<snapdata remixID="14622670"><project name="Cycle 1 Project Drawing CREATE Task" app="Snap! 11.0.4, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAABj5JREFUeF7t1mtM1mUYx/EfqGnS0NJZcznJuUphtuTgYICPJ5YDzVlI81TpFJlCabIKRCgRUlyiqC1r5Rg0BCmczhLlpL7wMPOcSqvcyg00R4oijoMtXvUGgXv3dm/y5Q0v+F/XNT7/7549XpIeih8EHAl4EaAjec52CBAgITgVIECn/BwnQBpwKkCATvk5ToA04FSAAJ3yc5wAacCpAAE65ec4AdKAUwECdMrPcQKkAacCBOiUn+MESANOBQjQKT/HCZAGnAoQoFN+jhMgDTgVIECn/BwnQBpwKkCATvk5ToA04FSAAJ3yc5wAacCpAAE65ec4AdKAUwECdMrPcQKkAacCBOiUn+MESANOBQjQKT/HCZAGnAoQoFN+jhMgDTgVIECn/BwnQBpwKkCATvk5ToA04FSAAJ3yc5wAacCpAAE65ec4AdKAUwECdMrPcQKkAacCBOiUn+MESANOBQjQKT/HCZAGnAoQoFN+jhMgDTgVIECn/BwnQBpwKkCAFvkDAgIUERGhZ8PC1Xz5kj7LyrK4/fFcRYCW3uvBgwcVFRWlwIkexa3L0quhYUqOmqxz1VWWLjyeawjQ4L2WVlVr8EvBmjLcRx6PR/19fDQzaaV+OVqjaanpuri3XP3ve+vHghxVVlQYXOg9IwTYjXftN3KYFr8dpexNJQoJCVVi7m49/P2OtmxepJ1VNQr09dWqgkIFTY9RcXKaGn77U++kpCguYkw3tvfuRwiwG++/pjxbGz4v1eHK86q4c095C1fJ17ePMnfk6KT66kx2obI2xGtWbLyOHd6r3B0/KTN3mc5V8enXFS8BdiE06oXntHDupI6nbvu8osiZS3S+9ICCg0dpVFSYatulM9kFunz5tIqKcuXvH6K4lDStnTejK3v+LokAu8hgzUdxOnX6V/n4PKV3i2vUUHRG5eWFys/P0fE2L9242aTGilolJHiUnLxNrYP6aN37c4mrmwIE2AXUzJgJSkyI0epNVcrYWqzCT9K1fftG/T1koGrr76l645eqqChRbOyKjt9HjuztJj2P/SdAgF10sDblLQ3o/4RS0vM1evQ4JSWlau6KOTpW16TmI9f01dcZCg6aqkOHijR7drz8F0RrzzebVZCxlsK6IUCAj0AKDw9X5YHVarw/TOnrvlNzs7c+yMxW7UMvXf/hhCoqijV2bIjKynZqzJigju9/Q18fr8TAcWpva+sGP48Q4CMaSE+dp+Xx0/XFzgMKfdJfEfv2qXJ7vkrydqmh4YYGDRqi+vq/tGRJui5dOqn09PkU1UMBAnwE2P3G8zpctl93r57VwPETNTs2SaUhk3R9/jLl5WXpypWftWdPrXbv3qqSkm0KnfCy/rhWp7r6f3r4Gnrv4wTYybv38/NT7dWLyv50qZ5Xqxalvafqo7XKnJGgj/fvV3R0tB48eCBPZKASls7S3cabik/cptbW9t5bk8F/ToCdoHl7e+tW/SmdLdslz5w3FP3mSgWMGKrpc6bJ44mUvJ+W2m+p9Pt9ampqVkjQi/IPXK62NgLsSYcE2IlWWlqaJkeOltqfkW4f19gRI1Vb11dhMTHybjkheQ/WgsUbNWL4AGXnlPTEnGf/J0CAneTQr18/tbS0aE3qh5oy9TXVlOUrY8u3Wr9+vS5cuKCioiJCsiBAgBYQWWEuQIDmdkxaECBAC4isMBcgQHM7Ji0IEKAFRFaYCxCguR2TFgQI0AIiK8wFCNDcjkkLAgRoAZEV5gIEaG7HpAUBArSAyApzAQI0t2PSggABWkBkhbkAAZrbMWlBgAAtILLCXIAAze2YtCBAgBYQWWEuQIDmdkxaECBAC4isMBcgQHM7Ji0IEKAFRFaYCxCguR2TFgQI0AIiK8wFCNDcjkkLAgRoAZEV5gIEaG7HpAUBArSAyApzAQI0t2PSggABWkBkhbkAAZrbMWlBgAAtILLCXIAAze2YtCBAgBYQWWEuQIDmdkxaECBAC4isMBcgQHM7Ji0IEKAFRFaYCxCguR2TFgQI0AIiK8wFCNDcjkkLAgRoAZEV5gIEaG7HpAUBArSAyApzAQI0t2PSggABWkBkhbkAAZrbMWlBgAAtILLCXIAAze2YtCBAgBYQWWEuQIDmdkxaECBAC4isMBf4F3y2rBCH4XQBAAAAAElFTkSuQmCC</thumbnail><scenes select="1"><scene name="Cycle 1 Project Drawing CREATE Task"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Poly-Ast-Pin Sides %&apos;Number of Sides&apos; Length %&apos;Length&apos; backup % %&apos;backpercent&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="down"></block><block s="doRepeat"><block var="Number of Sides"/><script><block s="forward"><block var="Length"/></block><block s="forward"><block s="reportVariadicProduct"><list><block var="backpercent"/><l>-.01</l><block var="Length"/></list></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="Number of Sides"/></block></block><block s="doWait"><l>.1</l></block></script></block></script></block-definition><block-definition s="Make shape: Number %&apos;numshapes&apos; Length %&apos;length&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doDeclareVariables"><list><l>random backup</l><l>random sides</l></list></block><block s="doRepeat"><block var="numshapes"/><script><block