<snapdata remixID="9583843"><project name="Infinite 3D hole" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes>Infinite 3D hole that&apos;s trippy.</notes><thumbnail>data:image/png;base64,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</thumbnail><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="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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id="eye"><path d="M263.4,151c2.9,4.5 3,9.6 0.2,11.4c-2.8,1.8 -7.4,-0.3 -10.4,-4.8c-2.9,-4.5 -3,-9.6 -0.2,-11.4c2.8,-1.9 7.5,0.3 10.4,4.8z" id="pupil" stroke-linecap="round" stroke-linejoin="round" stroke-width="0" fill="#000000" stroke="none" transform="matrix(1,0,0,1,-192.92102,-131.56667)"/><path d="M263,156.7c0,1.1 -0.8,2 -1.8,2c-1,0 -1.8,-0.9 -1.8,-2c0,-1.1 0.8,-2 1.8,-2c1,0 1.8,0.9 1.8,2" id="pupil" stroke-linecap="butt" stroke-linejoin="miter" stroke-width="0" fill="#000000" stroke="none" transform="matrix(1,0,0,1,-192.92102,-131.56667)"/></g><g data-paper-data="{&quot;origPos&quot;:null}" id="eye"><path d="M238.6,153.8c3,4.4 2.8,9.8 0.1,11.7c-3.3,1.9 -7.7,0.5 -10.7,-3.9c-3.1,-4.4 -3.3,-10.1 -0.2,-12.3c3.1,-2.3 7.8,0.1 10.8,4.5z" stroke-linecap="round" stroke-linejoin="round" stroke-width="0" fill="#000000" stroke="none" transform="matrix(1,0,0,1,-192.92102,-131.56667)"/><path d="M238,159.6c0,1.1 -0.8,2 -1.8,2c-1,0 -1.8,-0.9 -1.8,-2c0,-1.1 0.8,-2 1.8,-2c1,0.1 1.8,0.9 1.8,2" id="pupil" stroke-linecap="butt" stroke-linejoin="miter" stroke-width="0" fill="#000000" stroke="none" transform="matrix(1,0,0,1,-192.92102,-131.56667)"/></g></g></g></svg>" id="11"/></item></list></costumes><sounds><list struct="atomic" id="12"></list></sounds><blocks><block-definition s="Distance between points with x1: %&apos;x1&apos; y1: %&apos;y1&apos; x2: %&apos;x2&apos; y2: %&apos;y2&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doSetVar"><l>distance</l><block s="reportMonadic"><l><option>sqrt</option></l><block s="reportSum"><block s="reportProduct"><block s="reportDifference"><block var="x2"/><block var="x1"/></block><block s="reportDifference"><block var="x2"/><block var="x1"/></block></block><block s="reportProduct"><block s="reportDifference"><block var="y2"/><block var="y1"/></block><block s="reportDifference"><block var="y2"/><block var="y1"/></block></block></block></block></block></script></block-definition><block-definition s="initialize variables" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>hole radius</l><l>0</l></block><block s="doSetVar"><l>R thickness</l><l>20</l></block><block s="doSetVar"><l>difference</l><l>8</l></block><block s="doSetVar"><l>bright</l><l>0</l></block><block s="doSetVar"><l>speed</l><l>1</l></block><block s="doSetVar"><l>Color B</l><l>0</l></block><block s="doSetVar"><l>Color C</l><l>8</l></block></script></block-definition><block-definition s="Draw ring at x: %&apos;x&apos; y: %&apos;y&apos; radius: %&apos;radius2&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doWarp"><script><block s="doSetVar"><l>(#) sides</l><l>16</l></block><block s="doSetVar"><l>change</l><block s="reportQuotient"><l>360</l><block var="(#) sides"/></block></block><block s="doSetVar"><l>angle</l><l>0</l></block><block s="gotoXY"><block s="reportProduct"><block s="reportSum"><block var="x"/><block var="radius2"/></block><block s="reportMonadic"><l><option>cos</option></l><block var="angle"/></block></block><block s="reportProduct"><block s="reportSum"><block var="y"/><block var="radius2"/></block><block s="reportMonadic"><l><option>sin</option></l><block var="angle"/></block></block></block><block s="down"></block><block s="doRepeat"><block var="(#) sides"/><script><block s="doChangeVar"><l>angle</l><block var="change"/></block><block s="gotoXY"><block s="reportProduct"><block s="reportSum"><block var="x"/><block var="radius2"/></block><block s="reportMonadic"><l><option>cos</option></l><block var="angle"/></block></block><block s="reportProduct"><block s="reportSum"><block var="y"/><block