdBc5yrFD9R5DUajVMQxdtXrFhRWC+BOOZnZZ1wOl1tmjVr6tVotAa+uL4KGBFPKJXc/z35pKaaTK7+rFJ4JIgCgBfNsOynFy9eFI7+dJiAcINOB/jIf8fpNBrNnmXLl9co3JCamvoGQ9MvyDG2YPK379ChpdfrLQFED2VpJIARCMwhxg3/f+zYMbGmrnJ5Xzu83kx7UdECp8sF1jUBdargloZ/AYDG63ZjLz33HGoYAMmJJX2Ng9zhoczjZrwnWOiCJwBc9KCMTHv+eazTnXeiBDagVVkXVE40btJEQXsKxzRv3n7NoUOHVN26davTdnmo+1ZMTNcARf3g83oDOp3OM3369Mgt27Z97bDb75NL4dRqNR/ToMGiRx56CMousamZmS+53O6XSzNxeV6Av6xWqxWtWrc2TJ061R8WwvVjN8sVExRNrypv7VQq1abclSsB9/6q64ZawMDErly58oDb690TGxvLqZRKvQxCDskyBoPBrtVoOsTFxdnCm61+bLaajgIEzubNmzNOnzmz4JejR1GHoFIaI7gJWVKpHLBk2bL9VV13OR5z6uTJoyzLGksnT4EF2ahxY8UNwssuk3wSbB3hcDg6+Fn2Rb/PN9zn94Oli7KlpVpVTEVqsCsXzmO7tm/HDn7zDWY0GlHG9K0ijGUXe2kiyVa/2+XCWrRqiQ0bMRJr2749okvpjlSy1QuJfgB+T+D4R1ZT1NSICMMf0l6qM8s3eNxZWVmJFE1vhRoVg8HwjdFk+oRUq1+T+BtsSwGap4waNeoBGbhFFMUHr1y+/LnMA8vYLBBKEUiS/GlFbm4POQmopmcy/HzNKCDDjB777TdbWW+CRVOpVL6OnTq1LA3QcUMF8Pz58/Vqksy2WKzP8jwopcXDAQPAaDRewBSKSUMTEnbXjDzhp+sZBVBy09q1a7d+sW9fAsTkymI0UKokYljE8uXLnVUQwvj48eOjMVHMZ1mWL9W3FD4jKAjCsWr16qh66lFBbmmHxzPI43a/jOqGOQ7ogGLYMqFA8BZcuYJt374d++XIEQyaRIAgDo4NyxnU9Wzty1NA0O+RsiFAe1lBagmoQAIWrF6okX5s2FDsjrvuxtxeH4YJ/DUlWhKWM8TdxAirFTLf32jauPE6qWd2yLjNtUAzfNWqVYmHfvxxC7xLq9Ndufvuu2NxqXUdz/OC2WzOMxoM3b/55ps82YsCazxu7FjU+KGiC1zaBEF8snLVqgG1MNbwK2qJAmOefZaX+Mo1PA0ULp1Od0LEsLtzcnJY2ZN2QwQwDDIjI6MzTVGHeZZdcl/v3n20Wu2d4FoCbRfQrgx6fUx8fHxRLdEm/Jp6RAHwfHz77bftGZr+hWGYchtYm4zGiYuWLFlRhXgdnpGevs7lcj2G43hx+nDQBQl+Op3u1NJlyzrUI3JcMxTZTZqXl/ewy+v9lAkEcC4QQAqFJGSQa1pDksgd/d0332Bvr1yJFeTlYcbiDMwSpC54OcQZUSatJNhkYXejaVC6QQLAe7Zt1xbreMdd0OoP+3L/F9gdd96FPfX000jYOlwuTKkoq9UqmonAcRwkO4lajebV2AYNXr8BglcmKZ6SkjKCoel18AvADff7KeTtad22HdahQ3uYR9/ExMTPSq/BhPHjXQzD6MtQHq+6FfDwDXr9GwsWLXq9CgrqjV7yW/X7yKiYmJJyiaKoBuWsHaAAQvPg/rm5uR+XbJQbRZHxyclfsyz7LzB4RVH0kxqNvnGTJliDmJiNly5dGlWfXIQ3ika36ncrc9lI8wZXm0+D4x2N0dGXQoi14hMmTHiOZZhZ5QFnSAL4WM7SpV3qO9MCGkGW7lNPPaVSKoXHcKXuRV4QOrjcboCEg4Nc3IkJx1GpEggoAJ/4+sABzGy2YKSGRH8PsAGMovzY2XPnkLUMsdMbJYBLW3aylQ4KQ68HHsBatmoFXbNKlAcA42nTti2mN5kxsQyLt1i4obgoodNqKa1O94pGadi4ePEcBH4Qwp6p9SMGbmFPYWFjWhSPgSAF/iZ/pBhaVxCa3HbbyjfeeGNi8B6UPTJpqalnvF7vbZUJYMmtieME0Sc3N/dAFZTUWp/zP/2F8tqljB//B80wbcpbO9irGo3m4PIVKyDsUHwOrzfxEMKQ3Z7hp6j5pWMdLMuIJKk5vfqdd1pfhybt13vq4e+VosCzzzwjVlRSA4nSarX6P8uWL3+mEuLhkyZNas5z3GGWZc3BTC/4ORDAer3+5+ycnB71XQDL45Zh70AYT5iYNtpP+56hKaonJwgEz3GgvBYDjBSDp2OHfvgBUypLW4k4ptGQmMPuwDZt2ICEMGpKISUuVebyrOrGLV0mJAlK9BqIV8s42nCfxWrFho0Ygazz4sqHvx0iMEaw3Dt07IgFgmAkBVGEGktoRyqajcY8Ecd3R5hMM7Oysmw3WHFHllByUtIOjuMGlbUPYU4dO3W6BnJVZuITxo8Hw+Se8vZwqf3M63S63yKjorq99tpr4aYNVd2otXc/WvfxycmfBQIBwLkv94KWhdaIiIdnzZoFPdCF6y6AYWQTxo8vZBjGWlpTkLTZI7krV3avpzG62luy8JtgH5xnGKZhWe5iiWnzYAWvyM0FoVrmJQugCePHC2BJVXTdjAI4eD6ya7qgoKChQqX+wOPzPuRyOnFeEADJX6XECezQj98j7PSySpVA4EI7vp8OH8bOnjmDOgTBBW5riCHDj2whl6ZjcNtEOYu3LFqDcIV7IS4NP3DRFIU6QAFAQaPGjbBWrdsgy/b2Th2xgrwCMT8/r4QPlVbIwG17Z+fOyK2O2geKIq/TaBVqUi2ajPrp0ZHRWdJeARjA6xnnvWb6Euqb6tNPPmEqajM5ISVF3bVr1zLRkZ4d/fRWnFAkhsoeFAqFYNTrk3vee+/aKpTVhfr68H1VoMCYMWM2YaI4tLJH5CoPlPZQ2c21/Hc8aezY7SKGDYJm7aXfLZnoXy9fsaJ3WADXMuXr2etgfdNSU/f5fD4oy7gmXisPFxJODHr98oWLF6eVY7Xiqampz9MUNUsAn2UFXp2bXQBLgqbkzBYWFrbyUlQfpUqV7Pf7uwg8jx05fJhnGAaE0VVnG7mjAwGsdZs2WIPYWMA6RA0KKJpGrmtA8HE5HJjD4UAdg6BRPcRkGZpGFmsgAD2Qi5ODQMCDoIYfHUlipF6PwEIsZjPgHWMmiwWVToFg12p1mEarwdRKJRLCUjuoEqjFc2fPotg1XGV4Q0Sz2Yy3btcO8LJhdXGL2bSOpukPjTrd/qVLl/puhJu5nKOEz58/X3f2zJkTNE3HVlDL61+5alWZjUDA21FYUDCX47jMssrnyjvChEKx9e233x5Sz474P2o4wM9Sxo9fwgvCxIrWDsGgqtW+3JUr0R64bgIYBjhp0qTOAZY9zHEcuB7LzH4lcHzn2++8kxB2Qd/a+xf2Q/rkye95PJ6RFQlgcO1AprTRZIqdN29efrAQBoZFUVQjl9N5HrKFK6OYJIC/yM7JAWjJ61KOUtmYavJ3qQwFwZkUOp3dKJ/v2RMnTvQ/f/Zsc7ntoSS0izu1cBzWtVt3hI0sxSOLBR9AXioUKNtYqVBihOTCBoEJQBagp191XAHSMWjgvOQeBqsPuZg5cDNzKFGsBL2LIFC8uvSFYyJ2+MdDkmAvjdksYG3atvM2bd78KB/gv9NHRWTF6PUFsHb1sQQnLS1tBE1R68vjb5KBYVu+YkWDsvgbJCce+vbbrg6P57sKSpGuoaFCqdyxatWqMM+syWGq4bOwdt8dPDje6/NlV6Y8gadGp9VmWCMjl1XKtGo4rpLHUebz5MkfQWu6ihhugAtsfO+99yvD6a2tYYXfc4MoAPshdeLEV/wU9UIlAhiNUK1UjlixatXG0sOdkJy8gQ0ErilwL2tat5oADp7jF198oezdu7e4a+/egS6HY2sgEABphmJTQGuwflu2aYPFREVjQt2BQFVrN2nUJPblgf1yF6gSL4YgCJxWoxn7xBNP/EcKNaD62Wp95Do8FEpIRavRnF22YkXrijx8Y5591oVhmCmUIUsu6OcNZnNWPfIGhDL0W+oeubLD5/X+UpkAholD4mTuypXXxwUNgAJTpkzp4/f5Pg0EAuUKfUi6URBEbu6qVSm31OqEJ1MmBcaPG/d/AZ5/rzLygOAkSfLIitzcnqXvnZiSUkRRlKWyrFHJEgRM8fdyli0bdytYwKVpAeds1549Lzjs9ld5ni/JxAIr1Gq1Hul4xx3NBUGwwDnzUxQBKFGILhgGgBWVLUON/w4xXBzDEJoYjIkkSUKj0YiU10c4nI7zp06ebBr8ERhehNWUlpg4bGl9Xi+prPIZyu9fXZEnBixgkiS/W5Gb26sCAQyK6XQ/Rb1VSSIWVAkAAtiaiKio5NrqIFbjRf6HvgA8MiRJRp4+dSpfzkupgBSoJMmg0dxV96dO0sInpaR87KeovuW1dZO0AkGn1aYZzeYVYW3u1t/JSUlJw3mO2xDKTAFcoWFsLHQVOQ57QyrTaXb50qUzFSW8BL8bGKBWp3tp6dKlc+ozQw+FHuVY+CUCmOM41HsZ7tNqtUWjRo6MAYv4j1OnOmGC8ATPcZ3MFktDlmFa+fx+K04QUGeM8RyHWoBCpjEI5WBBISFzAe1Ra8WyGA38Hi0OBh5nHEFEKlUq1BmGD3AKrVbr5wTepcDxkwql8pTBYPjs3OnDu7p16+vasGHDca/PB2UcYL0DhjIuCsJTo0eP/m91aXIdnkNehpQJE76hafqeivgb1CqrVKovcleufKQiATw9NbUxg+P7vV4vCiUEzQFoCkoTQarVf6hI8j+LFy+eFw7XXYdVDvETyUlJLMdx5ea0yK+BcA+BYcPqXADLG23c2LFiZYySJElBS5Ije95779ZwRl+IK34T35aSktJP4PmPoXVXZWUX4GojNZo1OTk542DKoHEaLZbE47/9tqE8/NWySFOeK/smJmPJ0IEOn3zyyVMFhYXvACgFMGYoe9Dp9fMfS0iYAWdx//79it69e4OwLQnjQntEu12Mv7NLtx55ly4+SWo0VoPJiJKsWJbFAyxbEtsN7lFMKAhUygQ/arDGpGYRLMNArbIIiVy2wiKB57hvC21FX16+ePFtnU53KTk5uSRdHTK75YzgHTt2DKBoeo/f70cWMvTQ1et098fHx39TXxUmuV778qVLfGX8DQQwjmFbVq9ZU2HIJKgk6Qccx7vBeyFD3e/3Q7vKrwmOG714xYrT9TEOfiucoxrMAZ80ceLvfr+/VWVhNYRJoNW+VecCGJhAamrqp5TfD5nN5cLYwKQVCoWo0Wq79+rV62hYANdgG9wEjwLzcNvt91Es+2UoAhiYF0mSh5evWNFDZlAAZXrq5ElHIBCAfVUuopZEDkGr1RKEQtFtyZIlP9VXhl7DpcN//vlj3e9/OGwURSlJtZpQq5XvDB8+MkkqSwrOncJfeeUVAPsQocb41VdfhU+DAceDUCwsLGzcuXNnwuZyNdZqNJZIi4W9eOWKmaUorVzro9VqKTizfr9fsNvtTICmBYqi3EVFRY5Lp0/7aLvdMXfVKpdkKRPwLfBewNrDx0p5ufANGzYQuELxfIBlXwdXrkqlcjRs0KBRnz59D+T5/QAABYJJREFUmHoMNIEnJyV9w/M87MsK+RvyMPD8+rXvvjsqxHXG09PTGyoUCivDMFTbtm0vp6amAoyhnBR30ycShkiHm+a29EmTerM8/wVN02VB4QYryyCA19epAIaD5nK5mnOBwCno9RtK1vXQYcM033//fSDsgr5p9ly1Bgp7w+Fw3M4yzK+hCmClUulbuWoVJKcgtx98OHXixHk0w0yVskbLtKTBnEJWmlr9e3RMzJ238N5CdNm8eeMsQqnuS2DY940bN84sr+a0vIWTBab0d5RlXVphKcuFKluDINCl9UFrVEVlB9+xY9sENsD/a+iQIQDAgtzX1dpkdfwQzPfFF19sWpCff7ayEjjJwBDUavXcpcuWzQxVoZCVFXj+BoOM1DE1b53XZ2RkdGQoalOA49pJPcSDzw+SuVIzjvl1KoDhQxOSkoazIcb54P531qyRm57Xy0N362yTGzsTYCy+/PworyjmhyiAkavz9o4dr0ERmpKW1tXHMD/Cvi5GVOKuQuSABC1rRMSVrKysJjd21tf/6zdjPb3sWr0Zxl4V/iaF2MKgGdf/GFzXL8r7d+bMmU/aiorel8M08C+UAgqC4NbrdAvbtm8/u84F8MSUlAMURUFyQoWBafCJq9VqW+7KlVDEHr5ucQrAJo2JidH98fvvnlC9I9Aly6DXzzVZLC8FW7Eyo05NTe3BsmwLlULRASeIOzAMMwg8f0oUhMMCju8sqyH2rUrmm0F43ey0R7XsaWn/9Xi9wyrjbzBXlUolqElyUK9evT4Nh9hu9tWvfPzyGczIyGiMMYw2QBC8UqmkFy9efEUW0nUmgOEDHMc1LiwoOMfzfKXfuRVQiipfkvAdpSmQnp4+3e/zQcxPXUkGKbhteL1Od2BJTs4jpV14svtTzpAO/o6csVtfXZnhXXFTUgDPzs5WHz1yxIHjuDaUGYAFFGk0tulyzz1nwgI4FIrdGvcEhxFgRsHGQ6WCsbokgI96Xa6pHp9vdiiFySCADQbD1iXZ2aPCjLK6VL/pnkOxwokTJiwQMSyTpulARZYEQpDR6b7Nzsm5/6abaXjAtxQFAHjhy337HhRw/NOKWmqWnnST225ThGO5t9RWqNFk6koAI8aalJS0nee4waGMUErLXpCzbBkgI4Xjv6EQ7da4B+2VadOm9fd6PKtEUWwiAfpDLgBkEsLfCShDgv826HTjDWbz6ls4kerWWNVbfBZgYNiKit5kWXZGKAYGkAPHMGr1mjW6cHjgFt8cVZhenQhgeYNNTEn5maKojiGiFPEms3n64sWLF4WaIViFeYZvrecUkPfMjKlT470UNYRj2cYqtVrFAaiwKNo1JHmY4LgPFy5ffjG8P+r5Yv5DhjdmzJj3MFH8vxCmC4n4UAa3b9ny5f1CuD98yz+EAnUigGXaldd2sAzaovIRpUo1fOXKlZv+IbQPT7MMCoBrr6z4WDm1o2EahilwIyiAvDbjxo3bKvB8pa0DIXSiVCqJdu3bR6Snp7vCHr4bsWT185t1KoDHjhnDQdvByuDZAHJOq9XmWiMiMl977bXiJqLh659OAXBBIxqEGdY/fSvUz/k/M3r0BpIkh7MsW2YfYvD8IXAhjeZ/tzVtmjxt2jR/2HtTP9fyRo2qTgXwhORkLxsIyBmCJUhFCGcO9RUlBKVSySgIYuGyFSteulFECH83TIEwBcIUqAoFIGSSlZUVffbs2ecFnr8bx7DWgihaRFFUEQThwzHskiiKxwHXft68eV+E475Voe4/5946FcBTMzNnen2+N4CcUIokY6UCEDVg1AqCcMysVD70VnZ2UdjK+edsuvBMwxS4FSggN6OoiHfJDSxuhfmG51D7FKhTAVz7ww2/MUyBMAXCFAhTIEyBW4MC/w8Sv99V6VqluwAAAABJRU5ErkJggg==" mediaID="autodrum_cst_dr1"/><costume name="dr2" center-x="240" center-y="172" 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" mediaID="autodrum_cst_dr2"/><costume name="metronome_5756829" center-x="126" center-y="148" 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" 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" mediaID="metronome_cst_metronome_5756829(2)"/><sound name="Finger Snap" 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" 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mediaID="a_cst_a"/><costume name="Pin" center-x="60" center-y="120" 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