<snapdata remixID="13127612"><project name="Cesaro Pentagram JET" app="Snap! 10, https://snap.berkeley.edu" version="2"><notes>#Christmas Fractals&#xD;&#xD;You might know the "Koch Snowflake" Fractal. It is stitched together by 3 segments of the Koch curve, which folds at 60 degrees turns. The Cesaro curve is a generalized Koch curve that works with any folding angle from 0 - 90 degrees. In this example I&apos;ve made a pentagram using the angle of 72 and a total-turtle-trip-theorem of 5 times 144 degrees to make a star of stars.&#xD;&#xD;I love the Cesaro curve, because you can turn it into so many shapes! Which are your favorites?</notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Cesaro Pentagram JET"><notes>#Christmas Fractals&#xD;&#xD;You might know the "Koch Snowflake" Fractal. It is stitched together by 3 segments of the Koch curve, which folds at 60 degrees turns. The Cesaro curve is a generalized Koch curve that works with any folding angle from 0 - 90 degrees. In this example I&apos;ve made a pentagram using the angle of 72 and a total-turtle-trip-theorem of 5 times 144 degrees to make a star of stars.&#xD;&#xD;I love the Cesaro curve, because you can turn it into so many shapes! Which are your favorites?</notes><palette><category name="jetBLOX 01" color="0,116,143,1"/></palette><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Cesaro length %&apos;length&apos; angle %&apos;angle&apos; level %&apos;level&apos; parity %&apos;p&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%s">1</input></inputs><script><block s="doDeclareVariables"><list><l>segment</l></list></block><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><block var="level"/><l>1</l></list></block><script><block s="doSetVar"><l>segment</l><block s="reportQuotient"><block var="length"/><block s="reportVariadicSum"><list><l>2</l><block s="reportVariadicProduct"><list><l>2</l><block s="reportMonadic"><l><option>cos</option></l><block var="angle"/></block></list></block></list></block></block></block><custom-block s="Cesaro length %n angle %n level %n parity %s"><block var="segment"/><block var="angle"/><block s="reportDifference"><block var="level"/><l>1</l></block><block var="p"/></custom-block><block s="turnLeft"><block s="reportVariadicProduct"><list><block var="angle"/><block var="p"/></list></block></block><custom-block s="Cesaro length %n angle %n level %n parity %s"><block var="segment"/><block var="angle"/><block s="reportDifference"><block var="level"/><l>1</l></block><block var="p"/></custom-block><block s="turn"><block s="reportVariadicProduct"><list><block s="reportVariadicProduct"><list><l>2</l><block var="angle"/></list></block><block var="p"/></list></block></block><custom-block s="Cesaro length %n angle %n level %n parity %s"><block var="segment"/><block var="angle"/><block s="reportDifference"><block var="level"/><l>1</l></block><block var="p"/></custom-block><block s="turnLeft"><block s="reportVariadicProduct"><list><block var="angle"/><block var="p"/></list></block></block><custom-block s="Cesaro length %n angle %n level %n parity %s"><block var="segment"/><block var="angle"/><block s="reportDifference"><block var="level"/><l>1</l></block><block var="p"/></custom-block></script><script><block s="forward"><block var="length"/></block></script></block></script></block-definition><block-definition s="%&apos;ON&apos; %&apos;X&apos; %&apos;Y&apos; ID %&apos;NO&apos;" type="command" category="jetBLOX 01"><header></header><code></code><translations></translations><inputs><input type="%b" initial="1">true</input><input type="%s" initial="1">-120</input><input type="%s" initial="1">-363</input><input type="%s" initial="1">000</input></inputs><script><block s="doDeclareVariables"><list><l>setIDno</l></list></block><block s="doIf"><block var="ON"/><script><block s="doSetVar"><l>setIDno</l><custom-block s="get value from key: %s in browser"><l>ID</l></custom-block></block><custom-block s="store key: %s value: %s in browser"><l>ID</l><block s="reportVariadicSum"><list><block var="setIDno"/><l>1</l></list></block></custom-block></script><list><l><bool>true</bool></l><script><block s="doSetVar"><l>setIDno</l><block var="NO"/></block><custom-block s="store key: %s value: %s in browser"><l>ID</l><block var="NO"/></custom-block></script></list></block><block s="setHeading"><l>0</l></block><custom-block s="saveCOLOR %upvar"><l>INCOMING</l></custom-block><custom-block s="JUMPTO %l"><block s="reportNewList"><list><block var="X"/><block var="Y"/></list></block></custom-block><block s="setColor"><color>255,244,230,1</color></block><custom-block s="text %txt %s"><block var="setIDno"/><l>122</l></custom-block><block s="up"></block></script><scripts><script x="206.13045234680175" y="441.19642857142856"><custom-block s="stored data in browser"></custom-block></script><script x="92.55902377537318" y="462.22023809523813"><custom-block s="clear data in browser"></custom-block></script><script 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browser"></custom-block><script><custom-block