<snapdata remixID="14998296"><project name="EKdigitalStoryTellingAssessment2.1.26" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="EKdigitalStoryTellingAssessment2.1.26"><notes></notes><hidden></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><list></list></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></blocks><primitives></primitives><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" id="238"><pentrails>data:image/png;base64,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</pentrails><wear><ref mediaID="1"></ref></wear><costumes><list struct="atomic" id="239"></list></costumes><sounds><list struct="atomic" id="240"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="3"><sprite name="Sprite(9)" idx="9" x="-1.1608222490931077" y="53.39782345828295" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="3" color="80,80,80,1" pen="tip" id="245"><costumes><list id="246"><item><ref mediaID="EKdigitalStoryTellingAssessment2.1.26_Sprite(9)_cst_costume"></ref></item><item><ref mediaID="EKdigitalStoryTellingAssessment2.1.26_Sprite(9)_cst_CoaMaker"></ref></item><item><ref mediaID="EKdigitalStoryTellingAssessment2.1.26_Sprite(9)_cst_CoaMaker "></ref></item></list></costumes><sounds><list struct="atomic" id="247"></list></sounds><blocks></blocks><variables></variables><scripts><script x="109" y="164.33333333333337"><block s="receiveMessage"><l>imigraytion</l><list></list></block><block s="show"></block><block s="doSwitchToCostume"><l>CoaMaker</l></block><block s="goToLayer"><l><option>back</option></l></block><block s="setEffect"><l><option>ghost</option></l><l>85</l></block></script><script x="646" y="89.33333333333334"><block s="receiveGo"></block><block s="hide"></block></script><script x="452" y="318"><block s="receiveMessage"><l>bluh</l><list></list></block><block s="doSwitchToCostume"><l>CoaMaker </l></block></script></scripts></sprite><sprite name="Sprite" idx="1" x="-127.00000000000001" y="-4.999999999999989" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="2" color="80,80,80,1" pen="tip" id="271"><costumes><list id="272"><item><ref mediaID="EKdigitalStoryTellingAssessment2.1.26_Sprite_cst_Untitled"></ref></item><item><ref mediaID="EKdigitalStoryTellingAssessment2.1.26_Sprite_cst_Untitled(2)"></ref></item></list></costumes><sounds><list struct="atomic" id="273"></list></sounds><blocks></blocks><variables></variables><scripts><script x="357" y="575"><block s="receiveGo"></block><custom-block s="set $globe style to %s"><l>OpenStreetMap</l></custom-block><custom-block s="set $globe to lon: %n lat: %n"><l>-85.641</l><l>31.459</l></custom-block><custom-block s="set $globe zoom to %n"><l>15</l></custom-block><block s="doWait"><l>2.4</l></block><block s="doUntil"><block s="reportVariadicEquals"><list><custom-block s="$globe zoom"></custom-block><l>1</l></list></block><script><custom-block s="set $globe zoom to %n"><block s="reportDifference"><custom-block s="$globe zoom"></custom-block><l>0.00001</l></block></custom-block></script></block><block s="doWait"><l>1</l></block><block s="doRepeat"><l>12</l><script><custom-block s="change $globe by x: %n y: %n pixels"><l>12.64</l><l>-3.35</l></custom-block></script></block><block s="doWait"><l>1</l></block><block s="doUntil"><block s="reportVariadicEquals"><list><custom-block s="$globe zoom"></custom-block><l>15</l></list></block><script><custom-block s="set $globe zoom to %n"><block s="reportVariadicSum"><list><custom-block s="$globe zoom"></custom-block><l>1</l></list></block></custom-block><block s="doWait"><l>0.1</l></block></script></block><block s="doWait"><l>2.4</l></block><custom-block s="set $globe style to %s"><l></l></custom-block><block s="doBroadcast"><l>hide&apos;</l><list></list></block></script><script x="1051" y="605.3333333333334"><block s="receiveMessage"><l>amerika</l><list></list></block><custom-block s="set $globe style to %s"><l>OpenStreetMap</l></custom-block><block s="doWait"><l>2.4</l></block><block s="doUntil"><block s="reportVariadicEquals"><list><custom-block s="$globe