<snapdata remixID="11694195"><project name="U1L3- Squierl " app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U1L3- Squierl "><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="length" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs></block-definition></blocks><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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</pentrails><costumes><list struct="atomic" id="7"></list></costumes><sounds><list struct="atomic" id="8"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="186.1366279876072" y="-82.56368342359013" heading="155" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="13"><costumes><list struct="atomic" id="14"></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables></variables><scripts><script x="13" y="10"><block s="doFor"><l>i</l><l>1</l><l>10</l><script><block s="doSayFor"><block var="i"/><l>1</l></block></script><comment w="354" collapsed="false">P6#1. Makes the sprite say the numbers 1 through 10</comment></block></script><script x="11" y="90.00000000000011"><block s="doFor"><l>i</l><l>0</l><l>15</l><script><block s="doSayFor"><block s="reportVariadicProduct"><list><block var="i"/><l>2</l></list></block><l>1</l><comment w="324" collapsed="false">P6#1a. Sprite says even numbers 0 through 30</comment></block></script></block></script><script x="11" y="172"><block s="doFor"><l>i</l><l>0</l><l>30</l><script><block s="doIf"><block s="reportEquals"><block s="reportModulus"><block var="i"/><l>2</l></block><l>0</l><comment w="268" collapsed="false">P6 #1. a Makes sprite say even numbers 0 through 30</comment></block><script><block s="doSayFor"><block var="i"/><l>1</l></block></script></block></script></block></script><script x="447" y="282.50000000000057"><block s="down"></block></script><script x="20" y="334.00000000000085"><block s="receiveGo"></block><block s="down"></block><block s="doFor"><l>length</l><l>1</l><l>100</l><script><block s="forward"><block s="reportVariadicProduct"><list><l>2</l><block var="length"/></list></block></block><block s="turn"><l>15</l></block></script><comment w="90" collapsed="false">Makes a squirel outwards, increases from 2 to 200 in loop. P6 #2 a.</comment></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doFor"><l>length</l><l>100</l><l>1</l><script><block s="forward"><block s="reportVariadicProduct"><list><l>2</l><block var="length"/></list></block></block><block s="turn"><l>90</l></block></script><comment w="90" collapsed="false">P6# 2c. makes a squirel inwards and decreases from 200 to 2</comment></block><block s="down"></block><block s="doFor"><l>length</l><l>100</l><l>1</l><script><block s="forward"><block s="reportVariadicProduct"><list><l>2</l><block var="length"/></list></block></block><block s="turn"><l>92</l></block></script><comment w="270" collapsed="false">Makes a squirel inwards, decreases from 2 to 200 in loop. Inclined at an angle of 92 degress, P6 #2 d.</comment></block><block s="down"></block><block s="doFor"><l>length</l><l>100</l><l>1</l><script><block s="forward"><block s="reportVariadicProduct"><list><l>2</l><block var="length"/></list></block></block><block s="turn"><l>126</l></block></script><comment w="184" collapsed="false">Makes a squirel inwards, decreases from 200 to 2 in loop.At an angle of 126 degrees. P6 #2 d.</comment></block><block s="down"></block><block s="doFor"><l>length</l><l>1</l><l>3000</l><script><block s="forward"><block s="reportVariadicProduct"><list><l>.01</l><block var="length"/></list></block></block><block s="turn"><l>7.5</l></block><block s="doShowVar"><l>length</l></block></script><comment w="90" collapsed="false">P6 2. E changed inputs to small movements and turning of an angle 7.5.</comment></block><block s="doFor"><l>tens</l><l>0</l><l>9</l><script><block s="doFor"><l>ones</l><l>0</l><l>9</l><script><block s="doSayFor"><block s="reportJoinWords"><list><block var="tens"/><block var="ones"/></list></block><l>2</l></block></script><comment w="90" collapsed="false">P6 #7. It counts up slowly starting from 02.</comment></block></script></block><block s="doFor"><l>i</l><l>0</l><l>10</l><script><block s="doSayFor"><block s="reportDifference"><l>100</l><block s="reportVariadicProduct"><list><block var="i"/><l>10</l></list></block></block><l>.3</l><comment w="90" collapsed="false">P6 #8. It counts down by 10.</comment></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3- Squierl " app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>