s="setColor"><color>255,48,34,1</color></block><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>0</l><l>100</l></block></block><block s="doSetVar"><l>random sides</l><block s="reportRandom"><l>3</l><l>8</l></block></block><block s="doSetVar"><l>random backup</l><block s="reportRandom"><l>0</l><l>100</l></block></block><custom-block s="Poly-Ast-Pin Sides %s Length %s backup % %s"><block var="random sides"/><block var="length"/><block var="random backup"/></custom-block><block s="up"></block><block s="doGotoObject"><l><option>random position</option></l></block><block s="down"></block></script></block></script></block-definition><block-definition s="Make Planets: Size range: %&apos;size1&apos; to %&apos;size2&apos; Number: %&apos;number&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="setSize"><l>5</l></block><block s="doDeclareVariables"><list><l>currentsize</l></list></block><block s="doRepeat"><block var="number"/><script><block s="setColor"><color>255,59,20,1</color></block><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>0</l><l>100</l></block></block><block s="down"></block><block s="doSetVar"><l>currentsize</l><block s="reportRandom"><block var="size1"/><block var="size2"/></block><comment w="135" collapsed="false">The code picks a random value between two positive integers provided by the user. For each iteration, this randomly selected integer is used determine the size of each planet by virtue of its side lengths.</comment></block><custom-block s="Poly-Ast-Pin Sides %s Length %s backup % %s"><l>16</l><block var="currentsize"/><l></l></custom-block><block s="up"></block><block s="setHeading"><l>180</l></block><block s="forward"><block s="reportVariadicProduct"><list><block var="currentsize"/><l>2</l></list></block></block><block s="setHeading"><l>90</l></block><block s="floodFill"></block><block s="doGotoObject"><l><option>random position</option></l></block><block s="goBack"><l>1</l></block></script></block></script></block-definition><block-definition s="Make Stars: Number: %&apos;number&apos; Brightness: %&apos;brightness&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicGreaterThan"><list><block var="brightness"/><l>5</l></list></block><block s="reportVariadicLessThan"><list><block var="brightness"/><l>1</l></list></block></list></block><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="brightness"/><l>5</l></list></block><script><block s="setSize"><l>5</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicLessThan"><list><block var="brightness"/><l>1</l></list></block><script><block s="setSize"><l>1</l></block></script><list></list></block></script><script><block s="setSize"><block var="brightness"/></block></script></block><block s="doRepeat"><block var="number"/><script><block s="setColor"><color>248,255,245,1</color></block><block s="up"></block><block s="doGotoObject"><l><option>random position</option></l></block><custom-block s="Poly-Ast-Pin Sides %s Length %s backup % %s"><l>1</l><l>1</l><l></l></custom-block></script><comment w="239" collapsed="false">The code runs the code inside of this repeat block to generate one star. Through the &quot;go to random position&quot; block, each iteration will result in a new star being drawn in a different position for each unit in the variable &quot;number.