<snapdata remixID="13842676"><project name="U1Project-RowofHouses JBamert 4B" app="Snap! 10.1-dev, https://snap.berkeley.edu" 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</pentrails><costumes><list struct="atomic" id="115"></list></costumes><sounds><list struct="atomic" id="116"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="-100" heading="270" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="205,246,0,1" pen="tip" id="121"><costumes><list struct="atomic" id="122"></list></costumes><sounds><list struct="atomic" id="123"></list></sounds><blocks></blocks><variables></variables><scripts><script x="367.00000000000017" y="312.6666666666666"><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="down"></block><custom-block s="draw a flower with %s square petals of size %s"><l>6</l><l>30</l></custom-block></script><comment x="10.999999999999972" y="10" w="532" collapsed="false">Program Comments:&#xD;Name: Julianna Bamert&#xD;Creation Date: 10-15-24&#xD;Program Purpose: This program uses abstractions inside of abstractions, to have the sprite draw/build a row of houses on the stage. For the extra time portion, abstraction is also used to create a field of flowers on the stage.</comment><script x="164.00000000000017" y="308.1666666666667"><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="setColor"><color>38,38,38,1</color></block><block s="down"></block><custom-block s="draw triangle, size: %s"><l>30</l></custom-block></script><script x="11.999999999999972" y="312.33333333333366"><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="setColor"><color>220,43,0,1</color></block><block s="down"></block><custom-block s="draw square, size: %s"><l>30</l></custom-block></script><script x="167.00000000000017" y="423.3333333333322"><block s="receiveGo"><comment w="96" collapsed="false">This is the code segment that creates a row of houses</comment></block><block s="gotoXY"><l>-240</l><l>0</l></block><block s="clear"></block><block s="down"></block><custom-block s="draw row of houses, size: %s"><l>30</l></custom-block></script><script x="9.999999999999972" y="446.00000000000017"><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="down"></block><custom-block s="draw house, size: %s"><l>30</l></custom-block></script><comment x="10.999999999999972" y="109.00000000000048" w="625" collapsed="false">Project Pseudocode: &#xD;-Create &quot;draw square, size&quot; block, that draws a square (to size of input). User has option to change color of shape if wanted.&#xD;-Create &quot;draw triangle, size&quot; block that draws a triangle (to size of input). User has option to change color of shape if wanted.&#xD;-Create &quot;draw house, size&quot; block, using the first 2 blocks created (&apos;draw square&quot; and &quot;draw triangle&quot;). This will draw a triangle on top of the square. This will create a shape that looks sort of like a house.&#xD;-Create a &quot;draw row of houses, size&quot; block that will use the &quot;draw house&quot; block and a repeat block. This will create a horizontal row of these house shapes.&#xD;     Take it further Psuedocode...&#xD;-Create a &quot;draw flower&quot; block, that includes input of # of square petals, and input of size. Use a repeat block within the abstractions. Within the repeat block insert a &quot;rotate&quot; and the &quot;draw square, size&quot; block earlier created. User may use any # of repeats they want, and any degree of rotation they want (to create different and unique flowers depending on input).&#xD;-Create a code segment that will draw a field of &quot;flowers&quot; using the &quot;draw flower&quot; block made in the previous step. (to do this, user will need to connect &quot;draw flower&quot; block with many others, such as &quot;move-steps&quot;, and &quot;pen up&quot; etc).</comment><script x="452.0000000000003" y="411.3333333333334"><block s="gotoXY"><l>0</l><l>0</l><comment w="157.0048828125" collapsed="false">This is the code segment that will create a field of flowers</comment></block><block s="clear"></block><block s="setColor"><color>0,105,190,1</color></block><block s="down"></block><custom-block s="draw a flower with %s square petals of size %s"><l>8</l><l>20</l></custom-block><block s="up"></block><block s="forward"><l>100</l></block><block s="setColor"><color>37,212,0,1</color></block><block s="down"></block><custom-block s="draw a flower with %s square petals of size %s"><l>2</l><l>50</l></custom-block><block s="up"></block><block s="forward"><l>-250</l></block><block s="setColor"><color>255,32,210,1</color></block><block s="down"></block><custom-block s="draw a flower with %s square petals of size %s"><l>7</l><l>80</l></custom-block><block s="up"></block><block s="changeXPosition"><l>-150</l></block><block s="changeYPosition"><l>-100</l></block><block s="setColor"><color>205,246,0,1</color></block><block s="down"></block><custom-block s="draw a flower with %s square petals of size %s"><l>6</l><l>30</l></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1Project-RowofHouses JBamert 4B" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"></media></snapdata>