<snapdata remixID="15084389"><project name="3dd beetle thingy" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes>wads qe to move around&#xD;arrow keys to look&#xD;&#xD;is it an island? I dunno, I just made the plane blue. it coulda been white but whatever I guess, check out "carvabra000" on scratch for cool stuff</notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="3dd beetle thingy"><notes>wads qe to move around&#xD;arrow keys to look&#xD;&#xD;is it an island? I dunno, I just made the plane blue. it coulda been white but whatever I guess, check out "carvabra000" on scratch for cool stuff</notes><palette><category name="3D Beetle" color="92,181,255,1"/></palette><hidden></hidden><headers></headers><code></code><blocks><block-definition s="reset" type="command" category="3D Beetle"><header></header><code></code><translations>ca:reinicia&#xD;</translations><inputs></inputs><script><custom-block s="stop extruding"></custom-block><custom-block s="go home"></custom-block><custom-block s="clear scene"></custom-block><custom-block s="set shape offset to %l"><block s="reportNewList"><list><l>0</l><l>0</l></list></block></custom-block><custom-block s="set %s scale to %n"><l>shape</l><l>1</l></custom-block><custom-block s="set %s scale to %n"><l>movement</l><l>1</l></custom-block><block s="doIf"><block s="reportListContainsItem"><block s="reportApplyExtension"><l>var_names(scope)</l><list><l>global</l></list></block><l>bb_stack</l></block><script><block s="doApplyExtension"><l>var_set(name, val)</l><list><l>bb_stack</l><block s="reportNewList"><list></list></block></list></block></script><list></list></block></script></block-definition><block-definition s="clear scene" type="command" category="3D Beetle" helper="true"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doApplyExtension"><l>bb_clear()</l><list></list></block></script></block-definition><block-definition s="go home" type="command" category="3D Beetle"><header></header><code></code><translations>ca:torna a casa&#xD;</translations><inputs></inputs><script><custom-block s="go to %l"><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l></list></block></custom-block><block s="doApplyExtension"><l>bb_setrot(x, y, z)</l><list><l>0</l><l>0</l><l>0</l></list></block></script></block-definition><block-definition s="move %&apos;n&apos; steps" type="command" category="3D Beetle" space="true"><header></header><code></code><translations>ca:mou-te _ passos&#xD;</translations><inputs><input type="%n">1</input></inputs><script><custom-block s="change relative %s by %n"><l>z</l><block var="n"/></custom-block></script></block-definition><block-definition s="go to %&apos;position&apos;" type="command" category="3D Beetle" space="true"><header></header><code></code><translations>ca:vés a _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="position"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>position</l><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l></list></block></block></script><list></list></block><block s="doApplyExtension"><l>bb_goto(x, y, z)</l><block var="position"/></block></script></block-definition><block-definition s="set %&apos;which&apos; position to %&apos;what&apos;" type="command" category="3D Beetle"><header></header><code></code><translations>ca:fixa la coordenada _ a _&#xD;</translations><inputs><input type="%s" readonly="true">x<options>x&#xD;y&#xD;z</options></input><input type="%n">3</input></inputs><script><block s="doDeclareVariables"><list><l>mask</l></list></block><block s="doSetVar"><l>mask</l><block s="reportAtomicMap"><block s="reifyReporter"><autolambda><block s="reportVariadicEquals"><list><l></l><block var="which"/></list></block></autolambda><list></list></block><block s="reportNewList"><list><l>x</l><l>y</l><l>z</l></list></block></block></block><custom-block s="go to %l"><block s="reportVariadicSum"><list><block s="reportDifference"><custom-block s="%s position"><l></l></custom-block><block s="reportVariadicProduct"><list><block var="mask"/><custom-block s="%s position"><l></l></custom-block></list></block></block><block s="reportVariadicProduct"><list><block var="mask"/><block s="reportNewList"><list><block var="what"/><block var="what"/><block var="what"/></list></block></list></block></list></block></custom-block></script></block-definition><block-definition