<snapdata remixID="11321486"><project name="2022 Create Task for Isaac" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes>2-16-22: I want to create Space Invaders that adds a high score to a list. &#xD;&#xD;1. Ask how hard they want the game to be.&#xD;&#xD;2. Input: Ask User what level they want to start on.&#xD;&#xD;3. Set the amount of clones to level times 20 &#xD;Ex: Level 2 times 20 = 40 Clones&#xD;&#xD;4. Sets high score to max number of clones minus 1&#xD;Ex: 40 clones minus 1 = High Score of 39&#xD;&#xD;5. Start game and play until no more Enemies or until Missile hits Spaceship&#xD;&#xD;6. If score is a new high score add name and score to list High Score&#xD;</notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="2022 Create Task for Isaac"><notes>2-16-22: I want to create Space Invaders that adds a high score to a list. &#xD;&#xD;1. Ask how hard they want the game to be.&#xD;&#xD;2. Input: Ask User what level they want to start on.&#xD;&#xD;3. Set the amount of clones to level times 20 &#xD;Ex: Level 2 times 20 = 40 Clones&#xD;&#xD;4. Sets high score to max number of clones minus 1&#xD;Ex: 40 clones minus 1 = High Score of 39&#xD;&#xD;5. Start game and play until no more Enemies or until Missile hits Spaceship&#xD;&#xD;6. If score is a new high score add name and score to list High Score&#xD;</notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="initialize variables" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>amount of clones</l><l>5</l></block><block s="doSetVar"><l>Score</l><l>0</l></block><block s="doSetVar"><l>Level</l><l>0</l></block></script></block-definition><block-definition s="level" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>What level would you like to start on? 1-5?</l></block><block s="doSetVar"><l>Level</l><block s="reportMonadic"><l><option>ceiling</option></l><block s="getLastAnswer"></block></block></block><block s="doSetVar"><l>amount of clones</l><block s="reportVariadicProduct"><list><block var="Level"/><l>20</l></list></block></block><block s="doSetVar"><l>High_Score</l><block s="reportDifference"><block var="amount of clones"/><l>1</l></block></block><block s="doSetVar"><l>High_Scores</l><block s="reportNewList"><list><block s="reportDifference"><block var="amount of clones"/><l>1</l></block><block s="reportDifference"><block var="amount of clones"/><l>2</l></block><block s="reportDifference"><block var="amount of clones"/><l>3</l></block></list></block></block><block s="doRepeat"><block var="amount of clones"/><script><block s="createClone"><l><option>myself</option></l></block><block s="gotoXY"><block s="reportRandom"><l>-240</l><l>240</l></block><block s="reportRandom"><l>0</l><l>180</l></block></block></script></block></script></block-definition><block-definition s="level speeds %&apos;level&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="name for high score %&apos;name&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%txt"></input></inputs><script><block s="setColor"><color>244,238,255,1</color></block><block s="gotoXY"><l>-100</l><l>-90</l></block><block s="write"><block s="reportJoinWords"><list><block s="reportLetter"><l>1</l><block s="getLastAnswer"></block></block><block s="reportLetter"><l>2</l><block s="getLastAnswer"></block></block><block s="reportLetter"><l>3</l><block s="getLastAnswer"></block></block></list></block><l>50</l></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="2" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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Abbriviate to 3 Letters</l></block><block s="doAddToList"><block s="getLastAnswer"></block><block s="reportNewList"><list><block var="High_Scores"/></list></block></block><custom-block s="name for high score %txt"><block s="getLastAnswer"></block></custom-block></script></block><block s="gotoXY"><l>-100</l><l>-20</l></block><block s="setColor"><color>244,238,255,1</color></block><block s="write"><block s="reportJoinWords"><list><block var="High_Score"/></list></block><l>50</l></block><block s="gotoXY"><l>0</l><l>-100</l></block><block s="doIf"><block s="reportGreaterThanOrEquals"><block var="Score"/><block s="reportDifference"><block var="amount of clones"/><l>3</l></block></block><script><block s="doAddToList"><block var="Score"/><block var="High_Scores"/></block></script></block><block s="show"></block><block s="gotoXY"><l>-100</l><l>-130</l></block><block s="write"><l>Click Green Flag to Play Again!</l><l>18</l></block></script></scripts></sprite><sprite name="Procedure" idx="6" x="208" y="-121" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="0,91.8,3.672000000000003,1" pen="tip" id="702"><costumes><list struct="atomic" id="703"></list></costumes><sounds><list struct="atomic" id="704"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveGo"></block><block s="hide"></block></script><script x="20" y="90.83333333333334"><custom-block s="initialize variables"><comment w="166" collapsed="false">The block starts the game and sets all vallues to what they need to be.</comment></custom-block></script><script x="20" y="159.83333333333337"><custom-block s="level"><comment w="190" collapsed="false">This block tells how many clones will be spawned in during a level.</comment></custom-block></script><script x="20" y="228.83333333333337"><custom-block s="name for high score %txt"><l></l><comment w="204.99999999999983" collapsed="false">This block make it to where the High Score procedure writes down the name of the person who just achieved the High Score.</comment></custom-block></script></scripts></sprite><watcher scope="Spaceship" s="xPosition" style="normal" x="18.964672616777648" y="18.964672616777165" color="74,108,212" hidden="true"/><watcher scope="Spaceship" s="yPosition" style="normal" x="18.964672616777648" y="58.7904889049437" color="74,108,212" hidden="true"/><watcher var="missiles" style="normal" x="18.964672616777648" y="257.91957034577547" color="243,118,29" hidden="true"/><watcher var="bullets" style="normal" x="18.964672616777648" y="297.7453866339417" color="243,118,29" hidden="true"/><watcher var="amount of clones" style="normal" x="12.144344376929894" y="12.14434437692912" color="243,118,29" hidden="true"/><watcher var="Score" style="normal" x="15.396646174744205" y="35.91593171075806" color="243,118,29"/><watcher var="Level" style="normal" x="16.418608158636744" y="62.374909593686056" color="243,118,29"/><watcher var="High_Score" style="normal" x="13.791564784774891" y="11.902493828969412" color="243,118,29"/><watcher var="High_Scores" style="normal" x="16.558259479505296" y="89.75761265105146" color="243,118,29" extX="80" extY="70"/></sprites></stage><variables><variable name="Score"><l>0</l></variable><variable name="Level"><l>6</l></variable><variable name="missiles"><l>5</l></variable><variable name="bullets"><l>10</l></variable><variable name="amount of clones"><l>120</l></variable><variable name="High_Score"><l>119</l></variable><variable name="High_Scores"><list struct="atomic" id="724">119,118,117</list></variable></variables></scene></scenes></project><media name="2022 Create Task for Isaac" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="240" center-y="180" 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mediaID="Stage_cst_Untitled"/><costume name="Galaga Space" center-x="240" center-y="180" 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" 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gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==" 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