<snapdata remixID="15140247"><project name="Backrooms development V0.1 “The Liminal Space”" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes>This project originally began on 2026/4/20 and took () days to complete!&#xD;-dev 0.1: added player movement and 3D imaging&#xD;-dev 0.2: added wall texturing and map layout&#xD;-dev 0.3 added additional features/menu with keybinds and flashlight mechanics&#xD;-dev 0.4 added FPS based movement and enemies&#xD;-dev 0.5 polishing/testing&#xD;-dev 0.6 release :date- 2026/()/5&#xD;-dev 0.7 additional levels/level saves&#xD;-V0.8 completed base version with items&#xD;-V0.9 additional Optimization&#xD;-V1.0 better UI and wall quality.</notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Backrooms development V0.1 “The Liminal Space”"><notes>This project originally began on 2026/4/20 and took () days to complete!&#xD;-dev 0.1: added player movement and 3D imaging&#xD;-dev 0.2: added wall texturing and map layout&#xD;-dev 0.3 added additional features/menu with keybinds and flashlight mechanics&#xD;-dev 0.4 added FPS based movement and enemies&#xD;-dev 0.5 polishing/testing&#xD;-dev 0.6 release :date- 2026/()/5&#xD;-dev 0.7 additional levels/level saves&#xD;-V0.8 completed base version with items&#xD;-V0.9 additional Optimization&#xD;-V1.0 better UI and wall quality.</notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="parse code %&apos;code&apos; to blocks" type="reporter" category="operators"><comment x="0" y="0" w="104" collapsed="false">turn LISP syntax text code into blocks</comment><header></header><code></code><translations>de:verwandle Code _ in Blöcke&#xD;ca:blocs del codi textual _&#xD;</translations><inputs><input type="%code" initial="1">(+ 3 4)</input></inputs><script><block s="doReport"><block s="reportJoinWords"><block s="reportTextSplit"><block var="code"/><l><option>blocks</option></l></block></block></block></script></block-definition><block-definition s="encode blocks %&apos;script&apos; to text %&apos;lines&apos; pretty" type="reporter" category="operators"><comment x="0" y="0" w="106" collapsed="false">turn blocks into LISP syntax text code.</comment><header></header><code></code><translations>de:verwandle Blöcke _ in Code _ formatiert&#xD;ca:codi textual dels blocs _ formatats _&#xD;</translations><inputs><input type="%repRing" initial="1"></input><input type="%b" initial="1">true</input></inputs><script><block s="doReport"><block s="evaluate"><block s="reifyReporter"><autolambda><block s="reportListAttribute"><l></l><block s="reportTextSplit"><block var="script"/><l><option>blocks</option></l></block></block></autolambda><list></list></block><list><block s="reportIfElse"><block var="lines"/><l>lines</l><l>text</l></block></list></block></block></script></block-definition><block-definition s="Imager scripts quality: %&apos;Quality_&apos; wall height: %&apos;Wall_height_&apos; darkness multiplier: %&apos;Liminality_&apos; FOV: %&apos;FOV_&apos; $nl using %&apos;object_map_var&apos; as base map $nl from %&apos;object_player_var&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n" readonly="true" irreplaceable="true" initial="1">240<options>§_inputSlotsMenu&#xD;60&#xD;120&#xD;240&#xD;480&#xD;960&#xD;1920</options></input><input type="%n" initial="1">4</input><input type="%n" initial="1">1</input><input type="%n" initial="1">90</input><input type="%s" readonly="true" initial="1"><options>§_collidablesMenu</options></input><input type="%s" readonly="true" initial="1"><options>§_clonablesMenu</options></input></inputs><script><block s="doWarp"><script><block s="doSetVar"><l>Rays</l><block s="reportNewList"><list></list></block></block><block s="up"></block><block s="clear"></block><block s="doGotoObject"><block var="object_player_var"/></block><block s="setHeading"><block s="reportAttributeOf"><l><option>direction</option></l><block var="object_player_var"/></block></block><block s="doFor"><l>i</l><l>1</l><block var="Quality_"/><script><block s="setHeading"><block s="reportVariadicSum"><list><block s="reportAttributeOf"><l><option>direction</option></l><l>Player</l></block><block s="reportMonadic"><l><option>atan</option></l><block s="reportVariadicProduct"><list><block s="reportDifference"><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="i"/><l>2</l></list></block><block var="Quality_"/></block><l>1</l></block><block s="reportMonadic"><l><option>tan</option></l><block s="reportQuotient"><block var="FOV_"/><l>2</l></block></block></list></block></block></list></block></block><block s="doAddToList"><block s="reportVariadicProduct"><list><block s="reportRelationTo"><l><option>ray length</option></l><block var="object_map_var"/></block><block s="reportMonadic"><l><option>cos</option></l><block s="reportDifference"><block s="direction"></block><block s="reportAttributeOf"><l><option>direction</option></l><block var="object_player_var"/></block></block></block></list></block><block var="Rays"/></block></script></block><block s="gotoXY"><block s="reportAttributeOf"><l><option>left</option></l><l>Stage</l></block><l>0</l></block><block s="down"></block><block s="setHeading"><l>90</l></block><block s="doFor"><l>i</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="Rays"/></block><script><block s="setSize"><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="Wall_height_"/><l>1000</l></list></block><block s="reportListItem"><block var="i"/><block var="Rays"/></block></block></block><block s="setPenColorDimension"><l><option>brightness</option></l><block s="reportQuotient"><block s="reportQuotient"><l>4000</l><block s="reportListItem"><block var="i"/><block var="Rays"/></block></block><block var="Liminality_"/></block></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="getPenAttribute"><l><option>brightness</option></l></block><l>50</l></list></block><script><block s="setPenColorDimension"><l><option>brightness</option></l><l>50</l></block></script><list></list></block><block s="forward"><block s="reportVariadicSum"><list><block s="reportQuotient"><block s="reportAttributeOf"><l><option>width</option></l><l>Stage</l></block><block s="reportListAttribute"><l><option>length</option></l><block var="Rays"/></block></block><l>0.25</l></list></block></block><block s="forward"><l>-0.25</l></block></script></block></script></block></script></block-definition><block-definition s="export costume %&apos;costume&apos;" type="command" category="looks"><header></header><code></code><translations>pl:eksportuj kostium _&#xD;</translations><inputs><input type="%s" readonly="true"><options>§_costumesMenu</options></input></inputs><script><block s="doSetVar"><l>costume</l><block s="reportIfElse"><block s="reportIsA"><block var="costume"/><l><option>costume</option></l></block><block var="costume"/><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><block s="reportGetImageAttribute"><l><option>name</option></l><l></l></block><block var="costume"/></list></block></autolambda><list></list></block><block s="reportGet"><l><option>costumes</option></l></block></block></block></block><block s="doIf"><block s="reportIsA"><block var="costume"/><l><option>costume</option></l></block><script><block s="doApplyExtension"><l>cst_export(cst, name)</l><list><block var="costume"/><l></l></list></block></script><list></list></block></script></block-definition><block-definition s="set name of costume %&apos;costume&apos; to %&apos;name&apos;" type="command" category="looks"><header></header><code></code><translations>pl:ustaw nazwę kostiumu _ na _&#xD;</translations><inputs><input type="%s" readonly="true"><options>§_costumesMenu</options></input><input type="%s">thing</input></inputs><script><block s="doSetVar"><l>costume</l><block s="reportIfElse"><block s="reportIsA"><block var="costume"/><l><option>costume</option></l></block><block var="costume"/><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><block s="reportGetImageAttribute"><l><option>name</option></l><l></l></block><block var="costume"/></list></block></autolambda><list></list></block><block s="reportGet"><l><option>costumes</option></l></block></block></block></block><block s="doIf"><block s="reportIsA"><block var="costume"/><l><option>costume</option></l></block><script><block s="doApplyExtension"><l>obj_name(obj, name)</l><list><block var="costume"/><block var="name"/></list></block></script><list></list></block></script></block-definition><block-definition