s="change absolute %&apos;which&apos; by %&apos;n&apos;" type="command" category="3D Beetle"><header></header><code></code><translations>ca:augmenta la coordenada _ en _&#xD;</translations><inputs><input type="%s" readonly="true">x<options>x&#xD;y&#xD;z</options></input><input type="%n">2</input></inputs><script><custom-block s="go to %l"><block s="reportVariadicSum"><list><custom-block s="%s position"><l></l></custom-block><block s="reportVariadicProduct"><list><block s="reportAtomicMap"><block s="reifyReporter"><autolambda><block s="reportVariadicEquals"><list><l></l><block var="which"/></list></block></autolambda><list></list></block><block s="reportNewList"><list><l>x</l><l>y</l><l>z</l></list></block></block><block s="reportNewList"><list><block var="n"/><block var="n"/><block var="n"/></list></block></list></block></list></block></custom-block></script></block-definition><block-definition s="change relative %&apos;which&apos; by %&apos;n&apos;" type="command" category="3D Beetle"><header></header><code></code><translations>ca:mou-te en la _ pròpia _ passos&#xD;</translations><inputs><input type="%s" readonly="true">y<options>x&#xD;y&#xD;z</options></input><input type="%n">2</input></inputs><script><block s="doApplyExtension"><l>bb_move(axis, steps)</l><list><block var="which"/><block var="n"/></list></block></script></block-definition><block-definition s="%&apos;which&apos; position" type="reporter" category="3D Beetle"><header></header><code></code><translations>ca:posició _&#xD;</translations><inputs><input type="%s" readonly="true">x<options>x&#xD;y&#xD;z</options></input></inputs><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="which"/><l></l></list></block><script><block s="doReport"><block s="reportApplyExtension"><l>bb_position()</l><list></list></block></block></script><script><block s="doReport"><block s="reportListItem"><block s="reportListIndex"><block var="which"/><block s="reportNewList"><list><l>x</l><l>y</l><l>z</l></list></block></block><block s="reportApplyExtension"><l>bb_position()</l><list></list></block></block></block></script></block></script></block-definition><block-definition s="rotate %&apos;which&apos; by %&apos;what&apos;" type="command" category="3D Beetle" space="true"><header></header><code></code><translations>ca:gira sobre _ propi en _ graus&#xD;</translations><inputs><input type="%s" readonly="true">z<options>x&#xD;y&#xD;z</options></input><input type="%n">15</input></inputs><script><block s="doDeclareVariables"><list><l>empty</l></list></block><block s="doSetVar"><l>empty</l><l></l></block><block s="doApplyExtension"><l>bb_rotate(x, y, z)</l><block s="reportAtomicMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportVariadicEquals"><list><l></l><block var="which"/></list></block><block var="what"/><block var="empty"/></block></autolambda><list></list></block><block s="reportNewList"><list><l>x</l><l>y</l><l>z</l></list></block></block></block></script></block-definition><block-definition s="set %&apos;which&apos; rotation to %&apos;what&apos;" type="command" category="3D Beetle"><header></header><code></code><translations>ca:fixa l&apos;angle _ propi a _&#xD;</translations><inputs><input type="%s" readonly="true">z<options>x&#xD;y&#xD;z</options></input><input type="%n">45</input></inputs><script><block s="doDeclareVariables"><list><l>empty</l></list></block><block s="doSetVar"><l>empty</l><l></l></block><block s="doApplyExtension"><l>bb_setrot(x, y, z)</l><block s="reportAtomicMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportVariadicEquals"><list><l></l><block var="which"/></list></block><block var="what"/><block var="empty"/></block></autolambda><list></list></block><block s="reportNewList"><list><l>x</l><l>y</l><l>z</l></list></block></block></block></script></block-definition><block-definition s="point to %&apos;point&apos;" type="command" category="3D Beetle"><header></header><code></code><translations>ca:apunta cap a _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="point"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>point</l><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l></list></block></block></script><list></list></block><block s="doApplyExtension"><l>bb_pointto(x, y, z)</l><block var="point"/></block></script></block-definition><block-definition