s="remove key: %s in browser"><block s="reportListItem"><l>1</l><block var="item"/></block></custom-block></script></block></script></block></script></block-definition><block-definition s="remove key: %&apos;key&apos; in browser" type="command" category="other"><header></header><code></code><translations>ca:esborra clau: _ del navegador&#xD;pl:usuń klucz: _ w przeglądarce&#xD;</translations><inputs><input type="%s"></input></inputs><script><block s="doApplyExtension"><l>db_remove(key)</l><list><block var="key"/></list></block></script></block-definition><block-definition s="get value from key: %&apos;key&apos; in browser" type="reporter" category="other"><comment x="0" y="0" w="199.33333333333334" collapsed="false">Reports the value previously stored under&#xD;the input key in the browser&apos;s local storage.&#xD;Reports False if the key is not found.</comment><header></header><code></code><translations>ca:obté valor de clau: _ al navegador&#xD;pl:pobierz wartość z klucza: _ w przeglądarce&#xD;</translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>db_get(key)</l><list><block var="key"/></list></block></block></script></block-definition><block-definition s="store key: %&apos;key&apos; value: %&apos;value&apos; in browser" type="command" category="other"><header></header><code></code><translations>ca:desa clau: _ amb valor: _ al navegador&#xD;pl:przechowaj klucz: _ wartość: _ w przeglądarce&#xD;</translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doApplyExtension"><l>db_store(key, val)</l><list><block var="key"/><block var="value"/></list></block></script></block-definition><block-definition s="text %&apos;text&apos; %&apos;size&apos;" type="command" category="jetBLOX 01"><header></header><code></code><translations></translations><inputs><input type="%txt" initial="1">000</input><input type="%s" initial="1">24</input></inputs><script><custom-block s="PUSH %s"><l>1</l></custom-block><block s="turn"><l>90</l></block><block s="up"></block><block s="write"><block var="text"/><block var="size"/></block><custom-block s="POP %s"><l>1</l></custom-block></script></block-definition><block-definition s="POP %&apos;R&apos;" type="command" category="jetBLOX 01"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="up"></block><block s="setXPosition"><block s="reportListItem"><l>1</l><block s="reportListItem"><block var="R"/><block var="POS"/></block></block></block><block s="setYPosition"><block s="reportListItem"><l>2</l><block s="reportListItem"><block var="R"/><block var="POS"/></block></block></block><block s="setHeading"><block s="reportListItem"><l><option>last</option></l><block s="reportListItem"><block var="R"/><block var="POS"/></block></block></block><block s="down"></block></script></block-definition><block-definition s="PUSH %&apos;XX&apos;" type="command" category="jetBLOX 01"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIf"><block s="reportNot"><custom-block s="does var %s exist?"><l>POS</l></custom-block></block><script><custom-block s="create %s var %mult%txt"><l>global</l><list><l>POS</l></list></custom-block><block s="doSetVar"><l>POS</l><block s="reportNewList"><list><block s="reportNewList"><list><l></l></list></block><block s="reportNewList"><list><l></l></list></block><block s="reportNewList"><list><l></l></list></block><block s="reportNewList"><list><l></l></list></block></list></block></block></script><list></list></block><block s="doReplaceInList"><block var="XX"/><block var="POS"/><block s="reportNewList"><list><block s="xPosition"></block><block s="yPosition"></block><block s="direction"></block></list></block></block></script></block-definition><block-definition s="does var %&apos;name&apos; exist?" type="predicate" category="variables"><comment x="0" y="0" w="146" collapsed="false">This block reports &quot;true&quot; if there is a variable with this given name (input slot) in that context.&#xD;&#xD;It can be a global, sprite or script variable.&#xD;&#xD;Otherwise it reports &quot;false&quot;.</comment><header></header><code></code><translations>pt:a variável _ existe&#xD;ca:existeix la variable _ ?&#xD;es:existe la variable _ ?&#xD;de:existiert var _ ?&#xD;</translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>varName</l><l>proc</l></list><l>if ((typeof varName) != "string" || varName === "") {&#xD;    throw new Error("name isn&apos;t a string: " + varName);&#xD;}&#xD;return proc.homeContext.variables.silentFind(varName)? true:false;</l></block><list><block var="name"/></list></block></block></script></block-definition><block-definition s="create %&apos;scope&apos; var %&apos;names&apos;" type="command" category="variables"><comment x="0" y="0" w="146" collapsed="false">This block creates  new variables on the selected scope: global (for all sprites), sprite (for this sprite only) or script (only for that blocks stack) with the names given (in &apos;names&apos; list).&#xD;&#xD;If there is already a variable with that name in that scope, it does nothing: no errors and no overwrites.