zoom"></custom-block><l>1</l></list></block><script><custom-block s="set $globe zoom to %n"><block s="reportDifference"><custom-block s="$globe zoom"></custom-block><l>0.00001</l></block></custom-block></script></block><block s="doWait"><l>1</l></block><block s="doRepeat"><l>12</l><script><custom-block s="change $globe by x: %n y: %n pixels"><l>-12.64</l><l>3.35</l></custom-block></script></block><block s="doWait"><l>1</l></block><block s="doUntil"><block s="reportVariadicEquals"><list><custom-block s="$globe zoom"></custom-block><l>15</l></list></block><script><custom-block s="set $globe zoom to %n"><block s="reportVariadicSum"><list><custom-block s="$globe zoom"></custom-block><l>1</l></list></block></custom-block><block s="doWait"><l>0.1</l></block></script></block><block s="doWait"><l>2.4</l></block><custom-block s="set $globe style to %s"><l></l></custom-block><block s="doBroadcast"><l>imigraytion</l><list></list></block></script><script x="20" y="10"><block s="receiveMessage"><l>bluh</l><list></list></block><block s="hide"></block></script></scripts></sprite><sprite name="Sprite(2)" idx="2" x="96.42442563482435" y="-172.98911729141477" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="8.568000000000007,107.1,0,1" pen="tip" id="410"><costumes><list id="411"><item><ref mediaID="EKdigitalStoryTellingAssessment2.1.26_Sprite(2)_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="412"></list></sounds><blocks></blocks><variables></variables><scripts><script x="235" y="201.33333333333337"><block s="receiveGo"></block><block s="hide"></block></script><script x="228" y="322.33333333333337"><block s="receiveMessage"><l>hide&apos;</l><list></list></block><block s="show"></block></script><script x="434" y="322"><block s="receiveMessage"><l>amerika</l><list></list></block><block s="hide"></block></script><script x="265" y="413"><block s="receiveMessage"><l>imigraytion</l><list></list></block><block s="show"></block></script></scripts></sprite><sprite name="Sprite(5)" idx="5" x="-161.93470374848852" y="25.538089480048367" heading="90" scale="0.45" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="1" color="80,80,80,1" pen="tip" id="433"><costumes><list id="434"><item><ref mediaID="EKdigitalStoryTellingAssessment2.1.26_Sprite(5)_cst_costume"></ref></item></list></costumes><sounds><list struct="atomic" id="435"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="123"><block s="receiveMessage"><l>amerika</l><list></list></block><block s="hide"></block></script><script x="20" y="359"><block s="receiveMessage"><l>hide&apos;</l><list></list></block><block s="show"></block><block s="doWait"><l>7</l></block><block s="doSayFor"><l>You are a digger</l><l>4</l></block><block s="doWait"><l>4</l></block><block s="doSayFor"><l>Polish for digger is Kopacz</l><l>4</l></block></script><script x="20" y="236"><block s="receiveGo"></block><block s="hide"></block></script><script x="20" y="10"><block s="receiveMessage"><l>bluh</l><list></list></block><block s="hide"></block></script><script x="20" y="10"><block s="receiveMessage"><l>bluh</l><list></list></block><block s="hide"></block></script></scripts></sprite><sprite name="Sprite(4)" idx="4" x="0" y="-19.73397823458283" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="1" color="80,80,80,1" pen="tip" id="471"><costumes><list id="472"><item><ref mediaID="EKdigitalStoryTellingAssessment2.1.26_Sprite(4)_cst_costume"></ref></item></list></costumes><sounds><list struct="atomic" id="473"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="236"><block s="receiveMessage"><l>hide&apos;</l><list></list></block><block s="show"></block></script><script x="20" y="359"><block s="receiveGo"></block><block s="hide"></block></script><script x="20" y="123"><block s="receiveMessage"><l>amerika</l><list></list></block><block s="hide"></block></script><script x="20" y="10"><block s="receiveMessage"><l>bluh</l><list></list></block><block s="hide"></block></script></scripts></sprite><sprite