<snapdata remixID="14350895"><project name="Create Preformance Task" app="Snap! 10.7.2, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Create Preformance Task"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="englishNum" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="hide"></block><block s="gotoXY"><l>-100</l><l>50</l></block><block s="clear"></block><block s="write"><l>One</l><l>15</l></block><block s="up"></block><block s="forward"><l>50</l></block><block s="write"><l>Two</l><l>15</l></block><block s="up"></block><block s="forward"><l>50</l></block><block s="write"><l>Three</l><l>15</l></block><block s="up"></block><block s="gotoXY"><l>-100</l><l>0</l></block><block s="write"><l>Four</l><l>15</l></block><block s="up"></block><block s="forward"><l>50</l></block><block s="write"><l>Five</l><l>15</l></block><block s="up"></block><block s="forward"><l>50</l></block><block s="write"><l>Six</l><l>15</l></block><block s="up"></block><block s="gotoXY"><l>-100</l><l>-50</l></block><block s="write"><l>Seven</l><l>15</l></block><block s="up"></block><block s="forward"><l>50</l></block><block s="write"><l>Eight</l><l>12</l></block><block s="up"></block><block s="forward"><l>50</l></block><block s="write"><l>Nine</l><l>12</l></block><block s="up"></block><block s="gotoXY"><l>-5</l><l>-90</l></block><block s="write"><l>Ten</l><l>12</l></block><block s="up"></block><block s="gotoXY"><l>-100</l><l>50</l></block><block s="goToLayer"><l><option>back</option></l></block><block s="show"></block></script></block-definition><block-definition s="englishorJapanese %&apos;English&apos; %&apos;Japanese&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%l" initial="1"></input><input type="%l" initial="1"></input></inputs><script><block s="doAsk"><l>So what would you like to learn? English or Japanese</l></block><block s="doRepeat"><l>1</l><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>English</l></list></block><script><block s="doSayFor"><l>Since you&apos;ve picked English the numbers in the boxes will be said in english</l><l>4</l></block><block s="doSayFor"><l>Click on the number boxes</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Japanese</l></list></block><script><block s="doSayFor"><l>Since you&apos;ve picked Japanese  the numbers in the boxes will be said in Japanese </l><l>4</l></block><block s="doSayFor"><l>Click on the number boxes</l><l>2</l></block></script><list></list></block></script></block></script></block-definition><block-definition s="setup" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="gotoXY"><l>-30</l><l>160</l></block><block s="setScale"><l>100</l></block><block s="doSetVar"><l>count</l><l>0</l></block><block s="goToLayer"><l><option>back</option></l></block><block s="doSayFor"><l>Hello, for today we will be learning how to write in English and Japanese one through ten</l><l>4</l></block></script></block-definition><block-definition s="hide" type="reporter" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="hide"></block><block s="doReport"><l></l></block></script></block-definition><block-definition s="adding" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs></block-definition></blocks><primitives><block-definition s="%&apos;#1&apos;" type="reporter" category="operators" selector="reportVariadicSum" primitive="reportVariadicSum"><header></header><code></code><translations></translations><inputs><input type="%mult%n" readonly="true" separator="+" collapse="sum" initial="2"></input></inputs><script><block s="doPrimitive"><l><bool>true</bool></l><l>reportVariadicSum</l></block></script></block-definition></primitives><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="150"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="151"><item><ref mediaID="Create Preformance Task_Stage_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="152"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite(11)" idx="1" x="-30" y="160" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="79.05,28.458,0,1" pen="tip" id="157"><costumes><list struct="atomic" id="158"></list></costumes><sounds><list struct="atomic" id="159"></list></sounds><blocks></blocks><variables></variables><scripts><script x="14" y="10"><block s="receiveGo"></block><block s="doSetVar"><l>English</l><block s="reportNewList"><list><l>one</l><l>two</l><l>three</l><l>four</l><l>five</l><l>six</l><l>seven</l><l>eight</l><l>nine</l><l>ten</l></list></block></block><block s="doSetVar"><l>Japanese</l><block s="reportNewList"><list><l>一</l><l>二</l><l>三</l><l>四</l><l>五</l><l>六</l><l>七</l><l>八</l><l>九</l><l>十</l></list></block></block><block s="doSetVar"><l>a1</l><l>0</l></block><block s="doSetVar"><l>a2</l><l>0</l></block><custom-block s="setup"></custom-block><custom-block s="englishorJapanese %l %l"><block var="English"/><block var="Japanese"/></custom-block></script><script x="10" y="188.66666666666669"><block s="receiveMessage"><l>Japanese</l><list></list></block><block s="doChangeVar"><l>count</l><l>1</l></block><block s="doWaitUntil"><block s="reportVariadicEquals"><list><block var="count"/><l>10</l></list></block></block><block s="doSayFor"><l>Now we are going to add the numbers in the language you chose</l><l>2</l></block><block s="doAsk"><l>Now that we are in a adding procedure pick a number that you would like to add!</l></block><block s="doSetVar"><l>a1</l><block s="getLastAnswer"></block></block><block s="doBroadcastAndWait"><l>adding</l><list></list></block><block 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" 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