s="%&apos;which&apos; rotation" type="reporter" category="3D Beetle"><header></header><code></code><translations>ca:angle _&#xD;</translations><inputs><input type="%s" readonly="true">z<options>x&#xD;y&#xD;z</options></input></inputs><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="which"/><l></l></list></block><script><block s="doReport"><block s="reportApplyExtension"><l>bb_rotation()</l><list></list></block></block></script><script><block s="doReport"><block s="reportListItem"><block s="reportListIndex"><block var="which"/><block s="reportNewList"><list><l>x</l><l>y</l><l>z</l></list></block></block><block s="reportApplyExtension"><l>bb_rotation()</l><list></list></block></block></block></script></block></script></block-definition><block-definition s="start extruding %&apos;base&apos;" type="command" category="3D Beetle" space="true"><header></header><code></code><translations>ca:comença a extrudir amb _ de base&#xD;</translations><inputs><input type="%s" readonly="true">$_circle<options>circle=$_circle&#xD;triangle=$_triangle&#xD;square=$_square&#xD;semicircle=$_semicircle&#xD;line=$_line&#xD;point=$_point&#xD;sprite positions=$_sprite positions</options></input></inputs><script><block s="doApplyExtension"><l>bb_stopextruding()</l><list></list></block><block s="doIfElse"><block s="reportIsA"><block var="base"/><l><option>list</option></l></block><script><block s="doApplyExtension"><l>bb_setextrusionbase(base)</l><list><block var="base"/></list></block></script><script><block s="doApplyExtension"><l>bb_setextrusionbase(base)</l><list><block s="reportApplyExtension"><l>txt_transform(name, txt)</l><list><l>unselect</l><block var="base"/></list></block></list></block></script></block><block s="doApplyExtension"><l>bb_startextruding()</l><list></list></block></script></block-definition><block-definition s="stop extruding" type="command" category="3D Beetle"><header></header><code></code><translations>ca:deixa d&apos;extrudir&#xD;</translations><inputs></inputs><script><block s="doApplyExtension"><l>bb_stopextruding()</l><list></list></block></script></block-definition><block-definition s="log sprite positions in %&apos;script&apos;" type="command" category="3D Beetle" space="true"><header></header><code></code><translations>ca:enregistra les posicions de la tortuga _&#xD;</translations><inputs><input type="%cs" initial="1"></input></inputs><script><block s="doApplyExtension"><l>bb_logspritepositions(bool, currentPos)</l><list><block s="reportBoolean"><l><bool>true</bool></l></block><block s="getPosition"></block></list></block><block s="doRun"><block var="script"/><list></list></block><block s="doApplyExtension"><l>bb_logspritepositions(bool, currentPos)</l><list><block s="reportBoolean"><l><bool>false</bool></l></block></list></block></script></block-definition><block-definition s="shape points" type="reporter" category="3D Beetle" space="true"><header></header><code></code><translations>ca:punts de la base&#xD;</translations><inputs></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>bb_extrusionbasepoints()</l><list></list></block></block></script></block-definition><block-definition s="set shape offset to %&apos;offset&apos;" type="command" category="3D Beetle" space="true"><header></header><code></code><translations>ca:fixa el desplaçament de la base a _&#xD;</translations><inputs><input type="%l" initial="1"></input></inputs><script><block s="doApplyExtension"><l>bb_setoffset(offset)</l><list><block var="offset"/></list></block></script></block-definition><block-definition s="set %&apos;which&apos; scale to %&apos;n&apos;" type="command" category="3D Beetle"><header></header><code></code><translations>ca:fixa l&apos;escala de _ a _&#xD;</translations><inputs><input type="%s" readonly="true" initial="1">$_shape<options>shape=$_shape&#xD;movement=$_movement</options></input><input type="%n">1</input></inputs><script><block s="doApplyExtension"><l>bb_setscale(scale, which)</l><list><block var="n"/><block s="reportApplyExtension"><l>txt_transform(name, txt)</l><list><l>unselect</l><block var="which"/></list></block></list></block></script></block-definition><block-definition s="change %&apos;which&apos; scale by %&apos;n&apos;" type="command" category="3D Beetle"><header></header><code></code><translations>ca:augmenta l&apos;escala