<snapdata remixID="15156365"><project name="mastermindrealtrust" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes>The goal of the game is to guess a combination of 4 colors.&#xD;&#xD;you guess by saying a color combination. Here are a few examples;&#xD;&#xD;vvvv (violet violet violet violet)&#xD;rygb (red yellow green blue)&#xD;orbg (orange red blue green)&#xD;&#xD;There are six colors, which are;&#xD;r - red&#xD;o - orange&#xD;y - yellow&#xD;g - green&#xD;b - blue&#xD;v - violet&#xD;&#xD;once you make a guess, you will see 2 numbers next to the guess you made.&#xD;&#xD;The left number tells how many parts you got correct. The right number tells how many parts you got wrong.&#xD;&#xD;Keep on guessing until you get the right answer!&#xD;&#xD;</notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="mastermindrealtrust"><notes>The goal of the game is to guess a combination of 4 colors.&#xD;&#xD;you guess by saying a color combination. Here are a few examples;&#xD;&#xD;vvvv (violet violet violet violet)&#xD;rygb (red yellow green blue)&#xD;orbg (orange red blue green)&#xD;&#xD;There are six colors, which are;&#xD;r - red&#xD;o - orange&#xD;y - yellow&#xD;g - green&#xD;b - blue&#xD;v - violet&#xD;&#xD;once you make a guess, you will see 2 numbers next to the guess you made.&#xD;&#xD;The left number tells how many parts you got correct. The right number tells how many parts you got wrong.&#xD;&#xD;Keep on guessing until you get the right answer!&#xD;&#xD;</notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="initialize color boxes" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doFor"><l>i</l><l>1</l><l>4</l><script><block s="doTellTo"><block s="reportJoinWords"><list><l>ColorBox</l><block var="i"/></list></block><block s="reifyScript"><script><block s="hide"></block><block s="gotoXY"><block s="reportDifference"><block s="reportVariadicProduct"><list><l>20</l><l></l></list></block><l>240</l></block><l>160</l></block><block s="setHeading"><l>180</l></block></script><list></list></block><list></list></block></script></block></script></block-definition><block-definition s="display color pattern %&apos;colors&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doFor"><l>i</l><l>1</l><l>4</l><script><block s="doTellTo"><block s="reportJoinWords"><list><l>ColorBox</l><block var="i"/></list></block><block s="reifyScript"><script><block s="doSwitchToCostume"><block s="reportLetter"><block var="i"/><block var="colors"/></block></block><block s="doStamp"></block><block s="forward"><l>20</l></block></script><list></list></block><list></list></block></script></block></script></block-definition></blocks><primitives></primitives><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="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" 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