<snapdata remixID="14071424"><project name="Gigantic Numbers Library" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"><notes>Want to get a calculation of bigger values, but unable to get it because of Snap! saying Infinity? Well, this is due to JavaScript limitations. You can use the Gigantic Numbers Library from this project if you want to get bigger numbers.&#xD;&#xD;It works by using base-10 logarithm. While this allows bigger numbers it&apos;s not that efficient, because of 64-bit integer limitations, only allowing 2^64 possible big numbers.&#xD;&#xD;To use, See Code &gt; File &gt; Export blocks...</notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Gigantic Numbers Library"><notes>Want to get a calculation of bigger values, but unable to get it because of Snap! saying Infinity? Well, this is due to JavaScript limitations. You can use the Gigantic Numbers Library from this project if you want to get bigger numbers.&#xD;&#xD;It works by using base-10 logarithm. While this allows bigger numbers it&apos;s not that efficient, because of 64-bit integer limitations, only allowing 2^64 possible big numbers.&#xD;&#xD;To use, See Code &gt; File &gt; Export blocks...</notes><palette><category name="Gigantic Numbers Library" color="67,245,0,1"/></palette><hidden></hidden><headers></headers><code></code><blocks><block-definition s="%&apos;n&apos; e %&apos;exp&apos;" type="reporter" category="Gigantic Numbers Library"><comment x="0" y="0" w="152.876953125" collapsed="false">Create a gigantic.</comment><header></header><code></code><translations></translations><inputs><input type="%n" initial="1">1</input><input type="%n" initial="1">0</input></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportNewList"><list><l>negative</l><block s="reportVariadicLessThan"><list><block var="n"/><l>0</l></list></block></list></block><block s="reportNewList"><list><l>exp</l><block s="reportVariadicSum"><list><block var="exp"/><block s="reportMonadic"><l><option>log</option></l><block s="reportMonadic"><l><option>abs</option></l><block var="n"/></block></block></list></block></list></block></list></block></block></script></block-definition><block-definition s="number %&apos;number&apos; $arrowRight gigantic" type="reporter" category="Gigantic Numbers Library" space="true"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1"></input></inputs><script><block s="doIfElse"><block s="reportVariadicLessThan"><list><block var="number"/><l>0</l></list></block><script><block s="doReport"><custom-block s="%n e %n"><l>-1</l><block s="reportMonadic"><l><option>log</option></l><block s="reportMonadic"><l><option>neg</option></l><block var="number"/></block></block></custom-block></block></script><script><block s="doReport"><custom-block s="%n e %n"><l>1</l><block s="reportMonadic"><l><option>log</option></l><block var="number"/></block></custom-block></block></script></block></script><scripts><script x="94.9951171875" y="244.66666666666674"><block s="reportMonadic"><l><option>neg</option></l><block s="reportMonadic"><l><option>10^</option></l><block s="reportModulus"><block s="reportMonadic"><l><option>log</option></l><block s="reportMonadic"><l><option>neg</option></l><block var="number"/></block></block><l>1</l></block></block></block></script><script x="72.9951171875" y="173.50000000000006"><block s="reportMonadic"><l><option>10^</option></l><block s="reportModulus"><block s="reportMonadic"><l><option>log</option></l><block var="number"/></block><l>1</l></block></block></script></scripts></block-definition><block-definition s="gigantic %&apos;gigantic&apos; $arrowRight number" type="reporter" category="Gigantic Numbers Library"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doIfElse"><block s="reportListItem"><l>negative</l><block var="gigantic"/></block><script><block s="doReport"><block s="reportMonadic"><l><option>neg</option></l><block s="reportMonadic"><l><option>10^</option></l><block s="reportListItem"><l>exp</l><block var="gigantic"/></block></block></block></block></script><script><block s="doReport"><block s="reportMonadic"><l><option>10^</option></l><block s="reportListItem"><l>exp</l><block var="gigantic"/></block></block></block></script></block></script></block-definition><block-definition s="gigantic %&apos;a&apos; + %&apos;b&apos;" type="reporter" category="Gigantic Numbers Library" space="true"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doReport"><custom-block s="gigantic %s − %s"><block var="a"/><block s="reportNewList"><list><block s="reportNewList"><list><l>negative</l><block s="reportNot"><block s="reportListItem"><l>negative</l><block var="b"/></block></block></list></block><block s="reportNewList"><list><l>exp</l><block s="reportListItem"><l>exp</l><block var="b"/></block></list></block></list></block></custom-block></block></script><scripts><script x="229.431640625" y="135.66666666666663"><block s="reportMonadic"><l><option>log</option></l><l>10</l></block></script></scripts></block-definition><block-definition s="gigantic %&apos;a&apos; − %&apos;b&apos;" type="reporter" category="Gigantic Numbers Library"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doDeclareVariables"><list><l>c</l></list></block><block s="doIf"><block s="reportVariadicAnd"><list><block s="reportVariadicEquals"><list><block s="reportListItem"><l>exp</l><block var="a"/></block><l>-Infinity</l></list></block><block s="reportVariadicEquals"><list><block s="reportListItem"><l>exp</l><block var="b"/></block><l>-Infinity</l></list></block></list></block><script><block s="doReport"><custom-block s="%n e %n"><l>0</l><l>0</l></custom-block></block></script><list></list></block><block s="doIfElse"><block s="reportListItem"><l>negative</l><block var="b"/></block><script><block s="doIfElse"><block s="reportListItem"><l>negative</l><block var="a"/></block><script><block s="doIfElse"><custom-block s="gigantic %s &lt; %s"><block var="a"/><block var="b"/></custom-block><script><block s="doSetVar"><l>c</l><block s="reportListItem"><l>exp</l><block var="a"/></block></block><block s="doReport"><custom-block s="%n e %n"><l>-1</l><block s="reportVariadicSum"><list><block s="reportMonadic"><l><option>log</option></l><block s="reportDifference"><block s="reportMonadic"><l><option>10^</option></l><block s="reportDifference"><block s="reportListItem"><l>exp</l><block var="a"/></block><block var="c"/></block></block><block s="reportMonadic"><l><option>10^</option></l><block s="reportDifference"><block s="reportListItem"><l>exp</l><block var="b"/></block><block var="c"/></block></block></block></block><block var="c"/></list></block></custom-block></block></script><script><block s="doSetVar"><l>c</l><block s="reportListItem"><l>exp</l><block var="b"/></block></block><block s="doReport"><custom-block s="%n e %n"><l>1</l><block s="reportVariadicSum"><list><block s="reportMonadic"><l><option>log</option></l><block s="reportDifference"><block s="reportMonadic"><l><option>10^</option></l><block s="reportDifference"><block s="reportListItem"><l>exp</l><block var="b"/></block><block var="c"/></block></block><block s="reportMonadic"><l><option>10^</option></l><block s="reportDifference"><block s="reportListItem"><l>exp</l><block var="a"/></block><block var="c"/></block></block></block></block><block var="c"/></list></block></custom-block></block></script></block></script><script><block s="doIfElse"><custom-block s="gigantic %s &lt; %s"><block var="a"/><block var="b"/></custom-block><script><block s="doSetVar"><l>c</l><block s="reportListItem"><l>exp</l><block var="b"/></block></block><block s="doReport"><custom-block s="%n e %n"><l>-1</l><block s="reportVariadicSum"><list><block s="reportMonadic"><l><option>log</option></l><block s="reportVariadicSum"><list><block s="reportMonadic"><l><option>10^</option></l><block s="reportDifference"><block s="reportListItem"><l>exp</l><block var="b"/></block><block var="c"/></block></block><block s="reportMonadic"><l><option>10^</option></l><block s="reportDifference"><block s="reportListItem"><l>exp</l><block var="a"/></block><block var="c"/></block></block></list></block></block><block var="c"/></list></block></custom-block></block></script><script><block s="doSetVar"><l>c</l><block s="reportListItem"><l>exp</l><block var="a"/></block></block><block s="doReport"><custom-block s="%n e %n"><l>1</l><block s="reportVariadicSum"><list><block s="reportMonadic"><l><option>log</option></l><block s="reportVariadicSum"><list><block s="reportMonadic"><l><option>10^</option></l><block s="reportDifference"><block s="reportListItem"><l>exp</l><block var="a"/></block><block var="c"/></block></block><block s="reportMonadic"><l><option>10^</option></l><block s="reportDifference"><block s="reportListItem"><l>exp</l><block var="b"/></block><block var="c"/></block></block></list></block></block><block var="c"/></list></block></custom-block></block></script></block></script></block></script><script><block