de _ en _&#xD;</translations><inputs><input type="%s" readonly="true" initial="1">$_shape<options>shape=$_shape&#xD;movement=$_movement</options></input><input type="%n">0.5</input></inputs><script><custom-block s="set %s scale to %n"><block var="which"/><block s="reportVariadicSum"><list><custom-block s="%s scale"><block var="which"/></custom-block><block var="n"/></list></block></custom-block></script></block-definition><block-definition s="%&apos;which&apos; scale" type="reporter" category="3D Beetle"><header></header><code></code><translations>ca:escala de _&#xD;</translations><inputs><input type="%s" readonly="true" initial="1">$_shape<options>shape=$_shape&#xD;movement=$_movement</options></input></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>bb_scale(which)</l><list><block s="reportApplyExtension"><l>txt_transform(name, txt)</l><list><l>unselect</l><block var="which"/></list></block></list></block></block></script></block-definition><block-definition s="push position" type="command" category="3D Beetle" space="true"><header></header><code></code><translations>ca:enregistra posició actual&#xD;</translations><inputs></inputs><script><block s="doAddToList"><block s="reportNewList"><list><custom-block s="%s position"><l></l></custom-block><custom-block s="%s rotation"><l></l></custom-block></list></block><custom-block s="stack"></custom-block></block></script></block-definition><block-definition s="pop position" type="command" category="3D Beetle"><header></header><code></code><translations>ca:torna a la posició enregistrada&#xD;</translations><inputs></inputs><script><block s="doWarp"><script><block s="doIf"><block s="reportNot"><block s="reportListIsEmpty"><custom-block s="stack"></custom-block></block></block><script><block s="doDeclareVariables"><list><l>record</l></list></block><block s="doSetVar"><l>record</l><block s="reportListItem"><l><option>last</option></l><custom-block s="stack"></custom-block></block></block><block s="doApplyExtension"><l>bb_goto(x, y, z)</l><block s="reportListItem"><l>1</l><block var="record"/></block></block><block s="doApplyExtension"><l>bb_setrot(x, y, z)</l><block s="reportListItem"><l>2</l><block var="record"/></block></block><block s="doDeleteFromList"><l><option>last</option></l><custom-block s="stack"></custom-block></block></script><list></list></block></script></block></script></block-definition><block-definition s="stack" type="reporter" category="3D Beetle" helper="true"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><block s="reportNot"><block s="reportListContainsItem"><block s="reportApplyExtension"><l>var_names(scope)</l><list><l>global</l></list></block><l>bb_stack</l></block></block><script><block s="doApplyExtension"><l>var_declare(scope, name)</l><list><l>global</l><l>bb_stack</l></list></block><block s="doApplyExtension"><l>var_hide(name)</l><list><l>bb_stack</l></list></block><block s="doApplyExtension"><l>var_set(name, val)</l><list><l>bb_stack</l><block s="reportNewList"><list></list></block></list></block></script><list></list></block><block s="doReport"><block s="reportApplyExtension"><l>var_get(name)</l><list><l>bb_stack</l></list></block></block></script></block-definition><block-definition s="init module" type="command" category="3D Beetle" helper="true"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>__module__beetle__</l><l>libraries/beetle/init.js</l></block></script><scripts><script x="59.50413223140495" y="111.4280991735537"><block s="doSetVar"><l>__module__beetle__</l><l>libraries/beetle/init.js</l></block></script></scripts></block-definition><block-definition s="beetle view" type="reporter" category="3D Beetle" space="true"><header></header><code></code><translations>ca:vista de l&apos;escarbat&#xD;</translations><inputs></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>bb_beetleView()</l><list></list></block></block></script></block-definition><block-definition s="go to x %&apos;x&apos; y %&apos;y&apos; z %&apos;z&apos;" type="command" category="3D Beetle"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><custom-block s="set %s position to %n"><l>x</l><block var="x"/></custom-block><custom-block s="set %s position to %n"><l>y</l><block var="y"/></custom-block><custom-block s="set %s position to %n"><l>z</l><block