<snapdata remixID="8455889"><project name="U1L3-Pinwheel" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list id="2"><item><costume name="Untitled" center-x="240" center-y="180" image="data:image/png;base64,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It can be used to create shapes like triangles and squares.</comment></custom-block></script><script x="20" y="457"><custom-block s="polygon (primitive) branches: %s size: %s"><l></l><l></l><comment w="175" collapsed="false">1.3 D: 4: This is a polygon block made without the pinwheel block. See the code for more details.</comment></custom-block></script><script x="20" y="538"><custom-block s="circle, size: %s"><l>2</l><comment w="205" collapsed="false">If there is time 5: A circle is a polygon with 360 sides to create a 360 degree circle. Since the size is the length a pen moves, the size value should be lower than 2 so the circle doesn&apos;t get too big. Experiment with values in between to create different sizes.</comment></custom-block></script><script x="20" y="655"><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>360</l><l>2</l><l>0</l><comment w="115" collapsed="false">1.3 (c): 8. A pinwheel with 360 branches (for the degrees of a circle) and 0 backup would create a curcle.</comment></custom-block></script><comment x="20" y="760" w="120" collapsed="false">1.3 (c): 7. A pinwheel with backup set to 0 would create a polygon while a pinwheel with the same backup as the size would create a asterisk.</comment><script x="20" y="874"><custom-block s="random shape (size and color)"><comment w="160" collapsed="false">If there is time 6: Random shape creates any shape listed above with different sizes and colors. Click the function multiple times to create different shapes.</comment></custom-block></script><script x="20" y="979"><custom-block s="polygon, sides %s size: %s"><l>4</l><l>100</l><comment w="159" collapsed="false">4c (ii): Since the backwards command from the asterisk was removed, a polygon was created. For example, a 4 branch asterisk without the backwards command would create a square.</comment></custom-block></script><script x="20" y="1223.0000009999999"><custom-block s="polygon, sides %s size: %s"><l>5</l><l>100</l><comment w="200" collapsed="false">4b (i and ii): Removing the backwards command creates a polygon because each side of a polygon starts from the very end of another side. For example, removing the backwards command from a 3 branch asterisk would create a triangle.</comment></custom-block></script><script x="20" y="1340.0000009999999"><custom-block s="polygon, sides %s size: %s"><l>4</l><l>10</l></custom-block></script><script x="20" y="1379.0000009999999"><custom-block s="asterisk, branches: %s branch length: %s"><l>4</l><l>100</l><comment w="90" collapsed="false">4c (i): 4 branch asterisk</comment></custom-block></script><script x="20" y="1487.0000009999999"><custom-block s="asterisk, branches: %s branch length: %s"><l>8</l><l>100</l><comment w="90" collapsed="false">4a (ii): 8 branch asterisk</comment></custom-block></script><script x="20" y="1556.0000009999999"><custom-block s="random shape (size and color)"></custom-block></script><script x="20" y="1592.0000009999999"><custom-block s="polygon, sides %s size: %s"><l>4</l><l>200</l></custom-block></script><script x="20" y="1631.0000009999999"><custom-block s="asterisk, branches: %s branch length: %s"><l>5</l><l>100</l><comment w="90" collapsed="false">4a (i): 5 branch asterisk</comment></custom-block></script><script x="20" y="1700.0000009999999"><custom-block s="asterisk, branches: %s branch length: %s"><l>3</l><l>100</l><comment w="90" collapsed="false">4a (iii): 3 branch asterisk</comment></custom-block></script><script x="418" y="1454.0000009999999"><custom-block s="nest squares, length: %s"><l>15</l><comment w="122" collapsed="false">1.3 E: Nest Squares. Experiment with different values to make a bigger or smaller shape.</comment></custom-block></script><script x="426" y="1357.0000009999999"><custom-block s="squiral, length: %s"><l>100</l><comment w="133" collapsed="false">1.3 E: Squiral, experiment with different lengths to create different shapes.</comment></custom-block></script><script x="21" y="94"><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block></script><script x="421" y="1568.0000009999999"><custom-block s="nest polygon, length: %s"><l>10</l><comment w="112" collapsed="false">1.3 E: Nested polygon, experiment with different values for the length to create different shapes.</comment></custom-block></script><script x="253" y="195"><custom-block s="asterisk, branches: %s branch length: %s"><l></l><l></l><comment w="210" collapsed="false">An asterisk is basically a pinwheel but the pen backs up the same distance that it moves forward. Experiment with different values to create different shapes.</comment></custom-block></script><script x="19" y="217"><block s="setSize"><l>100</l></block></script><script x="21" y="267"><block s="up"></block></script><script x="28" y="177"><block s="clear"></block></script><script x="304" y="302"><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l></l><l></l><l></l><comment w="207" collapsed="false">Any input for the blank spaces will change the shape of the pinwheel. Click the pinwheel function with different values to see the resulted shape.