<snapdata remixID="11659604"><project name="Dexters Assignment four" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes>My Color palette is the colors red, yellow, orange which are the first dots you see come on the screen and during each continuation they are the first dots to appear on the screen. I did this color pattern because it is fall season and what reminds me of fall is red, orange, and yellow. I was able to choose these collors with the item random of a list of 4:9:17. &#xD;&#xD;Next my design consist of having circles appear on top of each other with different sizes and color at random locations&#xD;&#xD;Then there are random straight lines drawn that are connected together with different colors&#xD;&#xD;Lastly we have random straight lines that are drawn with different sizes and different colors on top of the whole design making everything go away and creating a new colorful canvas as the background. &#xD;&#xD;The Sprite then creates a clone of itself for round 2 so now we have 2 clones doing the exact same thing to create more of a colorful allusion and appearance at a faster rate. The clones continue to grow forever.&#xD;&#xD;</notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Dexters Assignment four"><notes>My Color palette is the colors red, yellow, orange which are the first dots you see come on the screen and during each continuation they are the first dots to appear on the screen. I did this color pattern because it is fall season and what reminds me of fall is red, orange, and yellow. I was able to choose these collors with the item random of a list of 4:9:17. &#xD;&#xD;Next my design consist of having circles appear on top of each other with different sizes and color at random locations&#xD;&#xD;Then there are random straight lines drawn that are connected together with different colors&#xD;&#xD;Lastly we have random straight lines that are drawn with different sizes and different colors on top of the whole design making everything go away and creating a new colorful canvas as the background. &#xD;&#xD;The Sprite then creates a clone of itself for round 2 so now we have 2 clones doing the exact same thing to create more of a colorful allusion and appearance at a faster rate. The clones continue to grow forever.&#xD;&#xD;</notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Go to Random Location" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="gotoXY"><block s="reportRandom"><block s="reportAttributeOf"><l><option>left</option></l><l>Stage</l></block><block s="reportAttributeOf"><l><option>right</option></l><l>Stage</l></block></block><block s="reportRandom"><block s="reportAttributeOf"><l><option>top</option></l><l>Stage</l></block><block s="reportAttributeOf"><l><option>bottom</option></l><l>Stage</l></block></block></block></script></block-definition><block-definition s="Dot" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>204,0,51,1</color></block><block s="setSize"><l>10</l></block><block s="down"></block><block s="forward"><l>0</l></block><block s="up"></block></script></block-definition><block-definition s="Random Straight Line" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>145,26,68,1</color></block><block s="setSize"><l>10</l></block><block s="down"></block><custom-block s="Go to Random Location"></custom-block><block s="forward"><l>0</l></block><block s="up"></block></script></block-definition><block-definition s="Multi Color Dot 2" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>204,0,51,1</color></block><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>100</l></block></block><block s="setSize"><l>10</l></block><block s="down"></block><block s="forward"><l>0</l></block><block s="up"></block></script></block-definition><block-definition s="Random Multi Color Straight Line" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>145,26,68,1</color></block><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>100</l></block></block><block s="setSize"><l>10</l></block><block s="down"></block><custom-block s="Go to Random Location"></custom-block><block s="forward"><l>0</l></block><block s="up"></block></script></block-definition><block-definition s="Random Color of Red, Orange, Yellow" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>204,0,51,1</color></block><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportListItem"><l><option>any</option></l><block s="reportNewList"><list><l>4</l><l>9</l><l>17</l></list></block></block></block><block s="setSize"><l>10</l></block><block s="down"></block><block s="forward"><l>0</l></block><block s="up"></block></script></block-definition><block-definition s="Multi color Dot Random Size" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>204,0,51,1</color></block><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>100</l></block></block><block s="setSize"><block s="reportRandom"><l>1</l><l>100</l></block></block><block s="down"></block><block s="forward"><l>0</l></block><block s="up"></block></script></block-definition><block-definition s="Random Straight Line Different Size" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>145,26,68,1</color></block><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>100</l></block></block><block s="setSize"><block s="reportRandom"><l>1</l><l>100</l></block></block><block s="down"></block><custom-block s="Go to Random Location"></custom-block><block s="forward"><l>0</l></block><block s="up"></block></script></block-definition><block-definition s="Draw Separated Lines %&apos;length&apos; Length" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="setColor"><color>204,0,51,1</color></block><block s="setSize"><l>10</l></block><block s="down"></block><block s="forward"><block var="length"/></block><block s="up"></block></script></block-definition><block-definition s="Draw Separated Lines %&apos;length&apos; Length + Different Color" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="setColor"><color>204,0,51,1</color></block><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>100</l></block></block><block s="setSize"><block s="reportRandom"><l>1</l><l>100</l></block></block><block s="down"></block><block s="forward"><block var="length"/></block><block s="up"></block></script></block-definition><block-definition s="Random Dots of Red Orange Yellow" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>100</l><script><custom-block s="Go to Random Location"></custom-block><custom-block s="Random Color of Red, Orange, Yellow"></custom-block></script></block><block s="gotoXY"><l>0</l><l>0</l></block></script></block-definition><block-definition s="Multiple Color Dots Random Size" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>100</l><script><custom-block s="Multi color Dot Random Size"></custom-block></script></block></script></block-definition><block-definition s="Random location / Random color dots" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>5</l><script><custom-block s="Go to Random Location"></custom-block><block s="doRepeat"><l>100</l><script><custom-block s="Multi color Dot Random Size"></custom-block></script></block></script></block></script></block-definition><block-definition s="Random Multicolor Straight Line" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>100</l><script><custom-block s="Random Multi Color Straight Line"></custom-block></script></block></script></block-definition><block-definition s="Repeat Random Straight Line Diff Size" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>100</l><script><custom-block s="Random Straight Line Different Size"></custom-block></script></block></script></block-definition><block-definition s="Clone Copies First Sprite" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doForever"><script><block s="doRepeat"><l>100</l><script><custom-block s="Go to Random Location"></custom-block><custom-block s="Random Color of Red, Orange, Yellow"></custom-block></script></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doRepeat"><l>100</l><script><custom-block s="Multi color Dot Random Size"></custom-block></script></block><block s="doRepeat"><l>5</l><script><custom-block s="Go to Random Location"></custom-block><block s="doRepeat"><l>100</l><script><custom-block s="Multi color Dot Random Size"></custom-block></script></block></script></block><block s="doRepeat"><l>100</l><script><custom-block s="Random Multi Color Straight Line"></custom-block></script></block><block s="doRepeat"><l>100</l><script><custom-block s="Random Straight Line Different Size"></custom-block></script></block></script></block></script></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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