var="z"/></custom-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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="631"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="632"><item><ref mediaID="3dd beetle thingy_Stage_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="633"></list></sounds><variables></variables><blocks></blocks><scripts><script x="74.21047973632812" y="30"><block s="receiveGo"></block><block s="doSwitchToCostume"><l><option>Empty</option></l></block><block s="doForever"><script><block s="doSwitchToCostume"><l><option>Empty</option></l></block><block s="doSetVar"><l>x</l><custom-block s="%s position"><l>x</l></custom-block></block><block s="doSetVar"><l>y</l><custom-block s="%s position"><l>y</l></custom-block></block><block s="doSetVar"><l>z</l><custom-block s="%s position"><l>z</l></custom-block></block><block s="doSetVar"><l>rx</l><custom-block s="%s rotation"><l>x</l></custom-block></block><block s="doSetVar"><l>ry</l><custom-block s="%s rotation"><l>y</l></custom-block></block></script></block></script></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" hidden="true" costume="0" color="11,186,0,1" pen="tip" id="671"><costumes><list struct="atomic" id="672"></list></costumes><sounds><list struct="atomic" id="673"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="10"><block s="receiveGo"></block><block s="show"></block><block s="bubble"><l>loading...</l></block><block s="doWarp"><script><custom-block s="reset"></custom-block><block s="clear"></block><custom-block s="go to x %s y %s z %s"><l>0</l><l>0</l><l>0</l></custom-block><block s="setColor"><color>0,87,205,1</color></block><custom-block s="set %s rotation to %n"><l>x</l><l>90</l></custom-block><custom-block s="set %s scale to %n"><l><option>shape</option></l><l>10000</l></custom-block><custom-block s="start extruding %s"><l><option>square</option></l></custom-block><custom-block s="move %n steps"><l>0</l></custom-block><custom-block s="stop extruding"></custom-block><custom-block s="set %s rotation to %n"><l>x</l><l>0</l></custom-block><custom-block s="set %s scale to %n"><l><option>shape</option></l><l>1</l></custom-block><block s="up"></block><block s="doSetVar"><l>steps</l><block s="reportVariadicProduct"><list><l>20</l><l>3.14159265358979323846264338327950288419716939937510</l></list></block></block><block s="gotoXY"><block s="reportQuotient"><block var="steps"/><l>-72</l></block><l>10</l></block><block s="down"></block><block s="setColor"><color>11,186,0,1</color></block><custom-block s="log sprite positions in %cs"><script><block s="gotoXY"><block s="reportQuotient"><block var="steps"/><l>-72</l></block><l>10</l></block><block s="setHeading"><l>90</l></block><block s="doRepeat"><l>36</l><script><block s="forward"><block s="reportQuotient"><block var="steps"/><l>36</l></block></block><block s="turn"><l>10</l></block></script></block></script></custom-block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><custom-block s="start extruding %s"><l><option>sprite positions</option></l></custom-block><block s="doRepeat"><l>25</l><script><custom-block s="move %n steps"><l>5</l></custom-block><custom-block s="rotate %s by %n"><l>y</l><l>15</l></custom-block><block s="doWait"><l>0.1</l></block></script></block><custom-block s="stop extruding"></custom-block></script></block><block s="bubble"><l></l></block><block s="hide"></block><custom-block s="go to x %s y %s z %s"><l>1</l><l>18</l><l>13</l></custom-block><custom-block s="set %s rotation to %n"><l>x</l><l>-34</l></custom-block><custom-block s="set %s rotation to %n"><l>y</l><l>122</l></custom-block><custom-block s="set %s rotation to %n"><l>z</l><l>0</l></custom-block><block s="doForever"><script><block s="doIf"><block s="reportKeyPressed"><l><option>w</option></l></block><script><custom-block s="move %n steps"><block s="reportQuotient"><l>1</l><l>30</l></block></custom-block></script><list></list></block><block s="doIf"><block s="reportKeyPressed"><l><option>s</option></l></block><script><custom-block s="move %n steps"><block s="reportQuotient"><l>-1</l><l>30</l></block></custom-block></script><list></list></block><custom-block s="rotate %s by %n"><l>x</l><l>90</l></custom-block><block s="doIf"><block s="reportKeyPressed"><l><option>e</option></l></block><script><custom-block s="move %n steps"><block