name="Sprite(7)" idx="7" x="0" y="-62.10399032648126" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="1" color="80,80,80,1" pen="tip" id="494"><costumes><list id="495"><item><ref mediaID="EKdigitalStoryTellingAssessment2.1.26_Sprite(7)_cst_costume"></ref></item></list></costumes><sounds><list struct="atomic" id="496"></list></sounds><blocks></blocks><variables></variables><scripts><script x="356" y="144"><block s="receiveGo"></block><block s="hide"></block></script><script x="97" y="158"><block s="receiveMessage"><l>imigraytion</l><list></list></block><block s="show"></block></script><script x="20" y="10"><block s="receiveMessage"><l>bluh</l><list></list></block><block s="hide"></block></script></scripts></sprite><sprite name="Sprite(6)" idx="6" x="-58.266021765417065" y="42.85126964933494" heading="90" scale="0.5" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="1" color="0,6.4260000000000055,160.65,1" pen="tip" id="512"><costumes><list id="513"><item><ref mediaID="EKdigitalStoryTellingAssessment2.1.26_Sprite(6)_cst_CoaMaker "></ref></item></list></costumes><sounds><list struct="atomic" id="514"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="359"><block s="receiveMessage"><l>amerika</l><list></list></block><block s="hide"></block></script><script x="20" y="236"><block s="receiveGo"></block><block s="hide"></block></script><script x="20" y="236"><block s="receiveMessage"><l>amerika</l><list></list></block><block s="hide"></block></script><script x="20" y="123"><block s="receiveMessage"><l>hide&apos;</l><list></list></block><block s="show"></block></script><script x="20" y="10"><block s="receiveMessage"><l>bluh</l><list></list></block><block s="hide"></block></script></scripts></sprite><sprite name="Sprite(8)" idx="8" x="10.181378476420974" y="-53.39782345828295" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="1" color="80,80,80,1" pen="tip" id="540"><costumes><list id="541"><item><ref mediaID="EKdigitalStoryTellingAssessment2.1.26_Sprite(8)_cst_costume"></ref></item></list></costumes><sounds><list struct="atomic" id="542"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="123"><block s="receiveMessage"><l>imigraytion</l><list></list></block><block s="show"></block><block s="doWait"><l>2</l></block><block s="doSayFor"><l>wats yo name twin</l><l>4</l></block><block s="doWait"><l>4</l></block><block s="doSayFor"><l>John Kopac, gotchu twin. NEXT!!!</l><l>4</l></block><block s="doBroadcast"><l>bluh</l><list></list></block></script><script x="374" y="54.33333333333334"><block s="receiveGo"></block><block s="hide"></block></script><script x="624" y="159"><block s="receiveMessage"><l>bluh</l><list></list></block><block s="hide"></block></script></scripts></sprite><watcher scope="Sprite(3)" s="xPosition" style="normal" x="5.804111245465538" y="5.804111245465538" color="74,108,212" hidden="true"/><sprite name="Sprite(3)" idx="3" x="2.1115233705006316e-12" y="-70.00000000000004" heading="264" scale="0.45" volume="100" pan="0" rotation="1" draggable="true" costume="5" color="80,80,80,1" pen="tip" id="573"><costumes><list id="574"><item><ref mediaID="EKdigitalStoryTellingAssessment2.1.26_Sprite(3)_cst_costume"></ref></item><item><ref mediaID="EKdigitalStoryTellingAssessment2.1.26_Sprite(3)_cst_Untitled"></ref></item><item><ref mediaID="EKdigitalStoryTellingAssessment2.1.26_Sprite(3)_cst_Untitled(2)"></ref></item><item><ref mediaID="EKdigitalStoryTellingAssessment2.1.26_Sprite(3)_cst_Untitled(3)"></ref></item><item><ref mediaID="EKdigitalStoryTellingAssessment2.1.26_Sprite(3)_cst_Untitled(4)"></ref></item></list></costumes><sounds><list struct="atomic" id="575"></list></sounds><blocks></blocks><variables></variables><scripts><script x="217" y="314.33333333333337"><block s="receiveMessage"><l>hide&apos;</l><list></list></block><block s="show"></block><block s="doRepeat"><l>100</l><script><block s="doSwitchToCostume"><l>costume</l></block><block s="doWait"><l>1</l></block><block s="doSwitchToCostume"><l>Untitled</l></block><block s="doWait"><l>1</l></block></script></block></script><script x="507" y="321"><block