var="radius2"/></block><block s="reportMonadic"><l><option>sin</option></l><block var="angle"/></block></block></block></script></block><block s="up"></block></script></block></script></block-definition><block-definition s="draw tunnel" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doWarp"><script><block s="clear"></block><block s="up"></block><block s="doSetVar"><l>radius</l><block s="reportSum"><block var="hole radius"/><block s="reportModulus"><block var="Tunnel I"/><block var="R thickness"/></block></block></block><block s="doSetVar"><l>IND</l><l>1</l></block><block s="doRepeat"><block var="(#) rings"/><script><custom-block s="set pen" scope="local"></custom-block><custom-block s="Draw ring at x: %s y: %s radius: %s" scope="local"><l>0</l><l>0</l><block s="reportSum"><block var="radius"/><block s="reportQuotient"><block var="distance"/><l>2</l></block></block></custom-block><block s="doChangeVar"><l>radius</l><block var="R thickness"/></block><block s="doChangeVar"><l>IND</l><l>1</l></block></script></block></script></block></script></block-definition><block-definition s="set pen" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setPenHSVA"><l><option>hue</option></l><block s="reportSum"><block var="Color B"/><block s="reportProduct"><block s="reportModulus"><block s="reportDifference"><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="Tunnel I"/><block var="R thickness"/></block></block><block var="IND"/></block><block var="Color C"/></block><block var="difference"/></block></block></block><block s="setSize"><block s="reportSum"><block var="R thickness"/><block var="distance"/></block></block><block s="setPenHSVA"><l><option>brightness</option></l><block s="reportSum"><block var="bright"/><block s="reportProduct"><block var="CIB"/><block s="reportSum"><block var="IND"/><block s="reportQuotient"><block s="reportModulus"><block var="Tunnel I"/><block var="R thickness"/></block><block var="R thickness"/></block></block></block></block></block></script></block-definition><block-definition s="set C" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doWarp"><script><custom-block s="Distance between points with x1: %s y1: %s x2: %s y2: %s" scope="local"><l>-240</l><l>180</l><l>240</l><l>-180</l></custom-block><block s="doSetVar"><l>(#) rings</l><block s="reportQuotient"><block s="reportDifference"><block var="distance"/><block var="hole radius"/></block><block var="R thickness"/></block></block><block s="doSetVar"><l>CIB</l><block s="reportQuotient"><block s="reportDifference"><l>150</l><block var="bright"/></block><block var="(#) rings"/></block></block></script></block></script></block-definition></blocks><variables><variable name="angle"><l>360</l></variable><variable name="change"><l>22.5</l></variable><variable name="(#) sides"><l>16</l></variable><variable name="distance"><l>600</l></variable><variable name="hole radius"><l>0</l></variable><variable name="(#) rings"><l>30</l></variable><variable name="R thickness"><l>20</l></variable><variable name="radius"><l>613</l></variable><variable name="IND"><l>31</l></variable><variable name="difference"><l>8</l></variable><variable name="Tunnel I"><l>934</l></variable><variable name="bright"><l>0</l></variable><variable name="CIB"><l>5</l></variable><variable name="speed"><l>1</l></variable><variable name="Color B"><l>0</l></variable><variable name="Color C"><l>8</l></variable></variables><scripts><script x="30" y="91.63636363636365"><block s="receiveGo"></block><block s="hide"></block><block s="setScale"><l>2000</l></block><custom-block s="initialize variables" scope="local"></custom-block><custom-block s="set C" scope="local"></custom-block><block s="doSetVar"><l>Tunnel I</l><l>0</l></block><block s="doForever"><script><custom-block s="draw tunnel" scope="local"></custom-block><block s="doChangeVar"><l>Tunnel I</l><block var="speed"/></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="Infinite 3D hole" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>