s="reportQuotient"><l>1</l><l>30</l></block></custom-block></script><list></list></block><block s="doIf"><block s="reportKeyPressed"><l><option>q</option></l></block><script><custom-block s="move %n steps"><block s="reportQuotient"><l>-1</l><l>30</l></block></custom-block></script><list></list></block><custom-block s="rotate %s by %n"><l>x</l><l>-90</l></custom-block><custom-block s="rotate %s by %n"><l>y</l><l>90</l></custom-block><block s="doIf"><block s="reportKeyPressed"><l><option>d</option></l></block><script><custom-block s="move %n steps"><block s="reportQuotient"><l>-1</l><l>30</l></block></custom-block></script><list></list></block><block s="doIf"><block s="reportKeyPressed"><l><option>a</option></l></block><script><custom-block s="move %n steps"><block s="reportQuotient"><l>1</l><l>30</l></block></custom-block></script><list></list></block><custom-block s="rotate %s by %n"><l>y</l><l>-90</l></custom-block><block s="doIf"><block s="reportKeyPressed"><l><option>up arrow</option></l></block><script><custom-block s="rotate %s by %n"><l>x</l><block s="reportQuotient"><l>15</l><l>30</l></block></custom-block></script><list></list></block><block s="doIf"><block s="reportKeyPressed"><l><option>down arrow</option></l></block><script><custom-block s="rotate %s by %n"><l>x</l><block s="reportQuotient"><l>-15</l><l>30</l></block></custom-block></script><list></list></block><block s="doIf"><block s="reportKeyPressed"><l><option>right arrow</option></l></block><script><custom-block s="rotate %s by %n"><l>y</l><block s="reportQuotient"><l>-15</l><l>30</l></block></custom-block></script><list></list></block><block s="doIf"><block s="reportKeyPressed"><l><option>left arrow</option></l></block><script><custom-block s="rotate %s by %n"><l>y</l><block s="reportQuotient"><l>15</l><l>30</l></block></custom-block></script><list></list></block><custom-block s="set %s rotation to %n"><l>z</l><l>0</l></custom-block></script></block></script></scripts></sprite><sprite name="Sprite(2)" idx="2" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="0" color="80,80,80,1" pen="tip" id="935"><wear><ref mediaID="2"></ref></wear><costumes><list id="936"><item><ref mediaID="3dd beetle thingy_Sprite(2)_cst_costume"></ref></item></list></costumes><sounds><list struct="atomic" id="937"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30.00000000000003" y="30.000000000000057"><block s="receiveGo"></block><block s="doForever"><script><block s="doSwitchToCostume"><custom-block s="beetle view"></custom-block></block><block s="gotoXY"><l>0</l><block s="reportVariadicSum"><list><l>-180</l><block s="reportQuotient"><block s="reportGetImageAttribute"><l><option>height</option></l><l><option>current</option></l></block><l>2</l></block></list></block></block></script></block></script></scripts></sprite><watcher var="steps" style="normal" x="9.999999999999659" y="10.000000000000007" color="243,118,29" hidden="true"/><watcher var="x" style="normal" x="10" y="10" color="243,118,29"/><watcher var="y" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="z" style="normal" x="10" y="52.00000399999999" color="243,118,29"/><watcher var="rx" style="normal" x="119.4053955078125" y="7.645509997802719" color="243,118,29"/><watcher var="ry" style="normal" x="120.29376220703125" y="28.481132877929667" color="243,118,29"/></sprites></stage><variables><variable name="__module__beetle__" hidden="true"><l>libraries/beetle/init.js</l></variable><variable name="steps"><l>62.83185307179586</l></variable><variable name="x"><l>1</l></variable><variable name="y"><l>18</l></variable><variable name="z"><l>13</l></variable><variable name="rx"><l>-34.00000000000002</l></variable><variable name="ry"><l>122</l></variable></variables></scene></scenes></project><media name="3dd beetle thingy" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="283" center-y="196" image="data:image/png;base64,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" mediaID="3dd beetle thingy_Stage_cst_Untitled"/><costume name="render" center-x="240" center-y="180" image="data:image/png;base64,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" mediaID="2"/><costume name="costume" center-x="240" center-y="180" image="data:image/png;base64,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" mediaID="3dd beetle thingy_Sprite(2)_cst_costume"/></media></snapdata>