s="$camera snap" type="reporter" category="sensing"><comment x="0" y="0" w="216" collapsed="false">takes a snapshot with the webcam and reports it as a new costume, or zero if the user cancels</comment><header></header><code></code><translations>pt:$camera a imagem actual do vídeo&#xD;pl:$camera zdjęcie&#xD;</translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>callback</l><l>pic</l></list></block><block s="doSetVar"><l>callback</l><block s="reportApplyExtension"><l>mda_snap</l><list></list></block></block><block s="doWaitUntil"><block s="evaluate"><block s="reifyScript"><script><block s="doSetVar"><l>pic</l><block s="evaluate"><block var="callback"/><list></list></block></block><block s="doReport"><block s="reportNot"><block s="reportVariadicEquals"><list><block var="pic"/><block s="reportBoolean"><l><bool>false</bool></l></block></list></block></block></block></script><list></list></block><list></list></block></block><block s="doReport"><block var="pic"/></block></script></block-definition><block-definition s="export costume list %&apos;costumes&apos; base name %&apos;name&apos;" type="command" category="looks"><header></header><code></code><translations>pl:eksportuj listę kostiumu _ nazwa _&#xD;</translations><inputs><input type="%l"></input><input type="%s">frame</input></inputs><script><block s="doDeclareVariables"><list><l>count</l></list></block><block s="doSetVar"><l>count</l><block s="reportListAttribute"><l><option>length</option></l><block var="costumes"/></block></block><block s="doForEach"><l>item</l><block s="reportListAttribute"><l><option>reverse</option></l><block var="costumes"/></block><script><block s="doApplyExtension"><l>cst_export(cst, name)</l><list><block var="item"/><block s="reportJoinWords"><list><block var="name"/><l> (</l><block var="count"/><l>)</l></list></block></list></block><block s="doChangeVar"><l>count</l><l>-1</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportModulus"><block var="count"/><l>10</l></block><l>0</l></list></block><script><block s="doWait"><l>1</l></block></script><list></list></block></script></block></script></block-definition><block-definition s="grayscales of %&apos;costume&apos;" type="reporter" category="looks"><header></header><code></code><translations>pl:_ w skali szarości&#xD;</translations><inputs><input type="%s" readonly="true"><options>§_costumesMenu</options></input></inputs><script><block s="doReport"><block s="reportReshape"><block s="reportVariadicSum"><block s="reportListAttribute"><l><option>columns</option></l><block s="reportVariadicProduct"><list><block s="reportGetImageAttribute"><l><option>pixels</option></l><block var="costume"/></block><block s="reportNewList"><list><l>.3</l><l>.6</l><l>.1</l></list></block></list></block></block></block><list><block s="reportGetImageAttribute"><l><option>height</option></l><block var="costume"/></block><block s="reportGetImageAttribute"><l><option>width</option></l><block var="costume"/></block></list></block></block></script></block-definition><block-definition s="%&apos;filter&apos; filter on %&apos;costume&apos; alpha %&apos;alpha&apos;" type="reporter" category="looks"><header></header><code></code><translations>pl:filtr _ na _ kanał alfa _&#xD;</translations><inputs><input type="%s" readonly="true">blur<options>blur&#xD;sharpen&#xD;outline&#xD;emboss&#xD;edge={&#xD;left&#xD;right&#xD;top&#xD;bottom&#xD;}&#xD;Gauss</options></input><input type="%s" readonly="true">current<options>§_costumesMenu</options></input><input type="%b">true</input></inputs><script><block s="doDeclareVariables"><list><l>kernel</l><l>pixels</l><l>channels</l></list></block><block s="doSetVar"><l>kernel</l><block s="reportIfElse"><block s="reportVariadicGreaterThan"><list><block s="reportListAttribute"><l><option>rank</option></l><block var="filter"/></block><l>1</l></list></block><block var="filter"/><custom-block s="filter %s"><block var="filter"/></custom-block></block></block><block s="doSetVar"><l>pixels</l><block s="reportGetImageAttribute"><l><option>pixels</option></l><block var="costume"/></block></block><block s="doIf"><block var="alpha"/><script><block s="doSetVar"><l>channels</l><l>4</l></block></script><list><l><bool>true</bool></l><script><block s="doSetVar"><l>channels</l><l>3</l></block><block s="doSetVar"><l>pixels</l><block s="reportVariadicProduct"><list><block var="pixels"/><block s="reportNewList"><list><l>1</l><l>1</l><l>1</l></list></block></list></block><comment w="137" collapsed="true">remove alpha channel</comment></block></script></list></block><block s="doReport"><block s="reportNewCostume"><custom-block s="convolve matrix %l * kernel %l"><block s="reportReshape"><block var="pixels"/><list><block s="reportGetImageAttribute"><l><option>height</option></l><block var="costume"/></block><block s="reportGetImageAttribute"><l><option>width</option></l><block var="costume"/></block><block var="channels"/></list></block><block var="kernel"/></custom-block><l></l><l></l></block></block></script></block-definition><block-definition s="filter %&apos;name&apos;" type="reporter" category="looks"><header></header><code></code><translations>pl:filtr _&#xD;</translations><inputs><input type="%s" readonly="true">blur<options>blur&#xD;sharpen&#xD;outline&#xD;emboss&#xD;edge={&#xD;left&#xD;right&#xD;top&#xD;bottom&#xD;}&#xD;Gauss</options></input></inputs><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="name"/><l>sharpen</l></list></block><script><block s="doReport"><custom-block s="kernel %br %n %n %n %br %n %n %n %br %n %n %n"><l>0</l><l>-1</l><l>0</l><l>-1</l><l>5</l><l>-1</l><l>0</l><l>-1</l><l>0</l></custom-block></block></script><list><block s="reportVariadicEquals"><list><block var="name"/><l>outline</l></list></block><script><block s="doReport"><custom-block s="kernel %br %n %n %n %br %n %n %n %br %n %n %n"><l>-1</l><l>-1</l><l>-1</l><l>-1</l><l>8</l><l>-1</l><l>-1</l><l>-1</l><l>-1</l></custom-block></block></script><block s="reportVariadicEquals"><list><block var="name"/><l>emboss</l></list></block><script><block s="doReport"><custom-block s="kernel %br %n %n %n %br %n %n %n %br %n %n %n"><l>-2</l><l>-1</l><l>0</l><l>-1</l><l>1</l><l>1</l><l>0</l><l>1</l><l>2</l></custom-block></block></script><block s="reportVariadicEquals"><list><block var="name"/><l>left</l></list></block><script><block s="doReport"><custom-block s="kernel %br %n %n %n %br %n %n %n %br %n %n %n"><l>-1</l><l>0</l><l>1</l><l>-2</l><l>0</l><l>2</l><l>-1</l><l>0</l><l>1</l></custom-block></block></script><block s="reportVariadicEquals"><list><block var="name"/><l>right</l></list></block><script><block s="doReport"><custom-block s="kernel %br %n %n %n %br %n %n %n %br %n %n %n"><l>1</l><l>0</l><l>-1</l><l>2</l><l>0</l><l>-2</l><l>1</l><l>0</l><l>-1</l></custom-block></block></script><block s="reportVariadicEquals"><list><block var="name"/><l>top</l></list></block><script><block s="doReport"><custom-block s="kernel %br %n %n %n %br %n %n %n %br %n %n %n"><l>-1</l><l>-2</l><l>-1</l><l>0</l><l>0</l><l>0</l><l>1</l><l>2</l><l>1</l></custom-block></block></script><block s="reportVariadicEquals"><list><block var="name"/><l>bottom</l></list></block><script><block s="doReport"><custom-block s="kernel %br %n %n %n %br %n %n %n %br %n %n %n"><l>1</l><l>2</l><l>1</l><l>0</l><l>0</l><l>0</l><l>-1</l><l>-2</l><l>-1</l></custom-block></block></script><block s="reportVariadicEquals"><list><block var="name"/><l>gauss</l></list></block><script><block s="doReport"><block s="reportQuotient"><block s="reportNewList"><list><block s="reportNewList"><list><l>1</l><l>4</l><l>7</l><l>4</l><l>1</l></list></block><block s="reportNewList"><list><l>4</l><l>16</l><l>26</l><l>16</l><l>4</l></list></block><block s="reportNewList"><list><l>7</l><l>26</l><l>41</l><l>26</l><l>7</l></list></block><block s="reportNewList"><list><l>4</l><l>16</l><l>26</l><l>16</l><l>4</l></list></block><block s="reportNewList"><list><l>1</l><l>4</l><l>7</l><l>4</l><l>1</l></list></block></list></block><l>273</l></block></block></script></list></block><block s="doReport"><custom-block s="kernel %br %n %n %n %br %n %n %n %br %n %n %n"><l>0.0625</l><l>0.125</l><l>0.0625</l><l>0.125</l><l>0.25</l><l>0.125</l><l>0.0625</l><l>0.125</l><l>0.0625</l><comment w="80" collapsed="false">blur</comment></custom-block></block></script></block-definition><block-definition s="rectangle costume %&apos;color&apos; width: %&apos;w&apos; height: %&apos;h&apos;" type="reporter" category="looks"><comment x="0" y="0" w="204.00000000000023" collapsed="false">make a rectangle costume with the given color, width and height. The color can be either specified by the color picker from the input slot, or it can be a list of r-g-b-a values.