</comment><header></header><code></code><translations>pt:cria as variáveis _ _&#xD;ca:crea les _ variables _&#xD;es:crear las _ variables _&#xD;de:erstellen _ var _&#xD;</translations><inputs><input type="%s" readonly="true">global<options>global&#xD;sprite&#xD;script</options></input><input type="%mult%txt"></input></inputs><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="scope"/><l>script</l></list></block><script><block s="doForEach"><l>each item</l><block var="names"/><script><block s="doRun"><block s="reportJSFunction"><list><l>varName</l><l>proc</l></list><l>if ((typeof varName) != "string" || varName === "") {&#xD;    throw new Error("name isn&apos;t a string: " + varName);&#xD;}&#xD;if (!proc.homeContext.variables.vars[varName]) proc.homeContext.variables.addVar(varName);</l></block><list><block var="each item"/></list></block></script></block></script><script><block s="doDeclareVariables"><list><l>global</l></list></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="scope"/><l>sprite</l></list></block><script><block s="doSetVar"><l>global</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><script><block s="doSetVar"><l>global</l><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block><block s="doForEach"><l>each item</l><block var="names"/><script><block s="doRun"><block s="reportJSFunction"><list><l>varName</l><l>global</l><l>proc</l></list><l>if ((typeof varName) != "string" || varName === "") {&#xD;    throw new Error("name isn&apos;t a string: " + varName);&#xD;}&#xD;if (global &amp;&amp; !proc.homeContext.variables.parentFrame.parentFrame.vars[varName]) this.addVariable(varName, true);&#xD;if (!global &amp;&amp; !proc.homeContext.variables.parentFrame.vars[varName]) this.addVariable(varName, false);</l></block><list><block var="each item"/><block var="global"/></list></block></script></block><block s="doRun"><block s="reportJSFunction"><list></list><l>var ide = this.parentThatIsA(IDE_Morph);&#xD;ide.flushBlocksCache(&apos;variables&apos;); // b/c of inheritance&#xD;ide.refreshPalette();</l></block><list></list></block></script></block></script></block-definition><block-definition s="JUMPTO %&apos;XY&apos;" type="command" category="jetBLOX 01"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="up"></block><block s="doGotoObject"><block var="XY"/></block><block s="down"></block></script></block-definition><block-definition s="saveCOLOR %&apos;INCOMING&apos;" type="command" category="jetBLOX 01"><header></header><code></code><translations></translations><inputs><input type="%upvar"></input></inputs><script><block s="doSetVar"><l>INCOMING</l><block s="getPenAttribute"><l><option>r-g-b-a</option></l></block></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="800" height="800" costume="0" color="24,0,68,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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</pentrails><costumes><list struct="atomic" id="413"></list></costumes><sounds><list struct="atomic" id="414"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-120" y="-363" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,244,230,1" pen="middle" id="419"><costumes><list struct="atomic" id="420"></list></costumes><sounds><list struct="atomic" id="421"></list></sounds><blocks></blocks><variables></variables><scripts><script x="53.71428571428572" y="63.14285714285717"><block s="receiveGo"></block><block s="doSetGlobalFlag"><l><option>turbo mode</option></l><l><bool>true</bool></l></block><block s="setHeading"><l>-90</l></block><block s="up"><comment w="142" collapsed="false">Cesaro Pentagram randomized</comment></block><block s="clear"></block><block s="show"></block><block s="setSize"><block s="reportDifference"><l>6</l><l></l></block></block><block s="gotoXY"><l>300</l><l>-222</l></block><block s="down"></block><block s="doDeclareVariables"><list><l>poly</l></list></block><block s="doSetVar"><l>poly</l><l>3</l></block><block s="doFor"><l>i</l><l>1</l><block var="poly"/><script><custom-block s="Cesaro length %n angle %n level %n parity %s"><l>600</l><block s="reportQuotient"><l>360</l><l>6</l></block><l>4</l><l>-1</l><comment w="90" collapsed="false">change poly, angle and parity for lotsa variations!!</comment></custom-block><block s="turn"><block s="reportQuotient"><l>360</l><block var="poly"/></block></block></script></block></script><script x="265" y="445"><custom-block s="%b %s %s ID %s"><l><bool>true</bool></l><l>-120</l><l>-363</l><l>189</l></custom-block></script></scripts></sprite></sprites></stage><variables><variable name="POS"><list id="475"><item><list struct="atomic" id="476">-120,-363,0</list></item><item><list struct="atomic" id="477">-199.99999999999977,433.33333333333326,0</list></item><item><list struct="atomic" id="478"></list></item><item><list struct="atomic" id="479"></list></item></list></variable></variables></scene></scenes></project><media name="Cesaro Pentagram JET" app="Snap! 10, https://snap.berkeley.edu" version="2"></media></snapdata>