s="receiveMessage"><l>hide&apos;</l><list></list></block><block s="doWait"><l>11</l></block><block s="doSayFor"><l>Yea but I&apos;m Polish</l><l>4</l></block><block s="doWait"><l>4</l></block><block s="doSayFor"><l>Yea bro, that&apos;s why they call me Kopacz</l><l>4</l></block><block s="doBroadcast"><l>amerika</l><list></list></block></script><script x="979" y="375"><block s="receiveMessage"><l>amerika</l><list></list></block><block s="hide"></block><block s="doSwitchToCostume"><l>Untitled(2)</l></block><block s="doStopThis"><l><option>other scripts in sprite</option></l></block></script><script x="1241" y="378"><block s="receiveMessage"><l>imigraytion</l><list></list></block><block s="show"></block><block s="gotoXY"><l>240</l><l>-70</l></block><block s="doUntil"><block s="reportVariadicEquals"><list><block s="reportRound"><block s="xPosition"></block></block><l>0</l></list></block><script><block s="forward"><l>-10</l></block><block s="doWait"><l>0.1</l></block><block s="turn"><l>15</l></block><block s="doWait"><l>0.1</l></block><block s="turnLeft"><l>15</l></block><block s="doWait"><l>0.1</l></block></script></block><block s="goToLayer"><l><option>front</option></l></block><block s="doSayFor"><l>John Kopacz</l><l>4</l></block></script><script x="291" y="155.33333333333337"><block s="receiveGo"></block><block s="gotoXY"><l>70</l><l>-90</l></block><block s="setHeading"><l>90</l></block><block s="hide"></block></script><script x="1629" y="382"><block s="receiveMessage"><l>bluh</l><list></list></block><block s="doSwitchToCostume"><l>Untitled(3)</l></block><block s="doSayFor"><l>bruh they spelt my name wrong...</l><l>10</l></block><block s="doSwitchToCostume"><l>Untitled(4)</l></block><block s="doForever"><script><block s="turn"><l>1</l></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="EKdigitalStoryTellingAssessment2.1.26" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><costume name="map" center-x="240" center-y="180" image="data:image/png;base64,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" mediaID="1"/><costume name="costume" center-x="240" center-y="180" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAQAElEQVR4AezVC27kNhAEUCP3P3SC/NZeez6SSDWb9YJg1zsjkV2vDdQfH/4jQIAAAQIEbhdQwLeTu5AAAQIECHx8ZBew3wACBAgQIFAkoICL4F1LgAABAtkCCjh3/5ITIECAQKGAAi7EdzUBAgQI5Aoo4NzdZyeXngABAsUCCrh4Aa4nQIAAgUwBBZy5d6mzBaQnQGABAQW8wBKMQIAAAQJ5Ago4b+cSE8gWkJ7AIgIKeJFFGIMAAQIEsgQUcNa+pSVAIFtA+oUEFPBCyzAKAQIECOQIKOCcXUtKgACBbIHF0ivgxRZiHAIECBDIEFDAGXuWkgABAgQWE7i5gBdLbxwCBAgQIFAkoICL4F1LgAABAtkCCvjG/buKAAECBAj8J6CA/5PwNwECBAgQuFFAAd+InX2V9AQIECDwWUABf9bwMwECBAgQuElAAd8E7ZpsAekJECDwu4AC/l3EvwkQIECAwA0CCvgGZFcQyBaQngCBnwQU8E8qPiNAgAABApMFFPBkYMcTIJAtID2BRwIK+JGMzwkQIECAwEQBBTwR19EECBDIFpD+mYACfqbjOwIECBAgMElAAU+CdSwBAgQIZAu8Sq+AXwn5ngABAgQITBBQwBNQHUmAAAECBF4J7F3Ar9L7ngABAgQIFAko4CJ41xIgQIBAtoAC3nf/khEgQIDAwgIKeOHlGI0AAQIE9hVQwPvuNjuZ9AQIEFhcQAEvviDjESBAgMCeAgp4z71KlS0gPQECDQQUcIMlGZEAAQIE9hNQwPvtVCIC2QLSE2gioICbLMqYBAgQILCXgALea5/SECCQLSB9IwEF3GhZRiVAgACBfQQU8D67lIQAAQLZAs3SK+BmCzMuAQIECOwhoID32KMUBAgQINBMYHABN0tvXAIECBAgUCSggIvgXUuAAAEC2QIKeOD+HUWAAAECBN4VUMDvSnmOAAECBAgMFFDAAzGzj5KeAAECBI4IKOAjWp4lQIAAAQKDBBTwIEjHZAtIT4AAgaMCCviomOcJECBAgMAAAQU8ANERBLIFpCdA4IyAAj6j5h0CBAgQIHBRQAFfBPQ6AQLZAtITOCuggM/KeY8AAQIECFwQUMAX8LxKgACBbAHprwgo4Ct63iVAgAABAicFFPBJOK8RIECAQLbA1fQK+Kqg9wkQIECAwAkBBXwCzSsECBAgQOCqQO8Cvpre+wQIECBAoEhAARfBu5YAAQIEsgUUcN/9m5wAAQIEGgso4MbLMzoBAgQI9BVQwH13lz259AQIEGguoICbL9D4BAgQINBTQAH33JupswWkJ0BgAwEFvMESRSBAgACBfgIKuN/OTEwgW0B6ApsIKOBNFikGAQIECPQSUMC99mVaAgSyBaTfSEABb7RMUQgQIECgj4AC7rMrkxIgQCBbYLP0CnizhYpDgAABAj0EFHCPPZmSAAECBDYTOFjAm6UXhwABAgQIFAko4CJ41xIgQIBAtoACPrB/jxIgQIAAgVECCniUpHMIECBAgMABAQV8ACv7UekJECBAYKSAAh6p6SwCBAgQIPCmgAJ+E8pj2QLSEyBAYLSAAh4t6jwCBAgQIPCGgAJ+A8kjBLIFpCdAYIaAAp6h6kwCBAgQIPBCQAG/API1AQLZAtITmCWggGfJOpcAAQIECDwRUMBPcHxFgACBbAHpZwoo4Jm6ziZAgAABAg8EFPADGB8TIECAQLbA7PQKeLaw8wkQIECAwA8CCvgHFB8RIECAAIHZAmsX8Oz0zidAgAABAkUCCrgI3rUECBAgkC2ggNfdv8kIECBAYGMBBbzxckUjQIAAgXUFFPC6u8meTHoCBAhsLqCAN1+weAQIECCwpoACXnMvpsoWkJ4AgQABBRywZBEJECBAYD0BBbzeTkxEIFtAegIhAgo4ZNFiEiBAgMBaAgp4rX2YhgCBbAHpgwQUcNCyRSVAgACBdQQU8Dq7MAkBAgSyBcLSK+CwhYtLgAABAmsIKOA19mAKAgQIEAgT+K2Aw9KLS4AAAQIEigQUcBG8awkQIEAgW0ABf9q/HwkQIECAwF0CCvguafcQIECAAIFPAgr4E0b2j9ITIECAwJ0CCvhObXcRIECAAIF/BRTwvxD+yhaQngABAncLKOC7xd1HgAABAgT+ElDAfyH4n0C2gPQECFQIKOAKdXcSIECAQLyAAo7/FQBAIFtAegJVAgq4St69BAgQIBAtoICj1y88AQLZAtJXCijgSn13EyBAgECsgAKOXb3gBAgQyBaoTq+AqzfgfgIECBCIFFDAkWsXmgABAgSqBWoLuDq9+wkQIECAQJGAAi6Cdy0BAgQIZAso4Lr9u5kAAQIEggUUcPDyRSdAgACBOgEFXGeffbP0BAgQCBdQwOG/AOITIECAQI2AAq5xd2u2gPQECBD4UMB+CQgQIECAQIGAAi5AdyWBaAHhCRD4W0AB/83gDwIECBAgcK+AAr7X220ECGQLSE/gfwEF/D+FHwgQIECAwH0CCvg+azcRIEAgW0D6LwIK+AuHfxAgQIAAgXsEFPA9zm4hQIAAgWyBb+kV8DcSHxAgQIAAgfkCCni+sRsIECBAgMA3gagC/pbeBwQIECBAoEhAARfBu5YAAQIEsgUUcMz+BSVAgACBlQQU8ErbMAsBAgQIxAgo4JhVZweVngABAqsJKODVNmIeAgQIEIgQUMARaxYyW0B6AgRWFFDAK27FTAQIECCwvYAC3n7FAhLIFpCewKoCCnjVzZiLAAECBLYWUMBbr1c4AgSyBaRfWUABr7wdsxEgQIDAtgIKeNvVCkaAAIFsgdXTK+DVN2Q+AgQIENhSQAFvuVahCBAgQGB1gbkFvHp68xEgQIAAgSIBBVwE71oCBAgQyBZQwPP272QCBAgQIPBQQAE/pPEFAQIECBCYJ6CA59lmnyw9AQIECDwVUMBPeXxJgAABAgTmCCjgOa5OzRaQngABAi8FFPBLIg8QIECAAIHxAgp4vKkTCWQLSE+AwFsCCvgtJg8RIECAAIGxAgp4rKfTCBDIFpCewNsCCvhtKg8SIECAAIFxAgp4nKWTCBAgkC0g/SEBBXyIy8MECBAgQGCMgAIe4+gUAgQIEMgWOJxeAR8m8wIBAgQIELguoICvGzqBAAECBAgcFtiqgA+n9wIBAgQIECgSUMBF8K4lQIAAgWwBBbzN/gUhQIAAgU4CCrjTtsxKgAABAtsIKOBtVpkdRHoCBAh0E1DA3TZmXgIECBDYQkABb7FGIbIFpCdAoKOAAu64NTMTIECAQHsBBdx+hQIQyBaQnkBXAQXcdXPmJkCAAIHWAgq49foMT4BAtoD0nQUUcOftmZ0AAQIE2goo4LarMzgBAgSyBbqnV8DdN2h+AgQIEGgpoIBbrs3QBAgQINBd4FoBd09vfgIECBAgUCSggIvgXUuAAAEC2QIK+Pz+vUmAAAECBE4LKODTdF4kQIAAAQLnBRTwebvsN6UnQIAAgUsCCvgSn5cJECBAgMA5AQV8zs1b2QLSEyBA4LKAAr5M6AACBAgQIHBcQAEfN/MGgWwB6QkQGCKggIcwOoQAAQIECBwTUMDHvDxNgEC2gPQEhgko4GGUDiJAgAABAu8LKOD3rTxJgACBbAHphwoo4KGcDiNAgAABAu8JKOD3nDxFgAABAtkCw9Mr4OGkDiRAgAABAq8FFPBrI08QIECAAIHhAq0KeHh6BxIgQIAAgSIBBVwE71oCBAgQyBZQwG32b1ACBAgQ2ElAAe+0TVkIECBAoI2AAm6zquxBpSdAgMBuAgp4t43KQ4AAAQItBBRwizUZMltAegIEdhRQwDtuVSYCBAgQWF5AAS+/IgMSyBaQnsCuAgp4183KRYAAAQJLCyjgpddjOAIEsgWk31lAAe+8XdkIECBAYFkBBbzsagxGgACBbIHd0yvg3TcsHwECBAgsKaCAl1yLoQgQIEBgd4HnBbx7evkIECBAgECRgAIugnctAQIECGQLKODH+/cNAQIECBCYJqCAp9E6mAABAgQIPBZQwI9tsr+RngABAgSmCijgqbwOJ0CAAAECPwso4J9dfJotID0BAgSmCyjg6cQuIECAAAEC3wUU8HcTnxDIFpCeAIFbBBTwLcwuIUCAAAECXwUU8FcP/yJAIFtAegK3CSjg26hdRIAAAQIEfgko4F8WfiJAgEC2gPS3CijgW7ldRoAAAQIE/hFQwP84+JMAAQIEsgVuT6+Abyd3IQECBAgQ+PhQwH4LCBAgQIBAgcBSBVyQ35UECBAgQKBEQAGXsLuUAAECBNIFFPAyvwEGIUCAAIEkAQWctG1ZCRAgQGAZAQW8zCqyB5GeAAECaQIKOG3j8hIgQIDAEgIKeIk1GCJbQHoCBBIFFHDi1mUmQIAAgXIBBVy+AgMQyBaQnkCqgAJO3bzcBAgQIFAqoIBL+V1OgEC2gPTJAgo4efuyEyBAgECZgAIuo3cxAQIEsgXS0yvg9N8A+QkQIECgREABl7C7lAABAgSyBT4+FHD6b4D8BAgQIFAioIBL2F1KgAABAukCyQWcvnv5CRAgQKBQQAEX4ruaAAECBHIFFHDq7uUmQIAAgVIBBVzK73ICBAgQSBVQwKmbz84tPQECBMoFFHD5CgxAgAABAokCCjhx6zJnC0hPgMASAgp4iTUYggABAgTSBBRw2sblJZAtID2BZQQU8DKrMAgBAgQIJAko4KRty0qAQLaA9EsJKOCl1mEYAgQIEEgRUMApm5aTAAEC2QLLpVfAy63EQAQIECCQIKCAE7YsIwECBAgsJ3BrAS+X3kAECBAgQKBIQAEXwbuWAAECBLIFFPBt+3cRAQIECBD4JaCAf1n4iQABAgQI3CaggG+jzr5IegIECBD4KqCAv3r4FwECBAgQuEVAAd/C7JJsAekJECDwXUABfzfxCQECBAgQmC6ggKcTu4BAtoD0BAj8LKCAf3bxKQECBAgQmCqggKfyOpwAgWwB6Qk8FlDAj218Q4AAAQIEpgko4Gm0DiZAgEC2gPTPBRTwcx/fEiBAgACBKQIKeAqrQwkQIEAgW+B1egX82sgTBAgQIEBguIACHk7qQAIECBAg8Fpg5wJ+nd4TBAgQIECgSEABF8G7lgABAgSyBRTwrvuXiwABAgSWFlDAS6/HcAQIECCwq4AC3nWz2bmkJ0CAwPICCnj5FRmQAAECBHYUUMA7blWmbAHpCRBoIaCAW6zJkAQIECCwm4AC3m2j8hDIFpCeQBsBBdxmVQYlQIAAgZ0EFPBO25SFAIFsAelbCSjgVusyLAECBAjsIqCAd9mkHAQIEMgWaJdeAbdbmYEJECBAYAcBBbzDFmUgQIAAgXYCQwu4XXoDEyBAgACBIgEFXATvWgIECBDIFlDAw/bvIAIECBAg8L6AAn7fypMECBAgQGCYgAIeRpl9kPQECBAgcExAAR/z8jQBAgQIEBgioICHMDokW0B6AgQIHBdQwMfNvEGAAAECBC4LKODLhA4gkC0gPQECv+uE6gAAAkNJREFU5wQU8Dk3bxEgQIAAgUsCCvgSn5cJEMgWkJ7AeQEFfN7OmwQIECBA4LSAAj5N50UCBAhkC0h/TUABX/PzNgECBAgQOCWggE+xeYkAAQIEsgWup1fA1w2dQIAAAQIEDgso4MNkXiBAgAABAtcFOhfw9fROIECAAAECRQIKuAjetQQIECCQLaCAu+7f3AQIECDQWkABt16f4QkQIECgq4AC7rq57LmlJ0CAQHsBBdx+hQIQIECAQEcBBdxxa2bOFpCeAIEtBBTwFmsUggABAgS6CSjgbhszL4FsAekJbCOggLdZpSAECBAg0ElAAXfallkJEMgWkH4rAQW81TqFIUCAAIEuAgq4y6bMSYAAgWyB7dIr4O1WKhABAgQIdBBQwB22ZEYCBAgQ2E7gUAFvl14gAgQIECBQJKCAi+BdS4AAAQLZAgr47f17kAABAgQIjBNQwOMsnUSAAAECBN4WUMBvU2U/KD0BAgQIjBVQwGM9nUaAAAECBN4SUMBvMXkoW0B6AgQIjBdQwONNnUiAAAECBF4KKOCXRB4gkC0gPQECcwQU8BxXpxIgQIAAgacCCvgpjy8JEMgWkJ7APAEFPM/WyQQIECBA4KGAAn5I4wsCBAhkC0g/V0ABz/V1OgECBAgQ+FFAAf/I4kMCBAgQyBaYn14Bzzd2AwECBAgQ+CaggL+R+IAAAQIECMwXWLmA56d3AwECBAgQKBJQwEXwriVAgACBbAEFvOr+zUWAAAECWwso4K3XKxwBAgQIrCrwJwAAAP//lVwoVAAAAAZJREFUAwDU5ALRcl29HAAAAABJRU5ErkJggg==" mediaID="EKdigitalStoryTellingAssessment2.1.26_Sprite(9)_cst_costume"/><costume