</comment><header></header><code></code><translations>pl:prostokątny kostium _ szerokość: _ wysokość: _&#xD;</translations><inputs><input type="%clr"></input><input type="%n">20</input><input type="%n">60</input></inputs><script><block s="doIf"><block s="reportIsA"><block var="color"/><l><option>list</option></l></block><script><block s="doSetVar"><l>color</l><block s="reportApplyExtension"><l>clr_rgba(r, g, b, a)</l><block s="reportIfElse"><block s="reportVariadicLessThan"><list><block s="reportListAttribute"><l><option>length</option></l><block var="color"/></block><l>4</l></list></block><block s="reportConcatenatedLists"><list><block s="reportReshape"><block var="color"/><list><l>3</l></list></block><block s="reportNewList"><list><l>255</l></list></block></list></block><block s="reportReshape"><block var="color"/><list><l>4</l></list></block></block></block></block></script><list></list></block><block s="doReport"><block s="reportNewCostume"><block s="reportReshape"><block s="reportVariadicProduct"><list><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportApplyExtension"><l>clr_channel(clr, rgba)</l><list><block var="color"/><l></l></list></block></autolambda><list></list></block><block s="reportNewList"><list><l>r</l><l>g</l><l>b</l><l>a</l></list></block></block><block s="reportNewList"><list><l>1</l><l>1</l><l>1</l><l>255</l></list></block></list></block><list><block s="reportVariadicProduct"><list><block s="reportVariadicMax"><list><block s="reportMonadic"><l><option>abs</option></l><block var="h"/></block><l>1</l></list></block><block s="reportVariadicMax"><list><block s="reportMonadic"><l><option>abs</option></l><block var="w"/></block><l>1</l></list></block></list></block><l>4</l></list></block><block s="reportVariadicMax"><list><block s="reportMonadic"><l><option>abs</option></l><block var="w"/></block><l>1</l></list></block><block s="reportVariadicMax"><list><block s="reportMonadic"><l><option>abs</option></l><block var="h"/></block><l>1</l></list></block></block></block></script></block-definition><block-definition s="kernel $nl %&apos;a1&apos; %&apos;b1&apos; %&apos;c1&apos; $nl %&apos;a2&apos; %&apos;b2&apos; %&apos;c2&apos; $nl %&apos;a3&apos; %&apos;b3&apos; %&apos;c3&apos;" type="reporter" category="lists"><header></header><code></code><translations>pl:jądro _ _ _ _ _ _ _ _ _ _ _ _&#xD;</translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportReshape"><block s="reportEnvironment"><l><option>inputs</option></l></block><list><l>3</l><l>3</l></list></block></block></script></block-definition><block-definition s="convolve matrix %&apos;matrix&apos; * kernel %&apos;kernel&apos;" type="reporter" category="operators"><header></header><code></code><translations>pl:przemnóż macierz _ * jądro _&#xD;</translations><inputs><input type="%l"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>padding</l><l>channels</l><l>every coordinate</l><l>channel indices</l></list></block><block s="doSetVar"><l>padding</l><block s="reportQuotient"><block s="reportDifference"><block s="reportListItem"><block s="reportNewList"><list><l>1</l><l>2</l></list></block><block s="reportListAttribute"><l><option>dimensions</option></l><block var="kernel"/></block></block><l>1</l></block><l>2</l></block><comment w="119" collapsed="false">assume odd dimensions, typically 3x3 or 5x5</comment></block><block s="doSetVar"><l>channels</l><block s="reportListItem"><l>3</l><block s="reportListAttribute"><l><option>dimensions</option></l><block var="matrix"/></block></block></block><block s="doSetVar"><l>every coordinate</l><block s="reportCrossproduct"><block s="reportNumbers"><l>1</l><block s="reportListItem"><block s="reportNewList"><list><l>1</l><l>2</l></list></block><block s="reportListAttribute"><l><option>dimensions</option></l><block var="matrix"/></block></block></block></block></block><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><block var="channels"/><l>0</l></list></block><script><block s="doSetVar"><l>channel indices</l><block s="reportNewList"><list><block s="reportReshape"><block s="reportNumbers"><l>1</l><block var="channels"/></block><list><block s="reportListAttribute"><l><option>length</option></l><block var="every coordinate"/></block><block var="channels"/></list></block></list></block></block><block s="doIf"><block s="reportVariadicLessThan"><list><block s="reportListAttribute"><l><option>dimensions</option></l><block var="kernel"/></block><l>3</l></list></block><script><block s="doSetVar"><l>kernel</l><block s="reportReshape"><custom-block s="stretch %l by %n"><block s="reportListAttribute"><l><option>flatten</option></l><block var="kernel"/></block><block var="channels"/></custom-block><block s="reportConcatenatedLists"><list><block s="reportListAttribute"><l><option>dimensions</option></l><block var="kernel"/></block><block s="reportNewList"><list><block var="channels"/></list></block></list></block></block></block></script><list></list><comment w="90" collapsed="false">reshape the kernel to match the input matrix&apos;s channels, if any</comment></block></script><script><block s="doSetVar"><l>channel indices</l><block s="reportNewList"><list></list></block></block></script></block><block s="doReport"><block s="reportReshape"><block s="reportVariadicSum"><block s="reportListAttribute"><l><option>columns</option></l><block s="reportVariadicSum"><block s="reportListAttribute"><l><option>columns</option></l><block s="reportVariadicProduct"><list><block s="reportListItem"><block s="reportListAttribute"><l><option>columns</option></l><block s="reportConcatenatedLists"><list><block s="reportListAttribute"><l><option>columns</option></l><block s="reportNumbers"><block s="reportDifference"><block var="every coordinate"/><block var="padding"/></block><block s="reportVariadicSum"><list><block var="every coordinate"/><block var="padding"/></list></block></block></block><block var="channel indices"/></list></block></block><block var="matrix"/></block><block var="kernel"/></list></block></block></block></block></block><block s="reportListAttribute"><l><option>dimensions</option></l><block var="matrix"/></block><comment w="80" collapsed="false">for every padded pixel create a partial copy of the input, item-multiply it with the kernel and take its overall sum (∑)</comment></block></block></script></block-definition><block-definition s="stretch %&apos;data&apos; by %&apos;factor&apos;" type="reporter" category="lists"><header></header><code></code><translations>pl:rozciągnij _ o _&#xD;de:strecke _ um _&#xD;</translations><inputs><input type="%l"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportListItem"><block s="reportMonadic"><l><option>ceiling</option></l><block s="reportQuotient"><block s="reportNumbers"><l>1</l><block s="reportVariadicProduct"><list><block s="reportListAttribute"><l><option>length</option></l><block var="data"/></block><block var="factor"/></list></block></block><block var="factor"/></block></block><block var="data"/></block></block></script></block-definition><block-definition s="compress %&apos;data&apos; by %&apos;factor&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:stauche _ um _&#xD;</translations><inputs><input type="%l" 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" 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" 