</comment></custom-block></script><script x="291" y="25"><block s="receiveGo"></block><custom-block s="cool shape"></custom-block></script><script x="49" y="1141"><custom-block s="cool shape"><comment w="90" collapsed="false">oof</comment></custom-block></script></scripts></sprite><watcher scope="Sprite" s="direction" style="normal" x="10" y="10" color="74,108,212"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="asterisk, branches: %&apos;branches&apos; branch length: %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><custom-block s="pinwheel, branches: %s size: %s backup: %s"><block var="branches"/><block var="length"/><block s="reportDifference"><l></l><block var="length"/></block></custom-block></script></block-definition><block-definition s="random shape (size and color)" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="up"></block><block s="setColor"><color>145,26,68,1</color></block><block s="changePenHSVA"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>200</l></block></block><block s="setSize"><block s="reportRandom"><l>1</l><l>10</l></block></block><block s="gotoXY"><block s="reportRandom"><l>-120</l><l>120</l></block><block s="reportRandom"><l>-120</l><l>120</l></block></block><block s="down"></block><block s="doIfElse"><block s="reportEquals"><block s="reportRandom"><l>1</l><l>4</l></block><l>1</l></block><script><custom-block s="pinwheel, branches: %s size: %s backup: %s"><block s="reportRandom"><l>1</l><l>10</l></block><block s="reportRandom"><l>50</l><l>100</l></block><block s="reportRandom"><l>25</l><l>75</l></block></custom-block></script><script><block s="doIfElse"><block s="reportEquals"><block s="reportRandom"><l>1</l><l>4</l></block><l>2</l></block><script><custom-block s="asterisk, branches: %s branch length: %s"><block s="reportRandom"><l>1</l><l>10</l></block><block s="reportRandom"><l>25</l><l>75</l></block></custom-block></script><script><block s="doIfElse"><block s="reportEquals"><block s="reportRandom"><l>1</l><l>4</l></block><l>3</l></block><script><custom-block s="polygon, sides %s size: %s"><block s="reportRandom"><l>1</l><l>10</l></block><block s="reportRandom"><l>25</l><l>75</l></block></custom-block></script><script><block s="doIf"><block s="reportEquals"><block s="reportRandom"><l>1</l><l>4</l></block><l>4</l></block><script><custom-block s="circle, size: %s"><block s="reportRandom"><l>1.0</l><l>2.0</l></block></custom-block></script></block></script></block></script></block></script></block></script></block-definition><block-definition s="polygon (primitive) branches: %&apos;number of branches&apos; size: %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><block var="size"/></block><block s="doWait"><l></l></block><block s="doWait"><l></l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block></script></block-definition><block-definition s="nest squares, length: %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doFor"><l>length</l><l>1</l><block var="length"/><script><custom-block s="polygon, sides %s size: %s"><l>4</l><block s="reportProduct"><l>10</l><block var="length"/></block></custom-block></script></block></script></block-definition><block-definition s="squiral, length: %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="down"></block><block s="doFor"><l>length</l><l>1</l><block var="length"/><script><block s="forward"><block s="reportProduct"><l>3</l><block var="length"/></block></block><block s="turn"><l>90</l></block></script></block></script></block-definition><block-definition s="nest polygon, length: %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doFor"><l>length</l><l>1</l><block var="length"/><script><custom-block s="polygon, sides %s size: %s"><block var="length"/><block s="reportProduct"><l>10</l><block var="length"/></block></custom-block></script></block></script></block-definition><block-definition s="cool shape" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setSize"><l>5</l></block><block s="clear"></block><block s="up"></block><block s="setHeading"><l>135</l></block><block s="gotoXY"><l>-50</l><l>50</l></block><block s="down"></block><custom-block s="circle, size: %s"><l>0.8</l></custom-block><block s="up"></block><block s="gotoXY"><l>50</l><l>50</l></block><block s="down"></block><custom-block s="circle, size: %s"><l>0.8</l></custom-block><block s="up"></block><block s="gotoXY"><l>200</l><l>100</l></block><block s="setHeading"><l>0</l></block><block s="down"></block><block s="doRepeat"><l>180</l><script><block s="forward"><l>1</l></block><block s="turnLeft"><l>1</l></block><block s="changePenHSVA"><l><option>hue</option></l><l>1</l></block></script></block><block s="doRepeat"><l>130</l><script><block s="forward"><l>1</l></block><block s="changePenHSVA"><l><option>hue</option></l><l>1</l></block></script></block><block s="up"></block><block s="gotoXY"><l>150</l><l>40</l></block><block s="down"></block><block s="setHeading"><l>270</l></block><block s="doRepeat"><l>60</l><script><block s="forward"><l>1</l></block><block s="changePenHSVA"><l><option>hue</option></l><l>1</l></block></script></block></script></block-definition><block-definition s="polygon, sides %&apos;sides&apos; size: %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><custom-block s="pinwheel, branches: %s size: %s backup: %s"><block var="sides"/><block var="size"/><l>0</l></custom-block></script></block-definition><block-definition s="circle, size: %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><custom-block s="polygon, sides %s size: %s"><l>360</l><block var="size"/></custom-block></script></block-definition><block-definition s="pinwheel, branches: %&apos;number of branches&apos; size: %&apos;size&apos; backup: %&apos;backup&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><block var="size"/></block><block s="changePenHSVA"><l><option>hue</option></l><l>1</l></block><block s="doWait"><l></l></block><block s="forward"><block var="backup"/></block><block s="doWait"><l></l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block></script></block-definition></blocks><variables></variables></project><media name="U1L3-Pinwheel" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>