<snapdata remixID="15024911"><project name="Wordle Day 1" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Wordle Day 1"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Todays wordle pick" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>todays wordle</l></list></block><block s="doSetVar"><l>todays wordle</l><block s="reportListItem"><block s="reportRandom"><l>1</l><l>10</l></block><block var="list of avaiable words"/></block></block><block s="doReport"><block var="todays wordle"/></block></script></block-definition><block-definition s="create a row" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>5</l><script><block s="createClone"><l><option>myself</option></l></block><block s="doChangeVar"><l>clone number</l><l>1</l></block><block s="changeXPosition"><l>50</l></block></script></block></script></block-definition><block-definition s="create board" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="gotoXY"><l>-100</l><l>95</l></block><custom-block s="for %upvar = %n to %n %cs"><l>i</l><l>1</l><l>6</l><script><custom-block s="create a row"></custom-block><block s="changeXPosition"><l>-250</l></block><block s="changeYPosition"><l>-50</l></block></script></custom-block></script></block-definition><block-definition s="make tictactoe board" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="gotoXY"><l>-50</l><l>50</l><comment w="90" collapsed="false">Builds the tictactoe board by making 3 different rows. Changing the x and y to creating more rows. Lastly sends the original off screen. JC</comment></block><custom-block s="for %upvar = %n to %n %cs"><l>i</l><l>1</l><l>3</l><script><custom-block s="make one row"></custom-block><block s="changeXPosition"><l>-150</l></block><block s="changeYPosition"><l>-50</l></block></script></custom-block><block s="forward"><l>9999</l></block></script></block-definition><block-definition s="make one row" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>3</l><script><block s="createClone"><l><option>myself</option></l></block><block s="doChangeVar"><l>clone number</l><l>1</l></block><block s="changeXPosition"><l>50</l></block></script><comment w="90" collapsed="false">Creates the clones needed and every time a new one is made the clone varible goes up by 1. JC</comment></block></script></block-definition><block-definition s="for %&apos;i&apos; = %&apos;start&apos; to %&apos;end&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%upvar"></input><input type="%n">1</input><input type="%n">10</input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>step</l><l>tester</l></list></block><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><block var="start"/><block var="end"/></list></block><script><block s="doSetVar"><l>step</l><l>-1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportVariadicLessThan"><list><block var="i"/><block var="end"/></list></block></autolambda><list></list></block></block></script><script><block s="doSetVar"><l>step</l><l>1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportVariadicGreaterThan"><list><block var="i"/><block var="end"/></list></block></autolambda><list></list></block></block></script></block><block s="doSetVar"><l>i</l><block var="start"/></block><block s="doUntil"><block s="evaluate"><block var="tester"/><list></list></block><script><block s="doRun"><block var="action"/><list></list></block><block s="doChangeVar"><l>i</l><block var="step"/></block></script></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="1" 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" id="151"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="152"><item><ref mediaID="Wordle Day 1_Stage_cst_Screenshot 2026-02-11 at 11"></ref></item></list></costumes><sounds><list struct="atomic" id="153"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><watcher