&quot;  </comment></block></script></block-definition><block-definition s="Rocket Trails: Y/N: %&apos;yesno&apos; Positions: %&apos;spots&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%b" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doDeclareVariables"><list><l>randomx</l><l>randomy</l></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="yesno"/><block s="reportBoolean"><l><bool>true</bool></l></block></list></block><script><block s="setSize"><l>3</l></block><block s="setColor"><color>255,154,74,1</color></block><block s="down"></block><block s="doRepeat"><block var="spots"/><script><block s="doSetVar"><l>randomx</l><block s="reportRandom"><l>-220</l><l>220</l></block></block><block s="doSetVar"><l>randomy</l><block s="reportRandom"><l>-160</l><l>160</l></block></block><block s="doGlide"><l>2.5</l><block var="randomx"/><block var="randomy"/></block></script></block></script><list></list></block></script></block-definition><block-definition s="Make Galaxy: Stars Number %&apos;starnum&apos; Stars Brightness %&apos;starbright&apos; Planets size range %&apos;sizesmol&apos; %&apos;sizebig&apos; Planet number %&apos;planetnum&apos; Trails? %&apos;trails&apos;" type="command" category="pen"><comment w="165" collapsed="false">Each parameter has a specific effect upon the finished drawing:&#xD;&#xD;Stars Number (starnum) - The number of stars drawn by the program.&#xD;&#xD;Stars Brightness (starbright) - The size of brush used to draw each star, and by extension, the size of the star.&#xD;&#xD;Planets size range (sizesmol &amp; sizebig) - The two values that determine a range for the sizes of each planet drawn.&#xD;&#xD;Planet number (planetnum) - The number of planets are drawn.&#xD;&#xD;Trails? (trails?) - A boolean value determining if the sprite draws a random zigzag after drawing everything else. </comment><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input><input type="%s" initial="1"></input><input type="%s" initial="1"></input><input type="%s" initial="1"></input><input type="%b" initial="1"></input></inputs><script><custom-block s="Make Stars: Number: %s Brightness: %s"><block var="starnum"/><block var="starbright"/></custom-block><custom-block s="Make Planets: Size range: %s to %s Number: %s"><block var="sizesmol"/><block var="sizebig"/><block var="planetnum"/></custom-block><custom-block s="Rocket Trails: Y/N: %b Positions: %s"><block var="trails"/><block var="planetnum"/></custom-block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="1" color="248,255,245,1" 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><costumes><list 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Welcome to S P A C E . </l><l>2</l></block><block s="doAsk"><l>How many stars do you want?</l></block><block s="doSetVar"><l>starnum</l><block s="getLastAnswer"></block></block><block s="doSayFor"><l>How bright do you want your stars? (1 = dullest, 5 = brightest)</l><l>3</l></block><block s="doAsk"><block s="reportNumbers"><l>1</l><l>5</l></block></block><block s="doSetVar"><l>starbright</l><block s="getLastAnswer"></block></block><block s="doSayFor"><l>Pick the SMALLEST planet size you want. (1 = smallest, 20 = largest)</l><l>3</l></block><block s="doAsk"><block s="reportNumbers"><l>1</l><l>20</l></block></block><block s="doSetVar"><l>sizesmol</l><block s="getLastAnswer"></block></block><block s="doSayFor"><l>Pick the LARGEST planet size you want. 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