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myeqXi7ap6fhYWmCSiAs97tXMaPMAKxLszJk5FwE+lszqY2OBs3rjY1vErDCmvUlAx3Ap1akNB3ghRo8erWNZhBrFhiAvXV61ho8um4ZXXnmlr0qr7LXXXlMnnXSS3ohixpjAzQEiyWH1gb4f07oYQK2BtQYemmUAzj9EtYsR0jjLMEkgrkqVkAR0ldxNtEvnALNXVAQhYNnLzLnsgPvQPfDAA7V6xdcGlu2YcuH04rJd9uEPxzLM37D2WH311bUbd4gHfCxxyc6zognR5OMwduzYIc5HNjwMJ7DqqBKSgK6Su4l26RxgUzC0rGTZiz1y2cJZOgN9Znri1Sf5zOhw/cZKYY899tCODWUKD7lPP6fwC3096qSlllpKIbSzHzg2VbFT71TnHOLfSy+9pJZddtngxiHjkI9JlZAcVarkbqJdOgeIg+EDNnqY1eCFVyWgK2Vjit1/2dEnNgYzugTFOcBHEC9P1FnoqBdffHFNlM3Eo48+Wjv1FL+LmwJqDtzOielCnBAX4LeBPrqMPQ7bPRoloMuajSQ6tqEwmFdn/vjahp3zdtttNyR+g/TMhyt1YlKTDufwdQomnU5pgNfvdLAV569T6JQ/7CGg7kDH7dqQRhe96qqr5hLQedozAueSbjihCHN9ziwYk4fagg4QGnTStdRNdPqTP2zI+DxNmdUy8/GNoTR+fiCvojVN/Gnnj03FkmUcEwNTrpUpfxqngxahXNRdNNHJDrP26zryh+BGPg802iztbu/N4JWUp/EzyBPzV+KPyQ2lzf7YuMwz622nYL+K5XPjBLQwSlJ798O5gi9pGMNeQ/AltdcK5wq+pGEMew3Bl9ReK5wr+JKGMew1BF9Se61wLvjYEKObdAF12KjzgbRDUl9dX5ngS+qr6ysTfEl9dX1lgi+pr66vTPAl9dX1lQm+pL66vjLBl9RX11cm+JL66pplxNXgwGARqGZZkd/SDkldtBonoF0dSfn9zwE24LBVdQEhPtl9T5A4UBYHsCDxqdW4T9nC22x7EtAmN9Lv2nPAp5ogItk666zTUWjL2nc8NbDrHGD2TCxu38k87HuYJ66U3cgkoMvmaKJXKQcI2u4DopJh/pYgcaAIB5gI7L333toFnYh3LiCOBzrqqiAJ6Ko4m+hWwoGf/exnXrqEtMRuFhfrBIkDnXJg3Lhx2sTOt2KDNuPNty/S6f0FLwlo4URKG8GBZ555Rr355pvBtuJkUNaZgMGbpQp9wwEELpELOW08BOinmQxUCbUS0KEdzVhGJDp+TjWZP1hpMIuO6cNPf/pTHTcDXWIeiKEdQy/R8XOpbvxhtrzvvvtGH87wm9/8ZsjpN/S4zH6lE1U8Ywij/W4eEBk6die15zv6aWGtwckZzHJCO+i8LLjrMitixuM6WcMcBonP3/DZ5In5ux/5g56ZDz9hAphF+4BJwh133NFy9c/WLZM/bu139q7pOnGgJhwg/gUu1rwoG220kbdVCHDsWBHUzI4SJA7YOMDJ4QjnkM4ZXHTO6KhjT2Gx3S82r1YqjthGp3qJA5g3+U5uNjmEkCZgPpHwYl5AEzf97m8OMB44NIAzJ2PGBpMChPPf//73rjAmCeiusDndpAoOMJMhNnRsIJ0111xTC3VUJAkSB0StEbMhCLcYb5zewgnyCOpuQBLQ3eByukelHEC/fMUVV0RtzqAS4ZDQvBuHlXYgEe86B8QJhQNsY4AVGwc1FD1aK+ZeZp0koE1upN+N5cAxxxyjrr322qj2423IzDu0KRtFLFVqJAfWW2897YQS2mSmc8yc2ZRmEtBtSAK62xxP96uEA6LuuHjgpO8Q8FKyrOXw2QTDjwOErV1ttdWC1hrCGWbOvRDO3D8JaHkKKW08B1iGsoHDTDrGFjV7lFLjGZA6EMUBBPRCCy0UrMt4wvQu9pDgIMEOKjRKQMe8dDE8SHT8XGoyf7BB5TzAKnfZm8wf35MfLv2K6ScfbwIlYUMv9SX18TCmLA+ddKLKgH2sSw9V5skIvlM+eKgIlnRSjHt45+EPuuWQyRQHk2ZPwpC7p+fenyfyyPtF+FBsmH3WPMiEUaNGDTmdJ884lPFkS2PpNGoGTUdFmIZeQBtTzLxEx+TG0N9N5g/R7EIxfNEp/vGPfxza8cicJvPH18Xh0K+PP/5YnXbaaT426A88J8NPNtlkbfW6zZ/GCWhZHkjaxr0cF4IvaQ7UtqqCL2lbYY4LwZc0B2pbVcGXtK0wx4XgS5oDta2q4EvaVpjjQvAldaHOOuus6ic/+YmrWOdzztz1119fyJZV2iGp94aeQsGX1FPVWyT4kvoq48osf9mJjuBL6qPjKxN8SX11fWWCL6mvrq9M8En5u+2229Q777zjQ1HzzDPPEF21SceLHCiMpZNcvQOMTMXN4QBCZ95551XTTz+9t9GvvvqqevHFF711ml6Ine/IkSPbukHet7/9bXXqqacqNsoAogOefvrprXpYw6D+QYC88cYbrfx++8EYeOWVV9SMM87o7Ro28++99576/e9/761XVWES0FVxNtHtOgcmmmgiRUwFH9x7771ql1120YGTfPWaWIYA3nHHHXVAKJbmuC+HYJVVVlH8ZQEBfeKJJ+rsDz/8UG+WZes0/Xr33XfXNs5rrbWWsyvwEcsgworKrNdZuYKCJKArYGoi2X0OsOFz6KGHKoS0CzCbIgoZm0X9AKgnECDMhk855RS9P8PGluhJi/QRGnI4AhtaO+20k47suMUWW2j1SJVWMkXanQeXo6puueUW/YFiY9gFP/rRjxQnyseGFHDR6SQ/CehOuJZwaseBtddeWxH/2Sec3n33XXXDDTfUru2dNGi++eZTSy+9tNp+++01eihEZif3EByE1yyzzKIvn376aW1xdNxxx6nf/e536rPPPpNqjUxvv/129dJLLw3RNZud4eO/1FJLqbvvvlv33Syr+nfjNgmrZkii3zwOIJSZHfuEM71iht2LZWpZHCW4z8QTT6yj8p111ll6ViubfWXdI0SH+2HGeMghh6hLL71U4WLPOZHZzcYQnbqUMx7oS+jgVzwPp5hiiq43u1YCuqyXJ9Hxj6N+4w9C41e/+pW306+99preEPNW+mdhHfkz11xz6UMH7rrrLj1z9p00HdPHMurMPPPMigiB99xzj1p33XWDG27Ze9aFz88995wOR5ttX/Y69nDYMvuVTlTJPgXjGt1bOlHFYEjmZ134g8dXKCoZ6o8nnniicSeqTDXVVHqmvOqqq3r165lH05NLVEhECxw/fnzj+MwHj03RRRZZxMm7v/zlL+rHP/5xMMhWme9FrWbQTs6kgsQBBwfw0PTtwoPGxuCzzz7roFDfbDYA0ZlvsMEGtRfOcHGGGWbQemnaHHIUqhvXP//8c/XWW295mzXJJJPokKPeSiUXpk3CkhmayHWXA9ttt53ixXHB3/72Ny2gse9tCrAph1DeYYcdVKeqDHOZ/dFHH2nBSXwJdPUuQFXEyTNmGNaQXj9LC4sSZqHnnHOO+u1vf6stH8y2ZOvX6fqRRx7RUe5cYRnQs+MENeWUUyqcnboBSUB3g8vpHpVwQMyffMTff/99xenLTQEsBo4++mi18sord9TkTz/9VNt44+5OrBHgk08+Udgyxyy9r7vuutZHAa/M3XbbTasrXELL1cgll1xSLbbYYnpjLVZ366LVrXysUrbddlu1wAILOG85//zzqznnnFP9+c9/7sqGcxLQzkeRCurOAWaak08+ubeZBFrHM64JwAyN8/FWWmmlXM1F8LJ5SIpVRYwgdt0ADzuZQb/wwgvq1ltvVdNMM4127sERZvnll3ehDslnRk5kQVYvF0fE6R5CoMsZzPRxdEJQYzHjAs7ChA/dsAV3t8LVupSfOFADDuCyjArAByyxiwRE8tEuuwzhfMYZZ6gxY8ZEk+ZcPGJfs0J49NFHW4I1mkBERTbJ33zzTbX33nvr2ssuu6wW1swiYwAhzSYuKwMO7a07sNHJKsJ3WjzPKq/qp9N+p03CTjmX8HrOgbnnntv7onzwwQeN8BpEZ/v8889HC2dCZbLpSdB5vP3uv//+rj0LXOU333xz9fjjj+uQnTE3RpjhVh17cnYMzarqMCvmYwePXYAtOo463YAkoLvB5XSP0jlA/AheFBfgzo31Rt2BmSVekKgPQsCMGcHBymH11VfXG1XdOl3abNsXX3yhONcRgYuLeUwbENIHHHCA2mabbWrv1MIM+vXXXze7bP3NTLpqaJSKo6zd4ETHP6yawB82oPBgcwF6WGZ5JtStXwhnZmLEeQgBQhAVASd8oHIwoVf9euihh9TDDz+sPxobb7yxNrMz22X7jU6avlxwwQW24ra8XvWLRmDz7AOsOVD34P6dF/L0a4Kpp57665gd2pgAM0XpsOkjGxSuTssGCJ106YESnX/oHeZ+5c+0006rzj//fMWOugvOPfdcddJJJw0prtP4QTjjQux6TmbjL7zwQu1I4TpHsZf9ov2Y1x1//PEK640QIKCPPfZY/cGp6/tOu4g74psls5Ih2FIWypQ/1c/Rs60veC2D2ce4mFskOn4u1Zk/uBj7hDM9I+axDerSL+yEUVNIe2xtJY+JCB+bk08+2RsiVej04r2gjV9++aXWh6NLDwFtJMgTG4gh6FW/sBd3fQylzahsfDb4Us+WxvarcQJalgeS2jofkyf4ksbg2OoIvqS2OjF5gi9pDI6tjuBLaqsTkyf4ksbg2OoIvqS2OjF5gs/AZnPQBwSad5lJCR1JfXR8ZYIvqa9utgyzNU7rCAFR1i655BKFWVfI0UbaIWmItqtc8CV11bPlY3eNqgPzvBAg2OibT00FDWmHpCG6rnLBl9RVT/LhN3HDfYDnZMzegY2GtENSWx3yGqWDdnWiafm4wfKHPg5zMYCvNX/otPjjC94U+91u8h/Be/DBB3tvyQkhdeXddNNNp9UzIQ9BxsKBBx6oAzyxZG4SjB07Vp/5t/jii3tXCEsssYRWi+y55561fF4IX55DzEy/queTBHRVnM3QRSCzNEdPjzMCgsbmZIF1AnEBOGKHZS2zkn4+eijDpuAlL4wPcO32mUj5cLtRRhxnZl4+QEeL993LL7/sq1bbMviPByLjl5jVPsDEcKaZZlJ/+MMffNV6Uoa53QMPPKA3A20NQHCjqsIKpypIAroqzhp0MUnCdVe8sHx6QpldsxG23HLLaWF99dVX6w0iXxwF43Z9/TN0jBP2wQ8++GAteUBQJ2JSi/7R1cgzzzxTewSGPkYu/Drko5NGz4zlyTLLLONsEpYsOMEQU6VuwIeGzVcf/PCHP/QVFy5LArowC4cS4AVE0OLlRZBvZsqd6KoQ5JNOOqnaeeed1QorrKAIOdkPwOoB1Q594lBOICS0qIO+jkA1PmBWE9Lr+fCrKqNdCCqf1QLtxjoFd+0mC2fhIas/Ylvghs4s2QULL7yw3jDF87Nuzw4BTZtc45N+Ye2RBVd96jHRwgIEW2sOCvD1OQnoLGcLXOM4gdDhXDhxjS1Arg2VwEDMpC+//HI94Js4m2bQ8pHhAE5ZTbR1suAFLxOnVNcRsDoJxdjAAYQZdj8BruII3l133dUp5PhYc+DCk08+qYMQ1an/TCBQw7hOU2GywaZvXrjttts0ygknnKAee+wx7b1oo1ErAe37ktga78rrJh2EMrMigqzgehuzO+9qdyh/wQUXVJys8dRTTwUN6X20uskfaQdLQVyECV5UFeCmywesKJTNHz5MmGSFwGU1UHZ7Qu0IledtD8KXj6ccQuui38kqE1p52+O6v40OAtinknTRis2HJ3zEUAdxMo0JtCedqGJyJPObQeU6UUWWrJxnRmB1BHWVD1KaxkNDQHOCCJuJWchjJJ/FNa/LpIPzAjMF1DXwrSpA74mHoe8g0zL75VNX0EcZP3id3XTTTd5ucyQXx0bZVkZCx0egF/3K0x5MIzlHkXfFBRw9heOOCb3uF7N7vB7xGqwSUAcxyTP3T3jujbODrpJJsbS33nprbcPJoZmcdszssBvCmfYxG+OFx4bUF4siti9V1xs9erR2GmGJWKVwph88D6w46gZ4zYUAawCbcA7hNaUcixQEsA94l7BiqhNgrskKwDa7LrOdeGLiWYppoglJQJvccPxGKGJVQVhHFPuYyRX9ovLAOemCQOryxzV/MYOBoOLY1NYZ+GihlgnZ/JbRB1Y6xIZg1lEnmGiiiYKCl7MS77zzzjo1u5K2YL/uW90gpFgBoVaoE/D+d8N0kwkXqwzTESsJaM9IQMBgTM9GAWoFdpuLHDGP4GXXlri/nJrBTJhDKPljYCL0+WMXH1tYn6BmNsqsi8FTV8B0av/996+8efAK/Z1tN73ymwdusNlmm+kTOFzVmKFh5dDPs2fpO2OfYPi+cU20O5/Fh9DqZopHJypFl7qzzLagh8cYQN7ren2qyuxpQVosyVmazjHHHIVVCeiKGZwEvMHwHScUH7BUx54XnRRC3AXM6gksToSzugEOOTvttFNUszjfLSSgGLAyaLNE2Qd45513stk9v2YmGNr4+vjjjxt1JFcRpuI+zYGyvmD40K/atriTPqAbxo0dG3XXOBS6fIBsHyFkSmg8CA02jDllPAlo4YiREv6RL/lss81m5Hb28+abb9ZeYZzswReY2V4IeLh8tZkVospwPVSM/DHrw4yJDbI6Ae67Nk9Js42clccH68gjjwzqjuGBa1OOj18dYcYZZwyaW6Iu68bRSXXhD+OUcKnom13AypBVZd1swVlFYx7qGofSH9RsNpUIB/Ji5YW118iRI6X6kJSVO7roK6+8MgnoLHdQ1BNlrCgwU2Dnnocaswtvux8zaYQPL7Hrq42HIl/mugloZsSuNtNXNvPwCnz77bej+MNuvm1WYuNbXfL4GPOy+cA12/LhNLmMI6U4lcUnoOvaP54V72NoHLred6ISAny4b7zxRjXVVFM5u4rd/LzzzpusOIRDmNOMGzeukHBmp5plPfEWRG8t9DtN2fkOBQ+/6qqrKreQyNN+NgZD5wUym0A49ysw42c57Fr90O/rr79e3d/F46rqwmvGs28zF56F4pXUpS+dtAN1HHsTIUHPJMf/ee/k7hXihDoUe2sbHQYEHm55gBkSgw0znCOOOEKtv/76+oVj8Nnu4aLtq8tyEDWJrw4bhvz56rjubcsvg47PpA6+5Vm+ltEe+tltOiFrBHgUo/KyPSMzr9v9Mu9t+x1qz2WXXabQvbuAUKQ4NIXouPCz+XWk8+c//zlouUO7R3BSStGTUIQhRemwjA3RQPjRZhrvWkLnpcNmG0I2FtCdYljOMgXTO6LNldmebL+ICoabsMusDuN/NspQz1TBn2x7hE8uPmNa5gMM/1ltyCzKRcekUYd+5WkPwtm38cl+BJtACOmyx3Pe55WnX9Qt43lhWuqbJfPhYrOwac89lj/sO7D/4nP/Zw+ncZuEMvjQ7RX5Mpp0cMONOUYekygCIDEDwF6ZWaDEHS6zPdl+ffrpp6240ebLJL95yYkXgAAXtUGV7ZH7dpoikEQ4x9Iwn1eWP7E0qNctOjwP32kbCCA+9N1qTyyPutWeHXfcUZ9k7mqXHFDQrfa42pHNL7M9vlUm92VV3igVB42Wl1NS8joBwce2GUsIH1AXgcKyC4sDNjoYQLxkQkdSHx1fmeBLmq1LVDAf8IHB6kTwJfXh+MoEX1Jf3bxlMsjz4Ek7JM2Da9YVfEnNsjy/BV/SLC4zI59bs/BA8CXN0om9FnxJY/Gy9QRf0mx57LXgS5rFC6m4eCexdhB8SbN0Yq8FX9JYvGw9wZc0Wx57HYNPncYJ6FgGxNZjczCkVkFfhLnb7bffHku29HqY6YWCmqOmaYL7d+nMqSFBmQHWsGmNaBLjOHQcViM6UrCRw1pAE7OZWMs+4EXDYaWMzRzffUJl6Lwx0/G1g1lZyKwrdJ9U3h0OpOfUHT43/S7DWkBjzoNBvA84Sr6XM2ezbbTDd2oyH5w8m50m7fS7uxx49dVXu3vDdLdGcmBYC2ieWEgXZOqZe/2E8U7ymW4xgybQCrq7BPXmQGhPod6tL966tIKI4+GwFtA+dQHse/HFF4NxfOPYXF4tLE58QVumnnrqKIuU8lqUKHXCASK3DWcgqt1RRx01nFkQ1fdaCejQbDaqRwOVYungJo1NpwswoSsjvnBse1ztkHzoYN738MMPS5Y1JcAScTpcUGZ7XPfIk9+v7fHxIE+f89Qt655V00G9WEasG9rZj/wR/o/AggG71BCELB3AL0pHjNJ9bcljJB+iQ/wK3ywaR4NQn8psT4jH8IfIbzh6+EwDOZmDgDPvvfeelQVV8zn0UePjYfa16vaYTOjW88I6yAfS5261h7bIPX3t6lZ7OF2HceoDnDkwxzPHiq1+nfpF+2LbEwq6xIenVjNoG/OrzHvllVe8LscEmu/kQMgq2wxtPiw+V1nqSGAWfieoHweGQ4B+H9fLmvX67tEPZcNaQIuzgOtBzj777Ao1SN0AS46QmoMId2VE5atb31N7EgeGEweGtYDmQYeENLPokEtmLwbMoYceqr744gvnrTG5q/KEceeNU0HiQEkcSJYeanirONgEvOOOO7zDiWPRu3GmnrcRlkJ045dffrmlZDAr5E47WDP9KpsDdfyol93HKulx6hCRHIc7DOsZNAI6xgmljgKazU3OLvNBXYWEL8qbrz9NKuN4M9cmLf0Y7jrY0LFWRDuUwF9Neu5ltpUVxLAW0DCTeM6+F4k6dTzzj3axy/3WW2/x0wocm1VHmGuuuVS/2wFj5+uLx4GZGYG6hitcdNFF3q7XdXLhbXTJhY8//ngS0AQhevLJJ70zGmbQm2yyScnsL04OS44NNtigdWwUFJlZI7g52eXWW28tfpMOKIT0+pzrNuWUU3ZAuVkoPj5ghsep58MRMOWzndknvBgOqwvGRqifZ599drMEdKhD8oBDaZYO8St8Z/phrzhmzBiVDUSfpRO6r6u8CB0CnxPakpedL+4VV1yhll12WR0M3HW/UH6R9kCbwE441PjgRz/6ka+4raxoe4RYN+lwL+Jt+O7JKiK01Je2+1LfPXx42bJu0eHEatfhE7SJONn9fKIKfVxuueXUXnvtxU8nIHcmGHAN/jpkCA6FkMMGdYrS4csaMt7GCBxXZwaTa4aSlw66HgKIH3zwwXTDCtyPWXQ2WFEV7SmrX72ks/fee3tniCz/99tvP61Hz/u8etkvGRwxz52DUTkg1Rc/ZauttlK/+93vSh3PdecP53X6okgioJdZZhntoxDD56aNnxVXXFEdffTRCksrH3CuZzpRZUA4I3zvuusur4CGkZyQweA3ZxryMiDkzXwf421l/UYHNQubgS7hhA6WMK68rMB5552nhZmNN+RBy7UsxloltI8gdLvJZ9RNmEL6AvejPpOxMxzGDydVjx07Vh6HNUVAC3Tzeck9XSnPiRO5XeMQPJ4hHwybJ+m+++6rA5kR59pWbt6Xj/Z9993XPAEtg1hSs1N5fgu+pLxITz/9tDP8KAPl8MMPV0svvXSb96HgS5qnDWZdwZfULMvzW/AlzYNr1hV8Sc2ymN+4mrPiwGHGBQhpXH4BgkDx1ylw4O8TTzwRRJf+SBpEcFQQfElt1d5//311yimn6KOLbOXkcZL8bbfd5lWxuXDNfGmHpGZZnt+CL2keXLOu4EsqZXxMQ6tklv5iIir4kgqdvKngS5oXn/qcRH/ggQd2gpoLh9UlZ52yehj2VhzCOaw52FSTgSH5ZooKJ6Q3MusP99+oMLoFmLXVMcwq1gg+s0KWufvvv3+32NTT+zCz5Jw9mRXbGvPVV1/V7tAJJhKEh+2GcIYnn3/+eSuKZhLQxijB9MdntsZyvY6xOYwu1OonsU66FZieZWMdj0i6/vrrFZZCLmBMjR49Wk0//fSuKn2Tz+EYocOZcb565513atVn2rznnnt2pU0ca4eOWiAJaOHEQOqzW5VqzNIIip8gzAGi2rEJ1i0hvf3229dOSDN79s0Y4SICYNFFFw0ztOE1sDTynZnJ2Z833XRTob2cKliEWgT9czfgmmuuUfBBoDt3lbs1IN144429ag50qhwgG3rpGtDVrjSR8KhrrbWWeuONNyq/Hx9OlqN1A3SXIeBotX4dU/Rr66239obIRQji3l0370Ha7jMJDD3X2HLekxtuuEGdf/75bShJQLexQ+lddxT0PkAX5QuI78MdjmXYmBP795e//KXCvb4q4CUvsglUVbtYmTEz8gGqDuK+9KMHHe8Kz943C8XipZt7Fr5nYZbR9oMOOqiyjycrLHwZfvrTn6pdd911yOSwVgK6rJerCB02Ke655x7zGVl/n3TSSdZ8W2aR9pj0mkwH06kzzzxTW3ag53/33XfNrpXym+VzEUsQaUTZfEb4IKBDBxmwAW07q7Ds9kg/O03ztAdHnJBbN+1gY4xNxE4gT3t89G10MK2tAj744AO934XJ4RprrKHGjx8/5Da0Z1ifqOJyrEGYwMBpp512CNMkA9tWnHcYVC46UhdzmZCjz3ChwzIWlQczE2YMzKqwnPFZz8BH6jHLZKaR9egUPjP7RCD4eN0rPj/22GPq7rvvVmuvvbY0d0jKcpoNIiIsmqFkmzx+tthiC7XUUksN6auZgTkiKhDUG1kh2avnJe074YQTvNEsGWs333yzVNdpaDwza8bun9WkWPjYZAjPvXGOKm2cqOiCIEOvv/66V0DPNNNMap111ulZvIuKut4VsgxKZpO42AMMRN9BuNThRcV+9rrrrtM2ouTZACGHoA4JfBtulXkIHmyiF1lkETXVVFM5b8Vm4amnnqo9W1nNNRlmmGEGtdlmmwW7gLUP0evqCIxVxpQLmMxlD7/NM55ddCW/VioOaVQvUx7GPvvso8aMGeNtBsLC54ThRU6FHXMgtImEI1HorLuOb14QEWuWbbbZJkiFKHeog/goNRUQzpdddllwg40P82677VbLbqLeCL3jVW9KJwH9z6GBYMZpgA0Bllsx4PuyxuCnOvk5AM9DG42ybMxPvXoMbHxRdWSX8tk7YxvNjn4TN6MRztgzh4Qbq5wzzjjD6zqd5Us3r3/yk5/oFY/rnuwtnHXWWa7iUvKTgP4nG9GT4Um40UYbeZc0wnW+/GbMAMlPabUcwCKCmAY+wFstFIjGh19lGXGiCRTk05PL/ZlJ4yFZRsQ7oVl1OmrUKK2TRUj7gI8oq4TTTjutpYf11e92GROBkPMQH9mHHnqo0qYlAT3AXg6GRe83ENkv2syJTUS8xBJ0lwO8FIQz9QEBiHwBbXy43ShD/x5rBYTNPUKsCUJ6jjnm0I4moZkzPMb0Ep18jHNYN55J9h6oLjj30wds5lY9zoa1gEbH9Nvf/lZHVYvV97GsQUAw0w4tU30PN5V1zgGeQUiN0avDCmJ7xS4+9vT0JQSLLbaYuvTSS2srpLGuQd+MF+Dkk08e6o5+dqwi6vz+hAI60UmizVW9kTtsBTQxNa666iqFNUasop/d2UMOOUTNNtts2rg8OBJThUo4wAk4IQEcIygqaVwOohdffLHCgzDG4oQ4Fpgo7rHHHlEquBzNKFSViQ0nfxCAPuYYM1YPxDl+4YUXCt23amTGl8+xBnfs0KEUZbSxUQK6rC8uwplNjJCOyWQw3oW4gaMTFCirPYmOcNSe2vjDDNo3+8ROnedlgo2OWR77u0w6bDLFqjtoH952nJqDtYoIxDLbE8sDVC5YXzDJWXXVVaPQEM4EHXr00Uej6veiXzSMjVkmYz4gANazzz7rq+Isy9OvEWxW2Iyks9RjNjWK0uFrHKIB42gLnXRZUfjoIJTxbPI5oWT7Trxe9FFYD2TbV7Q9cq9E5wfCCmua5c9hhx2mhZRrpkxA9FlnnbURz4vDIgjCxSkiIWDMYwKKhQHeZ5w9yWwuyx8bHd97IfVDdNDv40zD+wDvY13TEc54SbKpJgKqjPbQ7rLpEMecseMCJgcvvviic6O3zPY0agYNw0Qo+5YfLsayCYjpUqxw5pQOYvVyPprLtKtIe8x2JjomN4b+zvKHjzRLa3nZh2IoLfCyq6QsHRteTF6ZdHCMwqEDE89YwEqFKHjosjmqrcz20Abb+zVu4HABdM3M+nG2iRXOqHDwKHzwwQe9z8vW9270y7wvG5x4uvr6xseGDc4iENuvxnkSygspaQyT0DEjlFFPIKRjgAAmuOWGNgGkHZLG0LbVEXxJbXVi8gRf0hgcWx3Bl9RWJyZP8CWNwbHVEXxJmcVwSK4MdBsOB9Oyx4ArseBlUxteTF4VdFjZseHGPodPQJjtY6bHH0IF4FQZ1CDMhDmEIi+Y/UIVyGbZJZdcok9h7yTeNuaouOcz4+wEzPZ0gi84sXQwDwzFrCZuiNAT+nlTwZfUhd84Ae3qiCufgU4krTXXXNNVpS2fmTKCnEH56aefBo/naUNOF13lACEa0QMuuOCC1vsivDmmDDPKkCu5lUAPMpkRo55ByCKsY0GEJye6c3QbQgQ7Y4Ebb7xRYYNtmxlLnfnnn1/NN9982vSNexc56QXBg7UTKphOhbO0q1spfT7yyCO9fKdfbNSGJm5ltTl+BJR1xy7S4etPvAfzhALf7WE6p3vj6QWgS0pQXw6wyuFwTYSKa8aJzhTdJ7bETQEEK+oAzPBCgYZcfaLfpsqEmNSohXwCmrjH4BUFNm9PP/10xUehW4c1FG0z+K4gXCZtZIPvhByzbhm/+1ZAMwth9hQrnDmFml3pmFCjZTA+0SiHAxxOi01tdvNWqKPewo4Ya4OmeH4i4Jh1brnllnrPBBO2ojBy5MiiJKLwn3rqKYUZJAIaXW2TgNl+ds/CbD9qozvvvLOr/WrcJqHJMNdvlrbHHnusWn311V1V2vJ5IZg54xkU0gm1IaaLnnOAlwa7Wh+wdEcX3TRA3cbsnw028xikuvYD/TftRTjH2HbXqR+MD+Iy+/Y0UNlw6kk3oS8FNLqz2JkzusmxA0Gz08y5m8Ou3HsxYwtB9iihUP26lCOkUXcsv/zy+jACQnPWCWS2z0Ygkfr4YDYR2McIHQjtO1C6qj7XSkCXMXuFyUsuuWQUv/CjR60hOucsUhntgWaik+Vs+3VR/jBbC8VFYQMoJtRnXZ8XMStwltpggw30RhanP/dylooVDd52v/jFL9SGG26o9bJ521P0ucsoKkqH/Qti8fiAvoWCdAl+0faYdCaYffbZv+6GE4rc1KUrpJyvb2i3nY07l5/8lFNOqa688srgl5B7cR/OgLv//vudArRoe7gPkOh85xtGOP6XwR8860488URvFDsOrsV0MiRIymhP1c8dJ5F5551Xm+Tx8SGKXDeAWSS6ZYQVh1q4ggX53lNpZx34jDcmlhusUHzqDTZujznmGF3HJX+q6FffbBJiv4hpnO+0CmEgQvyBBx5o82qSspQ2kwN4qD3//PN6Q9DVg5lnnlnPlLCOiJmUuOjUIZ8NT9RyqD8QGEw2MLVjNuuyaOm03ZjsMXtH3UL8ZgQr0ej6Afiwr7DCCt6uYM4Jr1nFdNuyqy8ENN4/6BhjhDOzp+OOO07biYa+hN6nlgprxQF0ocxwCEDkMhVjhoSdMOOl6QJamI/Q4I9ZIOMZaxUENCZzrChMYOnNbDtrapeNawKf4CcRGwEsnPCqFeB+/QCTTjqptgAK9YVDFnCK6gWULqB5uEssscQQNQReTZ0GF/ExZsYZZ9Quvz7zGMHHzpmDStkRj41gJ7gprT8HONdu99131+7IvtYiuNjUQjD1G6B2ALDVxXrFBGa+66+//pDj3E4++eSWM4mpmkBI9zPAn1DYB8wGMSIoS6+cl5+lCGi+3GzAoGZAQBPdKvuV5pRilqEsjTgplw679Fd5OsG9RkbYeKJzZkMQU7oE/csB7Iex6iCYkAtYaWGCybK9Vy+eq21l5mcFLNesMPhzAXWyeK66Tc4nMBVObD6VBattVDrmCevd7nMhAc1GBbGROdWWZSXLJxcQnhA7QwATOGwKiYiF2VBoY9BFc/HFF4/amYc+RuhEDUvQ3xxAN/vwww/r6HAuXSweY4w94iu/9tpr/c2Q1LshHGD1zCo/5DmIXTd7Vb0Et0QNtIrTSC644AI1yyyzeHc/bWQQ7PxxSgSbHOwM47LLciIWEPLE0c3O1LP4fAVxQknCOcuZ/r1mhbb99tt7X0Bi/nY6Mehfzg2PniF7srHCsz1HbiDf2BjtJeS2g2ZWggs1x9sQLQyVRqcALruoW221ld7kIxA5pnIhoUvsXDb6QvVQoRCDIAnnTp9QM/EIxRkaG/QM29eYes3kQmq1iwOotUJyCzUPK7FeQy4BzWAmAAsbDXyFygSWG4sssoh67rnntMcU8XGzJwPDWNQoBCz36Y5oF7v06JyZoWehLL1jopPlbPt1L/jDB/66667z2kNLK/E47UTf2ot+SZttaWqPjSuDeVn+hIQzmKhBbr755rZNxCydwTvk+5WHzgQD8ZG/9jmPyK0ReOx+i+mN5FeZYt7Chg9LVl4kzH0OOOAAPSsOzXzwtMLryrVTL0byMMv1wMwdbVc/E504J5Ru8JnNP0LFZq0XbM8OL7i99tpLj6lseXru/9Cbp/36XqDeIuY2MU5c+xQyJtijQF2GLTTQ7fc9egbN4GdTrpuACd26666rjcQxFMdEDpVFSDhzFBDmVi7hTB9k8IVohfqb6Pg51C3+MMlAZxgjnBkXrKz44HcK3epXbPtSe/ycMvmDXlk2if1YSh+GwLgSjYFJJ4TrK4+lEyWgMexHPxxja8xMFwW77S/P1F46hwDFQwqXTCwxQgL13XffVZtvvrk+RUNo2FJpi6S2OjF5gi9pDI6tjuBLaqsTkyf4ksbg2OoIvqS2OjF5gi9pDI6tjuBLatZhFoSDxgILLGBmW38zPjnCjEODi4C0Q9JOaQm+pIlOOweEL5K2l8ZfCb6kyCccm379618HieCBysoMOST4kgaRHRUEX1JHNRW04kDSsxnoO0RRiPNlIniKK7oYghO3SmbGVQHHueP1lLwEq+Jwvehi3klg+JjxycyZmVPMS1mvXqbWlM0BBOO9996rNwJRabFS9wHWaoQapd4HH3zgq1pqWXAGjYDmUMqQrubqq6/WJ0Cg28NTz/aHLpmgJOiyqwieTkQzTOoSDA8OsLLjENMY4QxHOPqMmXYnG4PDg6PDr5folDEmYByFAKMFTINjzzUN0YspDwpoFOShOKl0kobfdtttwXui9zv++OO1tyEmdtg/E4ylKKCj3nvvvVtLkKL0En69OYBOkOBYrvMIzdYTO4Iz/phEJEgcsHEA6zSEdOjjPcccc+iPPJODbkBQQGP+5otbgVqDSFpEEssDLBOIG4CLOPGbmf0iZDsB9En33XefDhrTCX7CaR4HUKVxFmEIGBt4ut5yyy2hqql8GHMA9ReWHaG44rAIle+1117b2jiskm1eAc2UnhORfYCqgk6FlN0uGnyxOG2YZQabgNttt53CCiPWg4fZO6Z3KPETDA8OzDXXXFGHMvDSHXbYYXrGMzw4k3pZhAPIMJzwrrnmmiAZhDT1YkyUg8Q8FbwCGseRULQnbAnLAoQy3jso4okghet36ARdliXZTZ9OPxbZfiQ6WY60X/eCP1jxEOQoFFqWDz/BcHBayQu96Jevjak9Pu6Ue2IRH3X2KvCUDgFC2qZiK/N5eU9UQQ0h9nq2xqI/Zqkpp/fGxNj1fXHECNy8F7v0RKxj+YGpnQncFxUJEcxMsNExy/mdxxkhi2teJzr/MNkx5HfZ/GGVhY17CNiPYEMwC2W3J0vfvE7jMM6JyeRZ9nevnhcTAWJsc7K6D3Cmy2oZynzuzhl0zCGbCEYRzr5OFCljAxEbbGbzHPHDlw0zOtQamOxlhXOReyXc+nMgdPoFL8cee+xhFc71711qYV04wAoM6zX2tnzABNY36fThxpQ57aCxI/bNntE9v/TSSzH3KKWOWHrsueeeyca5IEd5ruazJfQiel0TMKs0N4efeeYZ/bzLWr6Z98rzm00/FxAca9y4cXoDx1Un5ScOxHIAdQeby6NHj3bGdmGfbtttt9XhKGLp5qlnFdAEs/7xj3/spMNLio/6008/7ayTCurFAdRDxCBg6YYnnbiu0kqM8CeeeGJvgwlaTiAr4lfEbuB6CXZQyKTB50mKCWeM7rCDWyeUYcoB9jBQq6FvdkGV78MQAc1LgIDO6nvNxjGLQSfc69mU2ab0284BThYhdvfWW2+tBTG1OvGy5MAFNkRQM+WJ221vVWe5bB4PnELvRGZV4Ds0womYChIHHBxgFo0ZMRvT5qrTUb307CECmpeZUJ8+IHgIZwwmqB8HmGHyd/TRR+uPrG95lrf16NqIZtgrAc0L4ptB5+1Pqp84EMMBn1otBr9InSECmtOAQzNj1BtsxiSoDweYFaNHxuyQgPWm/rjMVvZysLIPgZ4ZVY0NGLfMeBIkDpTFAVZk5513Xk9mz/RBW3HI1J2NIQz7fUtgjqci1rINhI6trOy8su7VZDq0HUGMjgy3ZwKMM8utSjjzDDudwZbBZ+K8vPrqq86hRLSxddZZJ+plKqM9NARem3+d0u0UL8uMfqSDXMLcTvgciguU5Yl5nYc/jHVOf0e9VxWE2tOaQVNxk0028QaeYYbCxuDbb7/tbC90sjNwrkMNcRLMFAhtSTPF0ZeCL2k0Yqai4EuaKY6+FHxJQ4iTTjqp1sfixjxq1Kiu6F5xGjr55JNDTWsrl/5I2laY40LwXbNnSFFGtDpib2CaaQOhI6mtTkweAgO+4wxjHj565pln6pg0sfSlnqQx97bVEXxJbXVi8gRf0hgcWx3Bl9RWJ5SHzMBKAu9iMxb9s88+q4444ohcq3hph6She1PO/g2qQlakLmCsffnll65iZ760Q1JXxREcnCmDnp18+W1DoDEHHnigcxnpwxV6voM6eSC+2Ts06NBXX33lFfj9TIfBsuGGG+pDL9kw69amGKsmnII+/PBDeZT6GXT7eRFWgDHogm9/+9s6zi8C1OaoUsb4gef77LOPPkszy39iDLOP89BDD2kv2G7zxzcRatJ7gaoVBxBs2uGh2S8+SadftwAAQABJREFUjNgp4wtBWkW/mD1ztJ9PODMG33//fa0CoR0CZbZnggGX2a+ZwuOxR7xTnwstgpHQjmZjpFEM/JilQNbbkM6Ayx8vl29AU4ePBO2AgVwLDAc6a621lh6wCGb6WxTQ15rPkmhvqEkAyviYCp8/+ugjHUK2DnzGeysrGLO8oF/Mbs0wkmWNHxwYOBXa9wwIt4tZ4r777usM4lVWe/qJDuON1eGVV16pENI+wLIC9V7I2zAvf3iuEnHTd3/GGJOlRx55RI8F7sNfmXJshAwydvt9wpmGrrbaam0vtNl4oWPmxfymQ0AMvtQhFTy5h1xLHcm3pVKnKXSIh8JRTmeffbatO7nycN8nGBUvAqaSzABs4HJXrQOfEY5EE/MB/WOmzcdcIpQVfe7gY3KFKjAEhKNcaaWVtPBgf+CJJ54YglK0PUKwX+hwIg68XX311aVr3pQJy1//+lftnOSrmIc/6Ld5LwgvEQL241555RVdrar3Quug+QIRTN8HnD4gByf66qWy8jjAc2EWgT6101NosHp4+eWX9SYiLcMjEDWFb6VSXg+qoUSYWk7tQUcYAjwLUb25dNIhfClnxs6SOkY4Cw4pPgX84ZFG9DO8b6t0bDDv3YTfzDYRimuuuabeP8jbZkyCeU8IcMTqugiwCcl4WW+99YJkUPkxUcCBq0oYwYvKwJOvjOtmvBRVN8Z17+GYz3M55ZRT1KKLLqqXfHl5gFBmwLKZwmAyVUsM6CYD6gPca4kXExLSCFaC9fOhkpl03r7DL4IvYQMeek9ctNdYYw01ZswY/SyYDCGoZdblwunnfIQy8bz3339/vdk62WSTddxdBCorJkKFdiqkEc7gYwUUA4899phW+cXULVJnBB3iK+YbeJ9++qk+v6vIjRJuPAcYvKeffrpaZZVV4pH+WZPZ8UUXXaT/EEqmjjk3sRoj4CjF7j5OU76wBHQBAcuHio9e3rjhvBcIZ8Lq+t6RGFbhncsHhfC4qGgeffRRhengcIOlllpKq3+IFIdgLQrQQEjz3vg2kH33OfbYY9UGG2wQ9YwZQwjzbsAIYiuEBMHHH3+s+GIkqJ4D2PIyADhlJg+ga8XEjOhbpqVFHhpNq0vALlQOhL1lZ98HCFdWimx8xgppcGRD0Ec7bxkChc0lZmtscrFMZ4VDLJF+BcY1qiY2/4hrEWPxlZcX2CzzEWafIHZiglDHNJIVTgygpsJXpNOZesw9zDojMK2jUy6gIcwgkoeWi0Pl5CMMmFEQgzbPrIKNCnaRsVhgUA43D0/C3WIjy0zUFjzdfDq8jOgq4RE6aZ+KgWfAuEfPWBWwrMYiR4KOYfHBqufuu+9uU0lVdf9u0OXDyarhpJNO6sbttGkeHzveo5AQhf+srGKFM1YjBBoL0S2zo3qT0EeQgcrArhqKLh+lfU2kA4/HDpwgwwsaK5yZbbHbjCkXJnCx0ET+xPRt880312qdkE4aWry86KYvvvjiIaThD2UslWOFMwKfFx0vTmzFMVntBI477jiNxvmeuLVj6oVJYRkf3W49d2bKCD6sIAhjO9NMM3W8wQ0zCC2AwOV5sB8To2pidcIzRA1h4x284BlxUGzMM+ZDjk09zzgEZfN5goFB+rXv1ABcaylnORkCmElnfI30CXtmgL5ZDfeHdkiINY0OwoWldOzmHU4QxAd48MEHhzySfuRP7HPnpWO5GiOkeXH5wGXN9RAufCj5YPrGqjCe8cqSlxk59VmRnnXWWWqhhRaSKh2nrA5oJxYgEjieZ2+Lh9LL5455rkQZZNWB9x8OHrHj2cUgTNgef/xxbV7KB4tnA6/RFYcAGYBdP0KY3yZ/UOnKBzUkS7gPahnxUDXpuNpQpvyZ4NJLL/0aAeECdsAZfKF4weCblgIuer7TBxiMPk9DXoaQETj3bRIddJAcG8aDj4ETTzxRLxdtL2k/8gee5OkXMzicU2JO/OZFym7SoRtdccUVYx6FroNem6WvCQgmfAbwNsSrsEzA3BVhhaneuAGTMIR4Hv6U9X5h/slBz4zbOeecU80xxxxldlO98MILen+BvRVTXw1vkUmbbrpp1P1uv/12rdvn4ykfXOysYwQzN5ANQWRKL/gcVHEQ2F06FsMRHph8saQ+HYMhpEVAhBhpEVp1oANP2Rxi5hwDWC3ceOONCgENf21Qh36Z7epFe+ATDgz333+/GjlypNmcIb8Zk9jfdgLoIZnNZYUztHiZeVZ4ZaLf5AzFqaeeupPbDMFZdtllW3lrr722fg+YUTLb7MZ7waYss2RUCEyWygQmHfhaoMbArBceI5DNfsFb4s8Q/4TnHIKQAYQPn9UVqyx533oxnoM2LswCQgM920npiOSbDJa8TlIRypJ2QgMcwZe0F3T48LFsigGcS5jVyUagC0f6I6mrXihf8CUN1XeVC76krnqhfMGXNFSfl3jMmDHamSVUt5NyBAd67JBdNbNVvAhRd5xxxhnqzTffbI29Tu6bxUGNwIqBUz+WXnrpwrSFv5Ka9+MdRnAyoeCeZQln7oUA5IOK2gGTyd///vdaOEs7JJX2UJ+VS4j/Ur+TFFNI4oCIcIaGtEPSTujmpRMU0Fhv2JbTrsYVbbyLLvlZwe+r6yvrNR2sZph9xejoiNzFUtK3NJW+9rpf0g5Je9kehDSnyOBxWCZAlw2rgb2bXGQR6GxI8Sxxt8+zsRu6EeMpZjYZouN7Xqz2EIplAXICc1DMfFllbL/99urcc89tI+9rDxWZ3bJ5V6bMgdaA2lfvQ7Q1ZuAi1J5sfdd1HjoThr6ELAPZPU1QDgdQbWByFKMH4+SSXXfdVescy7n78KLy2WefaasKWxyMTjmBUGDTqBMg7gmqD2a7zPCZAeIEVgbw4agSppxyylIEFDplNj0RrMQqYfaPJRK69LzA7BZ1B5uBZcHll1/eptYoi26ndEawAcguLN49NkCgsLRmWYORdoJiHODljnFCwVWb2VbMxmuxFvU3NgKQmTSRGmebbbZCnd1ll120gC1ChBkaQgrg+c4zzzyKYFg77rhjlPVJkXsXwS1jlkqwrzvvvLN14AcfFVOF0En7ZC+ATVOfNVoMbTaXUeFU/bGLaYvUGfHuu+8GZ2hsCIz7547xbbfdJrhDUqbuZTzIIYQtGWXdq5t0iMEQI5wxbWQzhsHXKXSzXzFt7GV7sHpYYYUVtJDGLjevZQWeijvssIP1xS3aL5417yCqGCZDWH/w7GnjNNNME8PatjpF2yPEyqDzxhtvaMcb4m2wemA8dyoffO1BoGJOh04eHTbOMXkAW3O8Ogm8Hyucfe3Jc+8QnRHomFkisNwwzVmyN4EQhvSEBGQ2wrmENt207YY8FPLLAHnAknZKU/AlrZIOfZ9lllnUwgsvHLwNLyqmd50KZ+mPpMEbOioIvqSOasFswZc0iOCoIPiSOqo5sxnnWGxgI40QZLbl2gPgHtRHcBLXhI2+7FiXdkjqvHGgQPChzx8qEP6wJUYVgpBG/wswUQqB0AvVc5ULvqSuerZ8eMaKHMHMmMfErRPVhUlb2iGpWWb+ZibOph4fNoJasTpBYGM7bQPaykoGvTfyjN8xs3lph6Q22jF5gi+pC2eCgTCWX/Plxk02a7TvQmLZSDQuNj4whxGATgiyA92sz0MN2SfSIWj4BH7d6BAkh5cOIe0C+oVwZqnLjM8GdetXU9sDrxGAWA3YzN9wnUfQIFyInGeDbo1DhDJtJdwszkkuIY3qDDfkqt4LNggZmy7AzI+ZMvIA4dct/tAe2ziEZ/CKSSU+HLRHBDAzZeJ10E4zHrqNTra/3e7XCHQ3nIQyfvx49eKLL6p5550326Yh15x4wCYHMRDOOeccxWYMyv6YWV9WpwpT6DR/bFi6ZjU0gjrcg2VI1q66znTYpQ6dDkH78WBDINBPgTr3q6nPC4sYZnnMTOEvYPKZWZeMQ0nleZB2cxzyfhJvBUsNc1yY7ZHfVb4XvokVgm/cgAoUM0LeS/jX6/eUAG+AOOHRHp47z5n2IpwB87nXcTy3TlRhtkD4RnYxiTYVAzwIrAyArbbaSp/DxoYiA0kYEKIjg05eFF99qSNMNevWlc7yyy+vv+I+9RFtxz2YJbX0Q/om19J3ybelUqdJ/JE22/ojeVKn7H65xmhoFVdVe6S/pHmeu+CVzR+hG5MKT6grv6tsTyx/5BkjoPnLQiydXvWrzQ6a42OIrCWNznbGdz399NPrzQ0CvbBTi8eTL0qej1a/lKHywTrGJ5zpK7M5PARjNyj6hT+pH4kDiQN+DrTtOiCYOWYcQYH7aCcCltkHej08p9DlMTNHd4ZuargJIDYpWJX4AJ6gJ+vko+ijm8oSBxIHms+Bthk03WEZwGwOqw4sNYoAOmrosBOOkCaATcxGYpF71glXTsh2tYnNQDyoiFCWIHEgcSBxIMuBIQKaCszqCC/KJgq2u+x6FgHzqB8sPzAGZ6Oxn2G55ZYLbgw+/PDD1tOe+5kvqW+JA4kD8RywCmhBRyfNwZz4+XNmV1G3VDYNCLiCnS9WH3kdBqRddU8x78ExAu9LFxB1jUNhEyQOJA4kDrg44BXQgoTJysknn6zmn39+HUgEP3rMf4oAbrfQEfMz2fktQhPcOtCZa665WuY9tv6gb37ggQeiDkEQ/Dr0S9pCmtpjcmPo737lz9CedpbTr/wpu18j2AjEPhCh4SMuG4ZEYQMI9IKNIfbQ2A/ylxfmnntuHYpRZubYJ4aittFGaYvrfr2kAx8w2PcBHzcCgZs24XXvl60/veTzcGsPZxX6gFUbqkQxK7PVLfK8XA4ych/GtPnupvH8D2GNNY3lzwgM8U1BYaU2kJk9CYVgPpwEAj7xbscOHBE0evTooCdglj5WH+IMgO7bfMjZunxEQsbk4PSSDsFv2AzlAbgAW3NOjOCFAZrQL1tfesnn4dYen+CFF8SS4HQYIiC6oMjzCt2fcugDaTyXJ8daKg4ECow1gWufoMHig8NLORuPiGE777yz9kbE6yhLy6Tb6W9pi6R1pIPDju/Q0C+++EJHBRThTB+kP5LWsV+dtEn6I2knNMARfEkTnaEcCM1wh2IMzRH+Sio18HHIcwyY4EsqdPKmgi9pXnypL/iSSn7eVPAlzYsv9QVfUsm3pS0BTWEWges8ghazsvXWW09HlOJ4+7ffftt2z47zpC2SdkpI8CUtiw6ql5Cqh9MiWH2YIO2Q1CzL81vwJc2Da9YVfEnNsjy/BV/SPLhmXcGX1CzL81vwJc2Da9YVfEnNsjy/BV9SHy6zU1EFuupNMcUUQ95hV11bvrRDUqnDgbCx3sXgCL6kQidvKviS5sWX+oIvqeTnTQVf0rz4Ul/wJZV8W9oS0DGVbQSyeTimcK4YrsvEoPD58GdxQ9fZD0iovqu8KjpE+ltmmWVct9X5RNrKQlXtyd4n9jq1x8+pXvCHkJi8Uz7AyazIySq2fuHHcMwxx/huqz8Kpnu8jY6XgKMw0RmIYOjgTdeyzQfbtZtWcCMGk8+sjltiT46+PaTPq6B5iWQfcACVImPHpc4gNg5Bi/Be5TgpYiSbwCw8tNkIDVaC+CoQO5vDPEKb8kTBJJpdgvI5UKmAJh6H7yvIIOKvHwDBiymiDzjLTk7T8NVLZYkDNg4QlxrP05EjR9qKdR4qNgQrf/fee6+zXqgg1uOXTX3uExL8ofulcjsHtIrDJ0TtaPbcLB0OhPTNkDkQFZ1sJ5C9Vyc0wCmLDgPa11dCuT766KPBZpbVnkTHz+om8gc15D777NPS8fp7qHRYBcZlJ38h2lJOqGFfSIMm8ln65ku71a+WDtp2w0700iad0FKe5VRekDZJmhdf6gu+pJKfNxV8Yo34AM9BiVFrqyd0JLXVickTfEljcGx1BF9SW52YPMGXNAbHVkfwJbXVickTfEljcGx1BF9SW52YPMGXNITDoQ7mIRmh+lWWE4Vx5ZVXtt5C+iOptVJEpuBLGoFirSL4klorRWQKvqQRKNYqgi+ptdJA5giWKKFwmCD77JOFeJaOb0YJDgLcpItwD+m76BBqAvNDIPeXtBd0XHpBaRMqEKLbuR5IXftVNz6n9ijtc3DBBReoOeaYQ4ZXT9LTTz9dv4u2dzaN5+94n0ksf1onqnipDRSGnFm4ISezmOB7maiHUGPjA1z+Qk4o1KE+mx0If64FuFev6PBh8gloeIcHpmvFUNd+1Y3PqT3fjHaiIG6zzTb6rMQ85m/yrhRNMfd7/PHH1f33399yMjNppvFc3slQE4aEqMl43+8sHa59JnbMgjktWYRsFt92L6lDKnhST66ljuTbUqlTFh0CQM0555y2W+k82ob5oQvKbk9Z/Up07E+sDs8LIT12wHuXkAG+98zeg85yGcec4bf22mtrXbgrHk8d+GP2sMntaemgzQ6V8Xv99ddXeCC5gEh5RLTrBwjtYPuEcz/0P/WhNxxgg47DHjihnPDA7HPIRKXMFvEB4KxMwg/jUv7ee++VST7R8nCgMjO7Kaec0qvb5qvGkj+0kehpe22KWHr74NBDDw2qiHz4qSxxwMeBZ555RjtIET4AVVp2L0hwUQv6VHHUQxhnZ+TjBw6UJjSumIhK7Byhm9LqOFCZgK7iS14dGzqnjCE/Kg4fMOCHCz98fEhl1XGAzXb+9thjD+dNEKy2DT0TgcmGuXFvlqXf3edAZSqO7nelN3fEe5DY1gkSBxIHEgfK5kAS0AU5yszYNztm2RnrlVWwKQk9cSBxoM84UBsBLTutRflbNzpYqjz22GNFu+W1+85DvG78Se3xP73En+HNn9wnqvjYhe6K2SSDCntlH1Anqw9jthnSf9nwsvfpJh30y76XCAsP4Uu2neZ13frVr+1ZcMEF9YEK8B4rItn4Mp9FN8dPv/I59avHJ6qYA1p+m84s2Z1gqWOmbFqY9UIbFAj/kDML9LtJx6feoC0So8P34aljv+rG5zLaQ1xjPPDkQAXMxjhZnQOREcoC3Rw/ZfQrjR//xmaT+dNScfDFywobrsnPAzY6efB9daUtkvrq+soEX1JfXV9ZUXyhLXQklfy8qeBLmhdf6gu+pJKfNxV8SfPiS33Bl1Ty86QcRUbUNRHO4M4888zahphzNfOAtEPSPLhmXcGX1CzL81vwJc2Da9YVfEnNsjy/BV/SPLhmXcGX1CzL81vwJc2Da9YVfEnNsjy/BV9SH25LQFMpi8B1Vmj7iElZlo7kF02lLZJ2Sk/wJS1CpygN7i00JC3SHpNeojPIgaOOOmrwIvOLmTQHrsaCPCdJY/Gy9QRf0mx57LXgSxqLl60n+JJmy2OvBV/SWLxsPcGXNFseey34ksbiZesJvqTZ8thrwZfUh9cS0DGVfYSkrCw6Qs9MyxL8iY7J1aG/+40/k0wyiTcULIceu5w7hnJn6ETGVicmr9/4LH1O/RJO2NM8/GkJaDuplJs40HwOrLDCCmr++ed3dsTcB3FWSgWJAz3gQBLQPWB6umV3OUA4gTyzlu62Lt0tccDNAS2gyxq8ZdFxN3ewpKx7lUVnsGXFfpXVnkSn2HOIxU589nMq8acYf1ozaBsjO9En2+j4m5ivVNokaT7swdqCL+lgSW9+STsk7bQVgi9potMpB/x4wl9J/bXdpYIvqbumv0TwJfXXdpcKvqTumv4SwZfUX9tdKviSumv6SwRfUn9td6ngS+qu6S8RfEldtSs7UcUVnN5sCLbBpn0wwj3rvGLW5zcdqtOJKtg5+5iMfhMb26b1q258LtKemOhr5lhs4jgswh/zHUt0yjkJpaz3vbITVULxJxgIOAQ0/USV0LFeBDWnrz4hQXkdT4rh+dTp5JpO2xMKsUk5H1Lo8yxCziPpeZV3Ykh6L/wnQ1V2oor5Vfb9ZrADMaoRqUMqeEJbrqWO5NtSqVMWHds9JG/ddddVSy65pFxa07LbU1a/+o2OlfkDmT/72c/Un/70J10sz8JVl3yp02/8Sf3yPfXePPeWDtrftFTq4gCDWga2rQ6qntBqwoaX8srjQMiMTlY55d0xUUocKIcDSUAX5CMvP8d3JagnByabbDK144471rNxqVWJAwEOJAEdYFCo+N1331UnnHCCt1o/HOvl7WCNC1nBTDvttDVuYWpa4oCbA5UJ6OGyrMdCw6figPW77767mmiiidxPIZVUygHZn3DdJLTR68JL+YkDVXOgMgF9+umnq7feesvZfmY2M844o7O8SQUhKwGOxIoxO2xSn5vSVk6W9wngu+66S91yyy1N6U5q5zDjQGUCOrQxQ9jHAw44oMXu0Cy0VTHwoxd0iCn8wQcfOFvGLDs0i3Mi/7OgF/3ytakJ7UEw77///sFASGYs6Cb0y/dcXGWpXy7OfJNfV/5UdqIK3TYHvo096GZNg27qm44rNhwYaeLY6nSbDiuFv/zlL05d5w9+8AO13377qb322svWXJ1Xx37Vjc952wNPsdBwAR/Nzz77bMh46vb4ydsvW3/S+CnnBJO6yZ8RGIqbJ6HYHj55CJkQZOmEZo3oqU1DdRwFfAyCXsiJgDb2gs7EE0/sZA8zOVYMtMsGde6Xrb2S1ws+y71tabY9HG81xRRT2KrqPJyDfvnLX7aNQQqydLIE0vNq7nuafZbmdR2fe0vFwRc4K1C5Jj8PmHRCuNn7he4j9CQN1XeVC76krnqhfMEnZSMwBC5dqEknRMNXnugMcgdeLL300s5VDTWpE1rlDVIc/JX4PMgL26/EHxtXBvPy8KcloEEXRCHFdV4hatJ5+umnvfjMbrBTjQVpi6SxeNl6gi9ptjz2WvBJx48f70XjWKXVV1/dWsekY60QmZnoDDJqmmmmUfvss89ghuUX47MTSHz2cy3xpzz+tAS0MNVPOlxq0jn88MO9MxSWoL5A6tm7ZT8g2fLY6yroMBM766yzvE3YYYcdrBtWVbTH25BAYb+0J9SPI444wjs+XWwK0XXhZfOroMPJMOi05S/PPfLUzfbFvE50TG4M/Z2HPyOGonc3p5MlZndbGHc3+vHkk0+qnXbayYmwwAIL6KBIzgqpoDQO/Pa3v/XS+uSTT7yrOy9yTQvnmGMOddppp7Xp1I888kj18ccfq1dffdW5B1LT7qRmDXCgMgE9evRo9dOf/tRrg9pvTwCvwt///vdqzjnndHZt7733Vscdd5yzPBWUw4Hvfve7XkK33nprUC3lJVCzwllnnVWde+65Q1SGJ510km7p/fffr7D5vvjii2vW8tQcHwe0iiPPlNtHbNJJJ9W75rfddpu67LLL1BZbbDFEr+3Dz1NWVpvLpPPhhx+q119/3duNrbbaSvmER5nt8TYksrCJ7Tn00EO9POZDetFFF0VywF+tDvzBQujaa68dIpxpOe3jb5llllGHHXaYevTRR9XMM8+seFd93r516JfJ+eHanpYO2sYAU59sMiv7e4YZZlBbbrmleuaZZ9Tzzz+v9cpVuTZLmyTNtiX2WvAljcXL1hN8SZ999ll9oEC2nlz/8Ic/VHvuuadctlLBl7RVkPOH4EuaE71VXfAlbRXk/CH4kuZEb1UXfElbBZkfbA4uvPDCwZXbF198kcHMdyntkDQf9mBtwZd0sCT+F9ZBMWaweLOOHDlSPfTQQ+rFF19UP//5z9Viiy3WdiNph6RthTkuBF/SHKhtVQVf0rbCHBeCL2kO1Laqgi9pW2GOC8GX1IU6wYC79de+L6kgZj0Dv//97+uX4KijjlLzzTefmm666aRqrnS77bbTSy+Q+Ei4TNGEKB2iLbYPitTpJR02aVhBzDTTTNKcIen777+vxo4dq95+++1WWd371Wqo8aOXfDaa0frJ2Fl55ZXVmWee2crL/mCvgOh2LPddL0fd+hVqzySTTKKFLmMvL/Ch+uMf/6jee+89xbuML0Od3y9b/0L8Aaep71fuE1WYGS+xxBL6YfK7yEwZLy42MDAQh4EhJxTq1P3kEdqHedcNN9xgG0s6j+hq8JC+8zI0oV/SGV4G2lvH54XJJst4H6CCwrxOxpzUrXO/Qu/F3/72N72vcfDBB0t3olNWdIsssoj+4+N29NFHq/vuu0+hBuIZCzSZP01+v0bA+BAwM1lqqaXU+uuvr1BnsIQsAjCMGMrbbrutVotAK6YdUkcGi9kGGUxSxyzL/pY6VdChHeyYM0NbYYUVsrfW19x31113VTfffLP2nKyyPdKAuvCnqvYwRjfddFPvUh8esDfChzELTeYPfXnggQfUZpttpgOQhVah2b7LNatiZtHMprFI+sMf/qDOOeec1iSCejJWBceWSh1S4avUk2upI/m2VOoMZzotHbSNQURpY3f46quv1psqHN9UVDizrCd+MjPIxx9/3Hbbxud9/vnnesnpiwPNshQ78VAchsYzo0sdYPbHysUMHZC9NTFTbrrppmx2X1zzXq266qqKTeg33nijUJ+IAMi7ftBBB6lHHnlELbroosoXyqDQzRKylwNeAf2LX/xC/eY3v1Fzzz13YUHCmW9nnHGGWn755dWJJ56ogwt5W9bwwvPPP1/5NqKY5eBZCG8TFOMAvFxvvfVUKOzr5Zdf7o31UqwVvcdGf8zKDRd3VD1MhHxjMNRiZq6smK+//np14YUXei1jQrRSeWccGCKgGeyTTz65OvbYY9WGG27YGdV/YjGTxN50tdVWUxtvvLEiRrQvGFKhm9UQOYZ/xxxzjNU8qobdqW2TMDFbZZVVvO1DUF1zzTXeOv1SiBoB1QQCmpXFIYccov785z8X6h7WHsTNnnLKKYMfwkI3SshtHBgioFl633HHHWqNNdZoq5jngq84+tW1115bx+NlafnRRx/lIdEXdd9880311FNPefsy9dRTK2bbCTrjACo4POhCQDCrfvFaDfXVLGez74ILLtBqiiuuuEK/l2xkdwLwmQ3WkCqpE9oJx86BNk9ClohsXrFrnBf+4z/+Q7322mva1ZQA9gm+CVvJTGahhRbymg9iu7vccssp3JNlEyXxz88Blt8I51//+tcKSwQXwM/HHnss6EDkwu+HfHjAyhWdMnseWBixqkVnjW20T2+f7T8muWxGIuyJgZ6gWg58a2Dndhz2kzwkTp/YaKONvMIk25wXXnhBu8wyQ7n00ku9x1yB6wqgzgvHww8dDYVZmm/zrW503nnnHS1A5plnHidf+SCim8celVm3DerWr163hzGLbpQNLR8gRNg4E11s08ZPFXzm9B+cVa688kqFYxWrOP64Vwzwjs4777zq3nvvdb7Pic//4mVlLH8mGHCo+JrK6J1Dy3HzjqgsiN7GS8LsGYAOX2vfg/Y5xbAEDc0goR0yI6obHcyXiIXgm+nBv6+++kqfvHL77bdzOQTq1q9etgeTT3SrPrd5xhJ62LPPPrv1UW/i+OkGn+HnWmutpa2rhgw8RwbyAtNGbMqzkPg8aEOe5Q3XsfyZYPbZZ/+a3V+YHXM8PTaSJ598skKN8eWXX7bdO3uiSlvhPy98LqmxJxqETNPqRgedH5ss6JpDy0k+eFjP2KBu/epVe9j4YhM7tNpiRceynokDgMBmtdK08dMtPrMqIa4HQc5wA/dNpmR84h+RNetLfI47cSZmHE6I3nnZZZfVM2hhui19+eWX1XnnnadWXHFF7cqcFc6Cw5chOwvmmvyiIDQk7ZSe4EtaNR36f/fdd6tddtklGG4U+1NUTZ20TXAkrbpfIfrSDklD9V3lgk/K5jUR2kLCmY8im9UinKFt0nHdKya/X+mwEv7000+16gOPQsZsCAhrkIV+5U8v+jUhX8kNNtjAO7NDwKBvwn45BqQjUpfrrNCWsjyp0JA0D65ZV/AlNcvy/BZ8SUO4bAJiehgCAk8x8wvNtrN0pB2SZstjrwVf0li8bD3BlzRbHnsNPmotrIKIbxwCJg/Uveeee9qqSjskbSvMcSH4kuZAbasq+JK2Fea4EHxJc6C2VRV8UjYBOeQ4tOGPR3A23INJp+0GOS8SHaUmHFBxeA/WRP/FTjmG6jEgTI2pm7dOVvDnxZf6vaTDCiQUkpT2bbLJJvqcw9BMUfpE2st+me2Q32W2B4GL80UMP8aNG6eee+45aUYrLbM9LaIFftS9PWzGs5koe0y2rk411VRqjz32aCuqe7/aGpvjohf9mpCBT7AUF7BExMHEZX3hwkv5dg7gMICZErbhPmAwbL311nqDCxO84Qw4ObHkjhHOL730ko5LMZz5VWbfce4hqJkLyhJaLvrDPX/CkNE6OuqQC+1wZ2Le/rPRygzZNzOBJoOfzcVTTjlFLb744nlv0xf1sdflBJoY23yC++C9ORydoqp62IzRn/3sZ14nn5AMqaptw4HuEE/CbKcx+Yo1SO/m17Sse/WKDrMSlzld9hmwTyBxTGJmkeD3ql/Ztst13vageuNkFBx9QmaV3AO10TbbbNOyd5b7utK87RnOdMyNVhsfsORwWYAlPts4NpgX4k9QQLM5KEb+g2Tdv2w3LFMvLbQkdbfEXyL4kvpru0sFX1J3zfYSYvjuu+++2iKmvcR+xQwS6wU2Gglg4wJph6SueqF8wZc0VN9VLviSuuqZ+QhnAhtxCnqMcMYZCGcUAnKFQNohaai+q1zwJXXVC+ULvqSh+q5ywZfUVS+UL/iShupTvuCCC2pHF7Ou4EtqluX5LfiS5sE16wq+pGZZnt+CL2keXLOu4Etqlpm/R4S+jpjgsRseY30Qc6KDL1gSwj1kG0iHcOiwfQikY02hQ184/oqUpXwIcMog+h0eYAgkTmbJQpP5g9UKnqycsoP7ewxwxBpnX2K50ZTnbvarCc8rtP+ECS6TOPPdbUK/zOfA7zqOn6CAJkoYy+vQ7IQHEvKUgwlZZxaYAi5/zBJ9pmXUQd+F4T4zK64FmkwHpwD6stJKK0VthHGc1lVXXaXPldtvv/1anlxN5Q8f9t12201/pH70ox/JIw2mnKCOcEYFR9+H6/ip+rlD3weY4n3yySetd7fq9tCWJr/vefgzoU8gwghMbWI2AWBYJyAPPwZf6sjDMe/XZDrwF1Ol0aNHq/Hjx5vdcv4mdgICnVgo66yzjj5Jo4n8QZ2BtQoriTzCmQ1B3JNlf0T67mTYQIHU6bfxU2W/vve976lzzz3Xq2rKGhFU2R55vk1+3/PwZ8LrrrtOB0yRjmdTmM8LFOP2mcVN1/k4wFFMWHd8+OGHuRBx3uAopyOOOEKffFH3Z8WYYrWFdQqR1fKcpYdVARuCm2++eZTaLRcjU+UhHGAs+dSgCEoROEOQU0ZhDkzIDMxnlgTzOaHBtUtbuAWJQBsHmEFz0krsTFqQCXbFqSLE8kZdEBMjWXC7mc4111w61ggHkzIDJvZDLLAPgtcrsSLyfsRi75HqtXOAjWycUVyAagNLmwTVcGBCvoCclIBe1wUspzngNUF3OMBMGkFEQCA2RPMAJ17wUvFMcRcnDGyvZzjMwgjyzkyZE3bYBKSdeYBNKKw6CBjvc5zIQzPV9XNg5MiRaskll/SunlGR4u6doBoOjED/yYnAotNx3YaXPLTcceGm/PwcwEKDqIFYKaC+yKO24Flh8UFwJp7r2LFj9V4CbuY875g9hfwtHsRgN582oMbAXI7fvlnYIKb912mnnabp4OCToHscYNXMoQg+wOomQXUcGCGkifzF0toFOAFccsklQ0ILuuqn/HI4QBzpnXbaScfqjTHFy97VFI5YPRBb5fjjj9dRy6iLdc4TTzyRRQvOuqFrAs4KCGRmVAcccIBic6koPPPMM+rJJ59UZ555pneFV/Q+CX8oB7CSGjNmzNCCTI5s0may02VJHGgJaDaYiPlg2jJm78EBp+g5Q7PtLF7MdfaFj8Gx1elHOqgFfve73+kXBrdbTrPoFHjxMM0TYNMNtUEWEOQvvviijgUiZXvvvbcaNWqUvoTP/MnMftFFF239lvqdpjjxsDeCZcvf//73KDL9+NzpeK/6NfHEE+sVmI/5BFALhStw4feqX01rT+tEFRjGC4G5kwswucOk65VXXrFWYbcX4e1jvrzQNgLdODlC7ksbQ15qdWwPBx786le/0iZ5eTbYpN95Up6n2K3DL+4d4lke+tm6jB1WDMzwCSZlOjU19XmFJjN17RcRLH/yk59kH1Hrmn0AVna21ReV6tqvVgcsP+r4vo9gSSovISdxs0M+44wzWpqvdNAklq+oO2wgdGxlklfGiSoh2+3YEyiaSIdoeJg9LrDAAvp4IpxcqgI+ppzy3g3A3BM3dlYKWUDIhZxQwOnn525+rKrmzzLLLBPUPbO6IhSpDdLzijtRJUb+tGJx8MXj0NKiLt3Qyc4auCa/KAgNSTulJ/iSNpEO8Y4JA4tzx+OPPz7k+LFO+9RNPDYrmSmjHiE4vE040x55TpJ22kbBlzTRaeeA8GXkgPWGzysYGYG6ywVCR1JXvVC+4Esaqu8qF3xJXfVC+YIvaai+q1zwJXXVI7+lg+YCBOxosVV1RU0j/CUbQnfeeScoVsjemOus0LYiBjKFhqSB6s5iwZfUWTFQIPiSBqo7iwVfUmfFTAH10dGidmK3nf0BAimx2QvPs88hg96TS5aRwE033aSthxhHzHxDzhDg5OUPOCYIvqRmWZ7fgi9pHlyzruBLapbl+S34kubBNeuCj+7ZFx+e+qi5fGa50g5JzXvk+S34kubBNesKvqRmWZ7fgi9pHlyzruBLapZlf7cEtFRG94RZls8sCkcIDpm1zbaFTvZGZVyXJXD6kc5rr72mjjrqKK0nxrRt0kkn1adeY29cpd449rliLcIeBidxYzf76quvel9yk24/Pi/6V7d+MU5mnnlmfUapyf/sb05Kd51JWsd+1Y3PedrTEtDyEDCb4fQK3HBdMN1009XipXe1bzjno6vkVBEAEzWi3smeAmZ63RTWzI6Z4TPbIlQqKo28jjfD+Vl2u++44GOp5Rsj2OczOeNjm6B6DgwR0MyAQxIe5TYWHwRUr3LGXH33+/sOCEMiEQpcf/31+uWbYoop9Ec49JwFL0/Kh/3RRx/VKEQ5Q1XmM93MQzvVrZYDMe8yVhus1hJ0hwNaQPOimg+HHfVNN91ULbzwwtZW8IUlSPdkk02mwwxKpSwdya8iLetew4mOmEQxoyVcqQAWEghy4nkIwBffTIp6zIjxVjTjYpBnjiWTni1fymPT4fS8Ynli1ivCH2zsfREF2T8IhR0228LvIu0xaQ1XOq0ZtMkAHsRZZ52lhbDLbhld1ZprrqlP+zZfPJOOMJhy8osAyy9ocIDonHPOqW688UYd1azTpZa0WdJO2yb4kjaFjrnJw2/iKpvAzBd3cR+A5zP/Alf4IqmPnq9M8CX11fWVCb6kvrq+MsGX1FfXVyb4pIxxJj7YH59//vlajRA7vk06vvu5ythzwlHN957yvHG7j4Gi7ZF7DHc6EwzoJ792CWGWMq4yGMgmIRYDH3zwgeanr64w3Ldbz+DIztoQFNNPP70+OJQdZuIDMOPDUJ77Iliym5U2OnJ/SXnwtMU3IBOdxB8ZL9m07PGD2olVDatSxvm7776rP2477rijXqGEPCqLtmeWWWZxmjlK3/GRwLwzvRfdey9GcJyNy+aRiGhrr722PJ8hKZ5suOXyZWWAuOiYiFlnFh42uPxlnRGwj+WrTmS3rNkfDhT8Eepw++2316oWFx3z/vymHktx2s0HgWsBX3ukjqSJzvA8Aafs5844xvKGVamAbOzyDj7yyCN6w/fZZ5/VLvBSR9Ki7WHMcxq6D1CPEcsFeZF9T7N4Rdsj9BKdb6sRPBwXsMxCjZGd1Zr1qbPWWmt5Z6Jm/exvHgIg7UAQY0XCYMWmN7TMZjk4csCwHg87k46+cPyTe5HK/aWqXEsdybelUifRsXFn8Jkm/rj5wySHaIWzzTabtRLvw5iBoEX8YdrGzJpDHQAmGUDRccj7zQEIPuAEeswj5V6+ulInPXc7l/Lwp+VJaCP15ptvqmuuucZW1MrjyKJQSMJWZccPvsiEwmRjkghmmINBNySchdwFF1ygFlpoIblMaeJAYziATXHs4QqoPjg0mBC0mFCyuvX5K8QwAdUKvg/ZFaqJy6pX1JhmfvpdPQdam4SuW2GaxcnePEgbfP/739cPGDVE3tCDmF8RVwLPRAKDdwo4ZXCgAMI9QeJAUzjw4x//WHvt5m0vM14O2mWlySQKvfC4ceM0mdCmbfZerEDnmWeebHbbNSEgiJOSoPscCApoDucMhRTkxBVcwPmyswQLATvVBE0iahmmXexeFwUOUGUGfsUVVxQllfATByrnwHzzzactpSaaaKJC90IVyCnvHEuHfpholIRqDW0qctP5559fHXjggd77Q7PKgFzem6fC9lgcNn6gk8UuGscUn5UGITA//fRTteWWW+oAODZa6NH4Y7YNiC7GVjdvHjMKjohiRk+c2gSJA3XmACdlFxXO0j/eI7Fhv/baa/Wm4ssvv6ytMsT2XeqS4miGIF933XW1xYhZlv1NhEu8BxP0hgPBqSs20WwQoEJAB+YCBgkmQsxgXWeUMYgQpFUBbWADJc2iq+JwoluUA6wWiaNcxokztrbwDiyxxBL6b7PNNmtTO1KGegR9c4zumk1IgqdhqZWgNxwICmiaxRcUAX3RRRcFBxamdjHmdnm7y4eCjZFQpC3sOYn7QFCemGWeqx0M5jIg0fFzcbjxh81vBHSo32+88YZeDeY9XNfkNjP0IrN0zPqYnJkQardZ1/c70fFxZ1C70DpRBVWGj2moN9BZsWnYTeDrjYqF8JQMWtQXvpMepG18+XFDdjnG0Fef+SB0+CiI2Z3QzaaJzqANeZY3XCf+DPIH9RvnK4Y2xHGdJ8gVY4+xzhFljNUiwtb2bHx5rILx2mUPKgvpvfAav5UqNyYY+KJ/nXUeyT4QrtnUY3mGjotZQNVw77336k2Pgw46SC/TcHllwGJNglkdO+A+YJCvv/766u233x5SDTqY9oWC+IRcmRMdv6t34s8gfxhvHLqMxVIIsEmWcyL5wPHeoRI5/PDDteNWaGIRoh8qx6cAD9133nnHWjW9F9+x8kUyy+RP61PAQOCFMoFr8gUQksSKltOhJb+MlHsx2yUSGjNf9GccrfXxxx+3QhvSFj4mu+++u2L55YNppplGXXnlldYjm6RPkvro+MoEX1JfXV+Z4Evqq+srE3xJfXV9ZYIvqa+ur0zwJfXV9ZUJvqS+ur4ywZfUV9dXJviS+upSxuoTW+MY4YzXIKZzArwXqOoQlmzAI7yJx05IWWayZQMb/biXu4RzzP2EL5LG4NjqCL6ktjoxeYIvaQyOrY7gS2qrE5Mn+JL6cFoCmkpZBK6zQhsByUBhCebaDPTd0FbGLPfII4/UGxt8uQmEZANpC7E3ZIZhqyd5uMved999CjNAE4SOpGZZnt+CL2keXLOu4EtqluX5LfiS5sE16wq+pGZZnt+CL2keXLOu4EtqluX5LfiS5sE16wq+pGZZ9jdqDdSCob0T8LDjR/hmY8uYNBnP0OP0HFaIxMuJaYdJw/abyRHqDN4/m1rDhuPKk/ZI6qoXyhd8SUP1XeWCL6mrXihf8CUN1XeVC76krnrkf2vA8mIcto4hMK0vmMLjWcTBkQQt4gDTvIBBPfrkxx57TJ9vBi1cWX2G9nwwmI2wC805fLQJm2ofsDRceeWV1f0Dp0XLwDfp+HAZtL5oYolO4o9v/CCcif62+OKL+6rpsrvvvlvtsMMOLfdtE8E2DnkH2by/+OKL1RdffKHfxVGjRnWkpybeB+/iPvvso99nn1ch7bK1x2xvei/Key+irDhM5pu/sbHkdAW+6Bi8Y0GBV5/L8YSlGn933XWXuvTSS6OcWsz7ZX+feOKJ2qaTr74PmEljerfRRhup8ePH+6qmssSBUjjAROLUU0+NEs4IvN/85jcdqywQrtg2Y7PMTB0bZwCzWHNiZXaMuM6shnfddVcdtjdmkmbip9/d4UAhAU0T0YNxMjMR5ZgB44SCV6EN2CShbswusA0/m8cSgRk4h6aGdrgJvMQGJ3Xfe++9LKl0nThQKgeYrPiC38vNGMPMsu+55x7J6jj96KOPtHoQQQ1gD73qqqu26PHe8TFgE5DzKwGuE9SXA1pAsySJ0Yf4usHD54/NEP5cgDVIGSBtRnXB0ozZdCi4ErGkCf5EkBlT3VG07/RH2lO0b4mOn4NN4A/xywmD64pfIz1EOOL9SjS7sgD+iNB94IEH9MnpQjtkXSD1SJvAZ7O9sb+b1q/WJiENz0IngqssOtm2yLW0SVLyGYgI6VDMEOqi7rjtttt0KFOuTTpc5wXBlzQvvtQXfEklP28q+JLmxZf6gi+p5OdNBV/SvPhSX/Allfy8qeBLmhdf6gu+pJLPzBm7/ZCDCUKUSQUu39DI0hF6sangSxqLl60n+JJmy2OvBV/SWLxsPcGXNFseey34ksbiZesJvqTZ8thrwZfUhec9UcVEkq+ymZf9jd4tBD46CPeQjScdgobtQ0DAGLwdQzRoI2ZEPltP6hRtDzSARMf+vL7hTv/wZ6655tLjLzRzpt/MZgkz6hvP/cYf6Y+k6b0IvxcTDPjkfx3jmh1yZmGgdUKHhwQufyHnEeoQH4DTqhHCXAsIHTyv2BCMiXWAzg51h6mTFjpltSfR8T+vfuAPDk/EREdVwSZ5CDBPJWbM66+/HhzP/cAf+iCQ3q/BE518ckye+4QwrAzolI48vBh8qUMqeNJ2uSZex84776w3LKXMlWIffcMNN+gzD6WO0JF7Sb4tlTq+9kgdG77kSZ1ERzjSntaZP0wUsKJAbRYjnNn7YEOdsAV17pe8B/Ik5FraLPm2VOqQCp7Uk2upI/m2VOoMZzotHbSNQU3Ne/DBB6PN6dg4xLqDjZ0EiQN5OMAqDX1zjIcgdLFXxhGFuOkJEgdiONCXApqvNLageFnFACZ4vGijBgz9EyQOxHAAdR4z59GjR8dU1yE7iameTv2JYleq9E8O9KWApm/olwnrGHuWGjNozAOJ4SFLqzRKEgdsHMD54/TTTw9GpRNc9k042g31W4LEgTwc6FsBDROIaLf66qvrNIYpzKRxfMESBM+sBIkDWQ4gnM877zy16KKLZous1zhvcXIJwY0SJA7k5UBfC2iYgW30hhtuqIP4x5wMQRwCThhnhoRVSZpN5x1S/VmfzUBmwcRzDoW6FQ6wIUhkRqw1EiQOdMKB2gjosgShjQ6njeMQsPfee0cf37Paaqvp434wh4qxq3Yx39YeV11ffqLj4843ttT+GnGlNj7LMVV77bVX9MyZsJ1Ya8REXfS1zNYeX31XWaLj4sw3+XXlT64TVfxd/Mavnw06X2d9ziwxMTqgHRKYPjrLLbecngUxO44BaB122GE62LqtftH2CM1EZ9BWVnhipr3iD3FlOAGFSHOhcSftxb4V4UxsZzErk7Js2qt+Zdsh16k99RqHuU5UkYfoSkPOLOD5YnGEYgUw2EPOLNwjRAdnFiLw+T4W0BFASBMOFXdyDisQKKs9ic7gySPCWzPtBX/Y2EOVQdTFUCAuaSvtPOaYY9TDDz+sg+6HxmEv+uUL55vaU79x2FJx8OXkAZnANfl5oCw6tntKWyS11YnJYzd97MDJMLGHyjJzkvMYcecVkHZIKvl5U8GXNC++1Bd8SSU/byr4kubFl/qCL6nk500FX9K8+FJf8CWV/Gw6ySST6OhyODHFCmfCD7BvQcRG80SULG3zWtohqVmW57fgS5oH16wr+JKaZXl+C76keXDNuoIvqVmW57fgS5oH16wr+JKaZXl+C76kPtyWgKZSFoHrrND2EZOysugIPUmlLZJKft4U/IceekjPiJn1M0OOAWb/l19+uY7zi5OCtEPSGBq2OoIvqa1OTJ7gSxqDY6sj+JLa6sTkCb6kMTi2OoIvqa1OTJ7gS2rDQTgjZGNChQo+wpmT5NlAzAPSDknz4Jp1BV9SsyzPb8GXNA+uWVfwJTXL8vwWfEnz4Jp1BV9SsyzPb8GXNA+uWVfwJTXLsr9bAjqmchbZdl0WHRvtrOC31YnJEzqEKl1rrbW0WV0MHnWIUsZxQ4QtDUUsi6Up7Ymt76qX6Lg4801+iD+TTz65PqFkzjnn9BMySjkeisD8mGbmhVB7YuklOn5ONZk/LQHt72L/lnKyBGEf885+OOaLwwkS9AcHiMtCDOc8M2fOB9x00021XXTsKqw/uJV60S0ODHsBDaN5uRDQyy67bC6bVd95hd16gOk+5XBgIKqjmn322aOIcTwUx71hdsemW5WrxqgGpUp9y4HGCeiqlivoEXEPZ1acJ5hNVe3pdMSl9vg5V5Q/rLhwZOJ8yzLO8SvaHultoiOcsKdN5U/jBHRZsxUXHTwPieERcs1FoPPnomMfJu7cRMfNG0qq5g/hP++8805vI/AMRDDjGVh1e7wNsRSm9vz/9s491Irqi+O7H/3zi5S0CAsxNSsLb4YPKqO8kdIDUqSXpiK+QtLQSsXCyqhL4iNCMwp7mJWWz3xgiVfFR6X5KFEjjbI00QgqKPr92c/P1jnNmbP3mjlzZs7MOXcvuJyZ2TNrr/2dO2v2rL0eBlB8h2oVH62g8/Z28eGaySZpIX/99VexbzLlJVlLTuzMNaaOAEn0KaYaRraK9WHXuXaHQBwEzjuzOPKPFDziMa00CEXiw9uNlwQJiqhOIZHk/J8UHwIUCA3HLmmjY8eO6YrJ1ZAnqXE5PnIQU0NDg67Gc8kll9huuw7/x/bs7nv2z2lL+H/OhYkjbzN4Uo9Kypmnl0/dMMrbuJw88h3DrPXjjz+KJxF9GpYmwOEsQlgSbyGfbW9tCTjnQkHbb0H1Wy644ALVv39/sWNslVGjEEVGrjF3CIwcOVKUif+N3r17i+e4RodAUgg4BR1Asn379uree+8NHC3epfoKC4SO6g8BPptZg5DoySefjFSUWOLh2hwCURBwCjqA0oIFC8QkShQBIJWko/pEAE+N2bNni4PDBOZ84EWIXGNCCDgF7QPygQceCK1LiJ3Sn9HOd7nbrAMEmEE3NzeL9SypqjJ16tQ6GK0bQt4RcArad4eo8I0N2kbMnKdPn25rdsfrBAGCUUgvawvfZqGQlLWSt0edQOGGkTECTkGfuwE8bP369bPeDmZWy5cv1yW0rCe5hrpBoKmpSYdx2wZEQiXqXTpyCKSJwH9QPElQUnySkKVcHrjrkOe5R48e4qVbtmxxtkcRofppJCAlLHCldevWygWu1M89z+NIdEUVKg9LChYFxj9jGFXKR3L+9/quNJjFxIdPVqpgXHTRRV5zye+BAwfU2LFj1c8//1zUloY8RR34diR8WLiijiJj2b59uzp+/LjvyuJNiY93ZlrjatWqlU7XSj/ffvutrqKepTzeeP2/njy33367Dlzxt/m38eS57bbb1G+//eY/XNj2+BQOGDbSwtnQlRhc453v5PmfB4Xxt9r4nI8UKGeUsE1J244HR5AUnyBfbz8tx3SUGiWObMS4tm3bVqKc05LHJofpONVe3nzzTUX6Uy8/NfXzKJTrp5deekl99dVXhUMoF8Zsurdxx8V1VEX3iP277rpLTZw40TukI0WvuOIKvU/eE/Ip43sslWKKK0+h03Mb5fLZs2ePXjC0mb74v6HEFS/uOFSuPLY+HB8bMmeP1zI+WkEzDNODKg/b3JoUHxP3pHgH+cyYMUORrN1GP/30k34Qg+1BPsH2qPtx+VDVZc6cOVoJ+vvCnh5cwFq0aFHJPX7hhRcUIesm4tM9LGIOBc8s0SNeEo899pi3q395OGwPCN4QXPPRRx+p4cOHl7wAPUZx8fGu937L5fPXX3+FBiRde+21qkuXLopkS+VSufLY+Ds+NmTOHq9lfAoKWh5i/bbygN14442hA0zqJod2VMYJl19+ua4IE+USk6J87rnnolya+jnXXHONXqCl1FTecObrhDzhmGZMdI6blHsAAAq7SURBVPHFFyvcM/lCceQQSBqBFu/Fgd0ZRSfRiBEjpOZM2lC4V155ZSZ9p9HpU089Ja4BpNFnFJ6YhcJSz/I/JLlnRunHneMQMCHQohU0n9j33XefCZfCsfXr11s/vQsnZbCB7ZlCpfVCzFDHjBmTu+HgCz1lyhRRLlIDRK3GIjJyjQ6BAAI1p6Bt9szAuEJ34YONlZV6iTZv3pzLBaxnnnlGXXjhhZLoNdf20EMPWWVO8r5bO7E00Pfff/9taT17OG5ulizHZRqQk8eEyr/Hqo1PzSnopGyU8PH+/oW/dCssP3WS8pT2bj/CZzVeBPVEvDB79uxpHFJWOCPMDz/8oF599VWjXN5ByQvIO8f0m+W4nDwmBORj1b5fWkFX+60gQ5Cf1sOHD6sNGzbkR6BzknTv3j105p87oSMIxIIbJqc8vngkmXh+Jk+eHOr1EgECd4pDoAiB86mUkqeKKmGy4NZlq+7C242HBWfyKHzCAmv4rKUwqMQrSXmijAslRtFSyS3wyJEj6uTJk0U3GlwaGxutLm9FJye0s2/fPoWrmv/zH9dAyWvm4YcfVmvWrNFBLH4xqo1z8J6zXiHR1VdfrcfK/0y5/4dR7ntQnqAsWePj5Pk3niSq/oly33PhZpfXGTwLRMgW97MmjXFx8wlEkWj+/Plq1apVJacMGjRIsbiIjzN8/ETwSBhf//ne9iuvvGINiV67dm1J9FqnTp3UZ5995l1e8otcjzzyiJo2bVqRj3XJib4DaeDsYx+6yf/H66+/XqjynbU8QYGdPEFEivfzjE8uFHQxXPnZIzfHgAED9IwuL1IRmCLZxYnIs9lDV69erYeBEgzyQHF/+OGHhRk2MzIi/SQiapDKMrasb6ZrOZfQ6LZt25qa9bE8ViwJy/+8Y8eOoi8F6+Bcg0OgDAScghbAQgFJtkfh0tSaMBFIb/xDhw6pdevWld0/itNfyRwFLYVf04FJ0Yd1TFTmO++8o6hKYiN8ijHj4OKYB8K8cPPNN4uiuKRJIjyuMSYCNefFEXOcxsv4NMUOLdGkSZOUlztCOq8abdTDu/76661doVCfffZZa3teGlDQwaRTftlQ0PgWh4Wa+69Ja5svCyq8k//ZRnxFhM2wbde64w4BCYEWraBRzihgiViMI49F1oSyImlP2GLV6dOnsxY1tH9MHBTelWz7t956q+IvayINbceOHUUx3n777dBoQ5GBa3QIWBBo0QoaTFB8YbMffI7feOONTEOribSTAjkYCwtVYQEVnJcHmjVrlmi7xozj9/6otsy8CPlaWbhwoZhqF9MQph7pZVNt2V1/9YNAi1fQpBH99NNPxTvKw0re37feekvdcsstqlevXqIdWGQWs5GZnESU4/r8889DXzYSj2q2YbMNywBH8VZ/+tJqyIdcuAEyK+bLKcy9jaT+vGwcOQTSQKDFV1Rh9vzee++FppUEfPItk92M80nVedNNN6VxT4w8586dazzuHcSLgAXCWiHMHPPmzRPFxRaNy101iHqUM2fOVC+//LJOf0oa1KCni0kO7kuYt4vpOnfMIRAFAVdR5RxKN9xwg1q6dGkUzArnsCj3/fff62Q6fI6fOHGi0ObfqNQjYty4cTrPMgtWJqJvZvczZsyI5FlRqTyeDJXywbyEWUZ60RFmTaUYsA5TmHHkoRIN6xDYu20pRb3xBn9Zw7jzzjvVH3/8EWzS+3HkMTFyfP5rgqVwrJ7x0U889jPJdSuqfS0pPgXkAxuSjIFTxV0TH5Qr1T3KIRRGt27d1CeffKIXvagM0qFDBxFLE3+TPN55LFL26dNHB5h4x4K/ROsxo5f4BK+R9qvFhyhN20vHk69z585q6NCh3m5Fv964uG+kkKUSCouV99xzT9nKmYo1FBmwKecognryRDlXOsfxkdBRNfdc+EdTmJJFVcL+i03bSfFJk7dJRmy4pLukTl5cmjp1qvbxZSbOgh5h2VHIJI93HSHE2LwleuKJJ/SCm8RHuj7YVk0+mBXC/K1RhJggKiFsybzsHn30UR2QQ6QiuMUh7M4o+KNHj8a5vHBNNXEudCpsOHkEcM40ZYFPQUHLorWMVuyizIIrseWS/J9kRtOnT9czaz6B27RpEwtAfG9ZgJJmSOTd2L9/f2L/PLEEreAiTBi7d+8WObRv3z62yx2LjHfffbciivKLL77QATK89OISwTy8MEik5cghkDYCLpIwgDCfrOSkYCUfswELVZKCDFxe2MUbAJsmuSqoCP7LL79oVz2UUZTQaD79maVJIdF09vHHH2vehY5rbAMzx2uvvab69u1rxZloTuzr2KyXLVsWOkLuF7ixgIc5A8+bMFNKGFNmTyS3IZkTyhnXOkcOgbQRcAragDAzaezKpBodPXq0/hSuJOSbGTV0xx136HBqZmAoJpubGaWsmPGF9UnOjd9//90wgto6RFmplStXqvvvv98qOK6O1FAkau/rr78uydbnXUh9w6efflo1NjYm5qL33Xffabe7JUuWWPOceP27X4dAkgjUnIKOM5s1ARaFDwqQslLYpz2XL+yYYYrT1B/HuK5du3Zq06ZNOlPb+++/X8jYRpuXz4FZWpj/L7NwZpWLFy8u6i7KuIousOxUkw9jWbFihV6sA2cbMQsmWRTeEyj0IDGrHTx4cOz74/FjtoxnAPceFzqCVYL2x2ri48kl/Tp5JHRqd6Gw5hR08EGRb4u9tRw+nhIkCREBK+PHj9ef25UsXKFMRo0aZRcwpAUvApOSKmdcUhfV5rN9+3btstjQ0CCJpdtat26t1wpCT4xxAnm0m5ubtVI+duxYiWL2WFYbH69f26+Tx4bM2eO1io9W0Lx9kxhAUnxkqLNr5eElJSezPbwCHn/8cfXggw8qMsxVk0g0hHL/888/q9lt6n2B5bvvvismJkpLCF52hMlT2goTF6YURw6BrBE477LLLvsnLJwVIW3Z//0DiMuHlwPKnVllJcEIWfAh093AgQO1rZpPcM9M4ccl6e0tW7boWbyJr+S0nwU+5cqDzzMeMGkTWGDC2rt3r3r++efVN998o8Pka/X/sFycbfg6PvGDYtJ4vnLhZsdDkQRlwYcFJLw9Op7JeEY6UFy5onhpxB0vLnVx/XezwEcap0keFuKwzWNeSItYlJwyZYq+ZyxMHjx4UCdmMskTRwbHR0bN4RMdn5qzQctDy7YVn2QeeHyfMXuwiIerXRIuWSxUvvjii2rXrl2F0krZjjad3pmFNDU1qUsvvVS7JXbt2rXijgiFx2sGDMm1QSmusOCYijt1DBwCCSDgFHQCIPpZoGC87Hg7d+7UeSYmTJigrrvuOqufr//64DafnHx+Y+9mVhlmAgpeX6v7ROsRNISPNF8ncYN9CITZunWr+uCDD7SSJl+2U861+l/R8uR2CjrFe05wChWqN2/erINO8OWVSj0FRWGmt3HjRs0Ds0kSM/FgH3neJ2ho2LBhikRW+JCX4/VC4VxmzeDPzJkXpyOHQK0h4BR0Fe4Ys2DsqhCuevg8E+XmDzn2KxCCYwhiQbGgZFoy8WLC7v7ll1+qBQsW6JcUbnAmwj+azH94t5w6dcp0ijvmEKgpBJyCrvLtYlYNDRkypKhnafW86MQWuoOi9pTuVVddZUQhiheQ8UJ30CGQUwRy4cWRU2ycWA4Bh4BDIFME/g93OLpD/HGO8QAAAABJRU5ErkJggg==" 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