name="CoaMaker" center-x="240" center-y="126.5" image="data:image/png;base64,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" mediaID="EKdigitalStoryTellingAssessment2.1.26_Sprite(9)_cst_CoaMaker"/><costume name="CoaMaker " center-x="240" center-y="150" image="data:image/png;base64,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" mediaID="EKdigitalStoryTellingAssessment2.1.26_Sprite(9)_cst_CoaMaker "/><costume name="Untitled" center-x="92" center-y="105" image="data:image/png;base64,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" mediaID="EKdigitalStoryTellingAssessment2.1.26_Sprite_cst_Untitled"/><costume name="Untitled(2)" center-x="240" center-y="180" image="data:image/png;base64,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" mediaID="EKdigitalStoryTellingAssessment2.1.26_Sprite_cst_Untitled(2)"/><costume name="Untitled" center-x="146.5" center-y="21" image="data:image/png;base64,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" mediaID="EKdigitalStoryTellingAssessment2.1.26_Sprite(2)_cst_Untitled"/><costume name="costume" center-x="38.5" center-y="114" image="data:image/png;base64,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" mediaID="EKdigitalStoryTellingAssessment2.1.26_Sprite(5)_cst_costume"/><costume name="costume" center-x="240" center-y="-6" image="data:image/png;base64,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" mediaID="EKdigitalStoryTellingAssessment2.1.26_Sprite(4)_cst_costume"/><costume name="costume" center-x="240" center-y="123" image="data:image/png;base64,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" mediaID="EKdigitalStoryTellingAssessment2.1.26_Sprite(7)_cst_costume"/><costume name="CoaMaker " center-x="80.5" center-y="71.5" image="data:image/png;base64,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" mediaID="EKdigitalStoryTellingAssessment2.1.26_Sprite(6)_cst_CoaMaker "/><costume name="costume" center-x="126" center-y="62" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAQAAAAFCAYAAABirU3bAAAAN0lEQVR4ATSIgQ0AIAjDiJfoJeIlnipc4it2MRCabW32rxMOJqFxGQdcYlPqp0TWIlMiKAMWxAMAAP//du/oLAAAAAZJREFUAwDcawZrElhW2AAAAABJRU5ErkJggg==" mediaID="EKdigitalStoryTellingAssessment2.1.26_Sprite(8)_cst_costume"/><costume name="costume" center-x="93.5" center-y="130" image="data:image/png;base64,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" mediaID="EKdigitalStoryTellingAssessment2.1.26_Sprite(3)_cst_costume"/><costume name="Untitled" center-x="96.5" center-y="122.5" image="data:image/png;base64,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" mediaID="EKdigitalStoryTellingAssessment2.1.26_Sprite(3)_cst_Untitled"/><costume name="Untitled(2)" center-x="58" center-y="140" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHQAAAEYCAYAAACN29KyAAAQAElEQVR4AezdP+ws11XA8TVCyOUTQsIFUtyRLqGjQEroUoAwEhKYxk5DS6giKpuWxqGCjrghICHZEQUSTUIHVeyOjtBRIGSJJqJ5nM/v/c7jenZ2d2Z3/ty5M09z3r3z784553vPuXdmd/b3c6c2/70Is94J+eCKvB/73g5pamkBaBfeXwehn4R8EvLhFSmPawbuVoEmxBJKwhsDp9uOiLYt+sE2l60B5WxO//dwtwgcAy9Oubpo+ztxhE4yZbvR5HLLloByOJgiUX0OL2nX2Atqpm3XJJuAvAWgnMyholIEjQH5xcuXL09diQY+Dfki5NriuuB+GAeREnK1cGsFms6UVoHkUNvCtxeXPni95wTgd0JehGhsCFzHEe2BnHA/io1VzZRrBKr3Z7rjPE4Mv50tIuxTUJ7l0nFnJ5Yb4lzX+F5s014UgxfXkzFSV3qvDrc2oJwivd5yjGgUYWAMJnDpwID6YYj2HDImYh0PLD3GRK3zZpFagHIKkLdSGJDGRMfP4pAA+zodR901xgCm16pRuzZQDgDy1jg5O0jk+iSg3gOYXWXUstG2vktMum1toFKsHn3J2NVAXvJyAo793w8ZMu6yjY2g3hpKosnHljWBfj1U/0YIg6M4W8C8tO/s4KU3BNj3Q+g3BKzjQDWBUs6m7ppAvxlWkSi+tAA56zj5pas9uBJQn8BGqaVb4y2wX4sDZ4vUtYBeik63IYwOm7e3BNSn8TY0d9/8WZR9i7GV9O17eNtaQEEjpQEiczZDywvNXQ+wgH4c1/lpSHdh92xRuhZQEUpKYy/16PKYzdQD6kchUmvfGKvjksntWQMokH2Tob7ePLnB4xp8/OiAaibf7ayzRekaQBlDSm9Jtwwvt7VU7+usopdMaucaQPsM6PbgvmO2vO3zUL4PamyedqkF6LRWVdZapF2PNLtADT1kUm0PoJO682pjXaCGnclnuwfQqwwm3dmXds10yWQXOoBO5srrDV1Iu5NH6QH0Ooep93bTrvbNdIn6w3IAfdiFoxroS7ujGrh1cBtAb1lZyf4LaXdS7Q6gk7pz/cYOoOszmFSDA+ik7ly/sQPo+gwm1eAAOqk712/sALo+g0k1OIBO6s71GzuArs9gUg0WBTqp5kdjvR44gPa6ZbsbD6DbZder+QG01y3b3XgA3S67Xs2XAuqDXJ/Me2HnvdCk+/nf22+88Ybvr8auY3nEA3MDBdLLOV7S8Xq9b5T7uuYZ0DDi/YB62rhcfRstbPOmOJ+Eua8XH3qT1xseqUwNlLIZiQB679M33roAH9G55nNfBLSLnTIU17nLb/r9LLa9FSJr9XX02DVumQookJQtIxFY28dptK+j3wxzvxUic+Ur/QLB0JQyCnQf0Gh/1OKCQO4pEkc5aMTBAkAgAJySoAXMzaYeBQqmnjQopb4b6vxDgxL50thJwrpZFqD5+WbQPALUWPA7of5VmCXEP4yDW1x+73R6ER2VnKLslQmggypKZUNlrysfAeoC5Kzhd2NLGtYqxDBx1HIN+kjYfH4xWh8B2mfQF5Q7IPa55vK2Ptj8GGdcSuOgilLRCq71OPx0egSoVEueGvJfROYLyqkf8pgH+PGPTidAr92jAgmsuczJv3uBDho/XeCQ+z3w26fT2zF0vT0gWkUpsHdH6ItQk0RxLHN7QLQG2BdXwGLx9CbbvRF6ZsO7seUYO8MJ9y83zwT2u6eTl6N/fDr/Z/j7ymRAz9s/tszhgd84nb4ZY+vb0Xbv2HoADc9sbTG2RkYE9Uz1A+iZS7a9YTKgPwg//E3IsazrgXuByt9kXe2Pq5954F6gbnjPXl6NKP3i71/dDJ9d6NiwjAceAWr63I3SFx/Hg+oYtE9k7hSsfdeZWrS7jPunv8q9QGkCJlHvlYjY0xTO0UYfNO33XvjBjdotr+f6Dza52OmPAO1Nu13Nu84pHTW0ro1uuxOv+yoIe/4r2v3vkP8Neb24Pl1fgX29ucrKo0B9U+8vwrKrkRr7a1/eDAU9PvulKH8x5BdCzpYEC+6c8kjHeQQog/VqUP8kVvoeR8XmYxnrgWsdB2zimE67guo/HgWqTVDB/GGsaDSKY5nLA0CSTvsYPN11TAFU2xoUqd+OFdGaX3AaUv5VnPNvId3lpy9fvvTb87NL98IbXHfHQe7++KzPZlBFqi8T/1kcMFT+Lo79z5BcfvwMsvdZZR40Zfl8vbs7TujC7tIGHVRH/TD2jZFbf4QgmutdZEYyKdDeK93Y6IPyP45j8q9DfBbOzXps3sbyrPOfhrZPURLlV0N8gdowNLRjO06G+904ty/LXYItkJ7SbZy3KlDfP/WdUyVdSDpEfVMSUNlS6s8uX7sc00HBEe19Wa4PNvC/GY5yfBSPfafoqYE7/2Osr02I0GzCn/h4/d2Y3LixUkQCkmqDKQOVdua+sWUfbCDLTrRKhDLuvbBGGcUpJz8gW59GVmglovSTEBA5+mlMCzXY9UGUaW9U51ummuUO1ZBRjGOkc8BcbPLjgktIQPWFrTJS2ctu9s+qwpJAPYnRe0ujSqNnNXSFxrvpF9SxY+potZcCCqJJA4MyIlsYMy86PKLUW2Qei5adVoc23KQPLp5/746lgIpOknpKtXpsrg8u33jjje+FeAfTg4zB561xIKghIJZjqs5NZlFpKaB6JGGEe82sWx8r6YxBbQT81TtAQDWm5iSJ/jdf8hrrlDx+CaBdA740zU5FZixdX/ODOoADZ5IEqnm6EPVJZQmgUi2huFS79XtNdtwj5SRJJyP3tHP1nCWAlgqUvbTc3nw90q5JkgmSBwQ6+NOrC1MbPjdQvdCTEhODXt33tDGgelCfQ46USyZ1wdxA9USSSu82QtMBRamzu4VRFpsfq84NtNTO7Hav42fph+zUOrpbt0mz15JAjR2lYbusR9rVqd1D8weok46lSwLdJcA+o5+hzjKWzg3UoE/67Dq2zeCBOYEa7MsnIjl2zGDG1SZr7VDpD34iV40YunNOoMYHQpdJHijEYzxfwxg8iXg+PoGmA+lTg9Bn8nF0TqCl0yhfrt9bzw7i/CFtZs+fpEO56FQS42h5T0pP8nDzQ4E+fKGJG7h5C9SJTk9oJlZhkuayU4JZDk93N75VoFLVLaMzmquLzkLxf476pLPdrQINPwxeMgoGn7DUgZF2feg/pHMOVmkPQAc7o4UDWwaakZllC7xu2rA1oAkny4sGRjp7P8TrDR61XTyutR2bAhqAdglpTKfbFNAxhu312ANo3eRHa3cAHe2yuk9YCmje5NftjQa0mxOomSjhpq8/P4pTP2RGD8wJ1BOQ8tHWOwHVJ/UzmnM0PTdQD8XzWSVv50dZ6hclwOe33X1cdvG4Y8e5B+YE6mrdKLVtiPj0wXGiuuwQtj0s0WG+H7KJ92PGGrsEUOMosHQbOjlyjuOJ8ZfzJwEbILWTT48GZQxKzCiT6jA3UH4Ah6iDc3Mc9UQoDi4/AI7Vk3OBfUhOp1NG/yn+pV5RXX6JzmVISaB0IQ8psgRQ0VlOjtKAq4oHVED9Mohx+Oqxd+z0GemEz3nv0ODVKdm5gOQj5as9d/6/FFCKAjtKzYD69JsFUXL+lDKoU41SduTBEZ1Sf+qh05KRrZwfvgTQ7lWHjqPd85pZD5hS7eTRyUFLARWhxDWNhTfHUQe2KM8wvQLBPD4xrEzmj6WASrfGCGmGIdk71XcjHZjslmaJ+iSyJFC9EViKi1JpR31PUg437PejGvwymQ+WAkphihN14qHBZKlGgzVLRKfslF8SV/849FVGMd2yJFDRWb6WzopdpN6AKRpLW4EkfDCpLA3UeCHNKBki9c5imMZrkIDJvnIS5Cdu+KDMVpOpuiRQSotSMBmktA1UT3/0YuvzycItB0w2lZHJZraDPIs2SwNlRB9U242pHKC+eQmYoC0WmemwNYC69jWoHOGYTQqQIXRfNDJdkKwF1LUvQc0ULA1vBm5A/CyEXSVI4+SsY6YLlrImUHpcgmofSbhVgw2Q9OsDmT83bj97Zpe1gTIwoXoE5ie39eiuA6oEC2QIGxJmRuTiIClBagBKj4QKZoLtg5tgpeOULnztzS4dkHm92WexeaFLZS1AS/26cAHmqPKYst4HOWEPKQd3iID4achTm6UCUaefDuiWRJTGpnWWGoGWnki4oHKYD71TRPNgGGWjnXrZIS62FyDty9sQTdDNbRa9yFT6aPtuqRJoxxqOEwEcBmwpHEkScrf0x3D8URxNihzPjvMY7YFkX0oJ9ykSA+RTGQfkOBnVE32Mk6SvndNa/7YA9JJvroFO6OVfbQLUA/Hcp9QZyFAo2nCsc0C9pNtq27cM9FGndTsESCQjuFvaJyKV3ch+VJfJzt8z0NKJXbiitysis1qQacwBND3RSHkAbQRkmtEyULPS3f2adstAfX+HZOc1QyW53mTZMtASmMmMr78cQEuvdOpbWjWLJVvS+S5d9xKhdzlniye1CnSXEyIdsFWgJkOEjcTYSdSbllaBltB2MyFidItAu+nWZIiwt3lpEahUSxKeVEtyvemyRaAlsF2lW4a3DlSqJWxtRa7a0TrQq8a3uPMA2hjVFoH6IQrSGKph5rQG1C1L+fdPzG7JMG80cFRrQN2uEGiA9LsOSuu7kNaAltCAJOW25ustARWZxk5l8+AuGdgCUAB/Pwz8xxB/qcg4GtV9LlsHCh6Ifxv4fj2komUdVbYMFMwPwm3l+yaxuu9l60BB3TfBjvVbBSoqfUXTJIhJ/xT//XmIh/FRPC3GVvK0spf/tgYUIL9GLdVmdLo1+UEA+8uQEuhbsf7LIbtatgRUVP4o6JgElTC9g+I1QZ+qfB77AY7iBOgfRCV/ji2q7S9bAQpmGZXIAJcwrQP6P1H5+ZBcwHwvVjI1R7XtZQtARSMoSjSA9CaYV/tEpm3E/t+Kyq+ElAuYpNzWbL12oCLso/C+CI3iBKao7HtH0/hKTvFPtJKonmwjpz38qxkoiGCCmiy8NU1y/VIJJrFf5JafwNj2/9JYrVagYJZjJjjS69BfGXE8SVxSLsn1ZssagXZhSrNS7LeDQnlbEqsXl5/Fnn8JyeOlXBKb2l5qAyo9didAxkzROYYEoP8aJyRQ7XoQUabv2N3eUhNQEWSsS6eLzHtgJiUp1yuEOeZqVxpX5jHNlbUAlWY9NPDLI8BytKgk6vcIoGAad5XaAFOkiljrzUkNQMEUOaWTgfSbQo86/BJUYB9tu8rz1wTKqaLyk/BMwpRmRalUqx67Hl4SqihVlwHK1P7wBWpqYC2gorJ7jwkgkER9Sj8BuYvxdA2gYJYplrP9CKLbEqm2F+QEG3USaVykak6GMKNu6v50aaBdmJzsHtNz2XQ0Z88hOo5rgFrezmS6n+Oai7e5FFDRIMWWkQmm9DpnVHYdmlBLoGa99Oseu8n1uYHq/SY9Jj/fCQ9Zj+K0BszT8z9Qu+NpM6l3TqDGJr1fmn325VOxJkwKhazOfwAACERJREFUANpNvSK0CahzAgWSpBNNfHK8XDLNun5XEmqmXp3P7ZIhQb17/GbWpwbqHg9E46Ueb50z8gNpZTrR9jUF1DL10sWQQNQ3KVMC1bOBNGaW46XI5LjaHASo1Fs+GgRTR1TWpu8gfaYEKjJJeWHjJZi1RGWpm3pCLW9l2GDs10EdsymZCign6NmZYvX8WsbLW0ASatnpRCi5dW51+6cACqbJRDpAigWzpvHyluNB9S5pQmWLDqq8dW5V+x8ByljjJVFnWO0plo59AqiskkAd0+2otlUv9wI1vhhnGJ1Ggrn0k5+89hQlqMZ7YLM99rGTvbmt6vJeoAwljOMIaXbuh+uuNaewA8xy1ut6sg9Rr17uAQqk8SUnQMbKJR6uL+HMhFrOesH0+ekmonQMUAC7LwqJTGlqCWcvdY2EWo6nYJKldLj7OkOBMsZDg+6LQmCWht+tSGUnglrOenVmUpma5+oMAcoQKVaqzRa2PgFKOy6VgBpPs7NKuyZHHuJfOmfN7a+vfQ0okFKsj748uLbuRGnWmLn2A3a6zCmgykDAug6YoIJrvUq5BJTS0itRT+VB9NAge25ub7EEFMxygiRLgWoIqtLmPqAAevJD+VJpMN1nSrfl9pbrCbXswPxDqrS7C5SiXZh6qah0f7YnmAkM1DL18lG1tzElUIp2YRovwXSvWfbSNHYPJaA6dZl6+YpUZ38CNeHpzmTBlGL3CrKEBarspLQdzCqjtAQKKmXJAZMXviyAktxqYkRyvYoygVJUanU7ojwi8xyP6CzHUj4j50euuCWBUoHCInPP4yU/XJL0j07/a3GQTj8SaJw181ICnflSzTQPrHlFdTB5+ADKCw3JAbQhmEw5gPJCQ3IAbQgmUw6gvNCQHEAbgsmUloB6HEfY5daCqO9KWgEK5DeCXD6+dJ9IYtMdy4ZPaQUokAQKn4z4PpD67qQVoLsDd8ngA+glz2x0+wF0o+AuqX0AveSZjW4/gG4U3CW1WwHqtoWw0/0nUd+dtAAUyOMe9Lnrbhrosw3uP4nVXd+DckALQNlxyLMHDqDPjmilOIC2QvLZjgPosyNaKQ6grZB8tuMA+uyIVooDaCskn+04gD47opViCaCt+GoTdhxAN4FpuJIH0OG+2sSRLQD91fD0V0MsnukS9V3K1oH6pOVbQe6tkGMJD2wdqN8OImHK0+JzUPK0ssf/tgpUZPqdXj9X102x1u2v7nX5JTrYFoEC5cefur+jxF9vxn/fDflJiF90cWxU97NsESiQBCXp1Tfk821qYymxD0yivhspgFZvs1Tqz4eITnUK+z0Iv3ngmwrWASbqu5StADXxyTEzo84PfPhVEtHpl1v8kIVfO0ugoJNdgd0CUBMcUQlqwhGR4Em3toGobjvAtjnPj2kpre9CtgAUSAIIcNKs37cHz7ZS7Be1uc95pDym6XrtQE1+RFmmTjCl14zCLhxAwSTqzvtaHJRpOqptLzUDBdOtR6bMHDNvEQHS64RSsGPBJOrNS61AuzBFpFSakG6BcTxxnA5B1JuXGoH2wfQzbH6AeSgQUQqocldptzagU8AEHciNpF3qTic1AZ0K5nTe2WBLtQCdA6aUS2AxhhL1pqUGoHPABE3aBVRpHPUL1M3fk64NdC6YCdTM2D2pdTDdBimtNylrAp0TZsISoX78v4TqMWKz6XctoEvABFW6BdNzX6VtIpSoNydrAF0KZsJKqICqG0+98d1klC4NdGmYJdTueNpklC4JdC2YCdV46tFhRum4WW+2Unm5FNC1YcIAZBmlUi6oTT24XwJoDTABJaLUI0GlsdSf06SffU3I3EA5y72faOAwjhz7oN15U4ko9ZDfR3HaBLWpCdJcQDnKF7p8b7YWmAASUMvUa3JE7Nu8zAHUmAQkUeektSOTDqWYHDV5GzM1UD3dXwU2NqUDOc53gKS63LZ22Y1SWYSsrdfD158SKJjGSyXFOM13gMAE1baaRNYgdDJEEPVNy1RAOcMtQMLkKF/mIuo1OkmH+zwUo19X/9i8zWUqoGazhBc4aLWZLAVGiLGUOEVnLDOMbZuTR4Hq2WazHJETIOmVbMEZOl9Tn8Y8AlSP7r6eACQHcdQWgEq7dG7m05h7gUqvbktATXAcI9Uqc9sWyoRKb3VZZ7MPG+4BCqYUm9N8Tqh5NjukU7GhiYcNY4F2YUqtZrJEfYjzaj2G/iZI4IrSctZeq85neo0BKiK9Z6LUEAdIsTU9MKDXvQJkN0plonJYubftxc4bC7RVmOlwndSkznhqG5ib+g7SGKBfCQvz1sSnFSQ2NbWIUjA3O+sdAlQv/VFg+zDEYpzxmSLjrd8jNZ/DLlCJuvF0M68k3gIKZnccAZTUDOVR3YDUadNOmYk82u7s518DqmeWMz1GmgBJR8aa2ZWr6AJ8QSpSqV+Va0DdohBnAujWxCcn2Wttb1nYTNhoMmhyJGNZr1YuAQWSAZlmjCekWkNmUExG6t7GuG1Ln8xwyceb7AOqN1Jc6QpAmspnb7VtDwJo2p5ZSYTyTbVQ+4BSmoAGIpgMs743SagJFEizfRNF9er80QUq1eqBOQEwCSLVKb6gQqCWqdelwSTqVUkJVIoFU0lJDw4Yor5nAVSGkqkyUqv1RxdowpRqf3g6nao34LTMP1D5RLnMFe+8SgIF0j1nphE9ktzZbPOnGZJIdYYmUMoRCuqJnpIorR9y7oFuAJwfsdKWBFpeHkhSbjvqpxOfkFPN/wAVmdJt3qrUrO+auhk/TYzyiZnPgqsDnEBBTWdRkuT6Ub7yAKDmFb5u41auSh8BSjG9zi9DK/f48P0Vsgb+/z8AAAD//1FbwtEAAAAGSURBVAMAa4n0i74bRXIAAAAASUVORK5CYII=" mediaID="EKdigitalStoryTellingAssessment2.1.26_Sprite(3)_cst_Untitled(2)"/><costume name="Untitled(3)" center-x="219" center-y="140" image="data:image/png;base64,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" mediaID="EKdigitalStoryTellingAssessment2.1.26_Sprite(3)_cst_Untitled(3)"/><costume name="Untitled(4)" center-x="188" center-y="130" image="data:image/png;base64,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" mediaID="EKdigitalStoryTellingAssessment2.1.26_Sprite(3)_cst_Untitled(4)"/></media></snapdata>