<snapdata remixID="10148689"><project name="Predicates" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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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" scheduled="false" 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analyzed and if it fits within the location based parameters the color is chosen</comment></custom-block></block><script><block s="setColor"><color>255,47,24,1</color></block></script><script><block s="doIfElse"><block s="reportNot"><block s="reportGreaterThan"><block s="xPosition"></block><l>150</l></block></block><script><block s="setColor"><color>0,241,247,1</color></block></script><script><block s="setColor"><color>255,47,24,1</color></block></script></block></script></block><custom-block s="make a point"></custom-block></script></block></script><script x="20" y="338.66666666666663"><custom-block s="initialize list"></custom-block></script><script x="20" y="374.5"><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportEquals"><block s="reportStringSize"><l></l></block><l>12</l></block></autolambda><list></list></block><block var="words list"><comment w="90" collapsed="false">The length of each word in list &quot;words list&quot;  is counted by characters and if 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var="1"/><block var="2"/></block><block s="reportEquals"><block var="1"/><block var="2"/></block></block></block></script></block-definition><block-definition s="%&apos;1&apos; ≠ %&apos;2&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportNot"><block s="reportEquals"><block var="1"/><block var="2"/></block></block></block></script></block-definition><block-definition s="is %&apos;1&apos; between %&apos;2&apos; and %&apos;3&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportAnd"><block s="reportGreaterThan"><block var="1"/><block var="2"/></block><block s="reportLessThan"><block var="1"/><block var="3"/></block></block></block></script></block-definition><block-definition s="make a point" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setSize"><l>5</l></block><block s="down"></block><block s="forward"><l>0</l></block><block s="up"></block></script></block-definition><block-definition s="initialize list" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>words list</l><block s="reportURL"><l>bjc.edc.org/bjc-r/prog/2-complexity/word-puzzle-list.txt</l></block></block><block s="doSetVar"><l>words list</l><block s="reportTextSplit"><block var="words list"/><l><option>line</option></l></block></block></script></block-definition><block-definition s="Does %&apos;Word&apos; have %&apos;NumOfLetters&apos; letters ?" type="predicate" 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