scope="Sprite" s="xPosition" style="normal" x="10" y="10.000000000000014" color="74,108,212"/><watcher scope="Sprite" s="yPosition" style="normal" x="10" y="31.00000199999998" color="74,108,212"/><watcher scope="Sprite" var="clone number" style="normal" x="10" y="52.000004000000004" color="243,118,29"/><watcher var="list of avaiable words" style="normal" x="-4.999999999999545" y="117.99999999999997" color="243,118,29" extX="80" extY="70"/><watcher var="todays word" style="normal" x="-2.2737367544323206e-13" y="214.000002" color="243,118,29"/><sprite name="Sprite" idx="1" x="-100" y="-205" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="163"><costumes><list id="164"><item><ref mediaID="Wordle Day 1_Sprite_cst_Screenshot 2026-02-11 at 11"></ref></item></list></costumes><sounds><list struct="atomic" id="165"></list></sounds><blocks></blocks><variables><variable name="clone number"><l>469</l></variable></variables><scripts><script x="33" y="107.73333333333335"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doSetVar"><l>list of avaiable words</l><block s="reportNewList"><list><l>storm</l><l>ratio</l><l>drink</l><l>badly</l><l>craft</l><l>plane</l><l>prove</l><l>texas</l><l>judge</l><l>taken</l></list></block></block><block s="doSetVar"><l>todays word</l><custom-block s="Todays wordle pick"></custom-block></block><custom-block s="create board"></custom-block></script><script x="385" y="556"><custom-block s="make tictactoe board"></custom-block></script><script x="486" y="301.5666666666667"><block s="doForEach"><l>item</l><block s="reportGet"><l><option>clones</option></l></block><script><block s="doTellTo"><block var="item"/><block s="reifyScript"><script><block s="removeClone"></block></script><list></list></block><list></list></block></script></block></script></scripts></sprite></sprites></stage><variables><variable name="list of avaiable words"><list struct="atomic" id="214">storm,ratio,drink,badly,craft,plane,prove,texas,judge,taken</list></variable><variable name="todays word"><l>badly</l></variable></variables></scene></scenes></project><media name="Wordle Day 1" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><costume name="Screenshot 2026-02-11 at 11" center-x="151" center-y="180" image="data:image/png;base64,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" mediaID="Wordle Day 1_Stage_cst_Screenshot 2026-02-11 at 11"/><costume name="Screenshot 2026-02-11 at 11" center-x="25" center-y="27" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADIAAAA2CAYAAACFrsqnAAADKUlEQVR4AexaPUsjQRie2U1ism7Ml4bNihpiTCzEGAURRBBs0ouF/hp/zV1lf42lWCmHYmFjo8iBGEWj+SCbveedGC93t41yYSfHLHl2Zt/9mOdjpppo7O+DozQMAM1fv34hfH9/X9vc3NSHAcTVdV0yXKgRQqi4s7MTvry8TE5OTlpTU1M2oVAo2LKA+PSwurpqmaaZPD4+DkOM0CBOFxcXgXA4PBGJRJbi8fhWKpWqWJZVicVi0iCdTlcIiUSiggi2DMNYenl5mSDuuGYaFHF0Qrqu2xCxnslktvP5/C6S2JMJxWJxL5fL7dm2vYs0toPB4HogELCJO2kQiUClDoVxtHg2t1gqlZbL5bJUWMZBnLLZ7HI0Gl2EgJzjOHHMIh19JoS0Wi0eCoX0sbGxMBQbUGMiDRMuSAXihRljwnRD0zRaHzpamlFdIaQIMTHCyMgIx4N8dHSUI0JpQHwIMJz3yGM5EHUBkYjo4YQHGOecUUtgEh2cC+MFN867/X56vwnpvzFsfSVEtsRUIiqRATmgptaAjP30Z1Uin7ZuQC+qRDyM9bWkEvHVfo/BVSIepvhaUon4ar/H4CoRD1N8LalEfLXfY3CViIcpvpZUIr7a7zG4SsTDFF9LKhFf7fcYXCXiYcq/LH34WyqRD1s24Bf+70Q6nQ7D1i+jVhYQH+ynM4JXuO+JtNtthm1qVqvV2MPDA7u/v5cO1WpV8COuf4p5F0Jb0/V6nd3c3LDz83N2cnIiHYjX9fU1azabYiudOPcECSGlUolNT0+zZDJJdff5+dlFKi4ckAbE5+npycW2uZtOp91MJsMSiQTxFRBCNjY23LW1NadcLjcWFhZe5+fna8ViUUqAXw14nZuba6RSKSebzbqkRAhZWVlxcPOxUChczc7OnuXz+VNZAX6nMzMzZ5ZlXY2Pjz9ChAMwjXNOilqRSOTWMIyjaDR6YJrm11gs9kVGEDfwPMD6OAoGg7cQ0SINIhFctIE73Pyu6/oh8A3XUoK4AYfEFRzvAOLOhBAo6qDQAKrAD4CUygziSFwbb9y7QkCc/kzjvhVpzkkP4grQsiD67CcAAAD//3xWpb0AAAAGSURBVAMARHXqRssA8XwAAAAASUVORK5CYII=" mediaID="Wordle Day 1_Sprite_cst_Screenshot 2026-02-11 at 11"/></media></snapdata>