s="doIfElse"><block s="reportListItem"><l>negative</l><block var="a"/></block><script><block s="doIfElse"><custom-block s="gigantic %s &lt; %s"><block var="a"/><block var="b"/></custom-block><script><block s="doSetVar"><l>c</l><block s="reportListItem"><l>exp</l><block var="a"/></block></block><block s="doReport"><custom-block s="%n e %n"><l>-1</l><block s="reportVariadicSum"><list><block s="reportMonadic"><l><option>log</option></l><block s="reportVariadicSum"><list><block s="reportMonadic"><l><option>10^</option></l><block s="reportDifference"><block s="reportListItem"><l>exp</l><block var="a"/></block><block var="c"/></block></block><block s="reportMonadic"><l><option>10^</option></l><block s="reportDifference"><block s="reportListItem"><l>exp</l><block var="b"/></block><block var="c"/></block></block></list></block></block><block var="c"/></list></block></custom-block></block></script><script><block s="doSetVar"><l>c</l><block s="reportListItem"><l>exp</l><block var="b"/></block></block><block s="doReport"><custom-block s="%n e %n"><l>1</l><block s="reportVariadicSum"><list><block s="reportMonadic"><l><option>log</option></l><block s="reportVariadicSum"><list><block s="reportMonadic"><l><option>10^</option></l><block s="reportDifference"><block s="reportListItem"><l>exp</l><block var="b"/></block><block var="c"/></block></block><block s="reportMonadic"><l><option>10^</option></l><block s="reportDifference"><block s="reportListItem"><l>exp</l><block var="a"/></block><block var="c"/></block></block></list></block></block><block var="c"/></list></block></custom-block></block></script></block></script><script><block s="doIfElse"><custom-block s="gigantic %s &lt; %s"><block var="a"/><block var="b"/></custom-block><script><block s="doSetVar"><l>c</l><block s="reportListItem"><l>exp</l><block var="b"/></block></block><block s="doReport"><custom-block s="%n e %n"><l>-1</l><block s="reportVariadicSum"><list><block s="reportMonadic"><l><option>log</option></l><block s="reportDifference"><block s="reportMonadic"><l><option>10^</option></l><block s="reportDifference"><block s="reportListItem"><l>exp</l><block var="b"/></block><block var="c"/></block></block><block s="reportMonadic"><l><option>10^</option></l><block s="reportDifference"><block s="reportListItem"><l>exp</l><block var="a"/></block><block var="c"/></block></block></block></block><block var="c"/></list></block></custom-block></block></script><script><block s="doSetVar"><l>c</l><block s="reportListItem"><l>exp</l><block var="a"/></block></block><block s="doReport"><custom-block s="%n e %n"><l>1</l><block s="reportVariadicSum"><list><block s="reportMonadic"><l><option>log</option></l><block s="reportDifference"><block s="reportMonadic"><l><option>10^</option></l><block s="reportDifference"><block s="reportListItem"><l>exp</l><block var="a"/></block><block var="c"/></block></block><block s="reportMonadic"><l><option>10^</option></l><block s="reportDifference"><block s="reportListItem"><l>exp</l><block var="b"/></block><block var="c"/></block></block></block></block><block var="c"/></list></block></custom-block></block></script></block></script></block></script></block></script><scripts><script x="198.431640625" y="52.66666666666657"><block s="reportMonadic"><l><option>log</option></l><l>10</l></block></script><script x="273.7451171875" y="731.3333333333323"><block s="reportMonadic"><l><option>abs</option></l><l>10</l></block></script></scripts></block-definition><block-definition s="gigantic %&apos;a&apos; × %&apos;b&apos;" type="reporter" category="Gigantic Numbers Library"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doReport"><custom-block s="%n e %n"><block s="reportIfElse"><block s="reportModulus"><block s="reportVariadicSum"><list><block s="reportListItem"><l>negative</l><block var="a"/></block><block s="reportListItem"><l>negative</l><block var="b"/></block></list></block><l>2</l></block><l>-1</l><l>1</l></block><block s="reportVariadicSum"><list><block s="reportListItem"><l>exp</l><block var="a"/></block><block s="reportListItem"><l>exp</l><block var="b"/></block></list></block></custom-block></block></script></block-definition><block-definition s="gigantic %&apos;a&apos; / %&apos;b&apos;" type="reporter" category="Gigantic Numbers Library"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doReport"><custom-block s="%n e %n"><block s="reportIfElse"><block s="reportModulus"><block s="reportVariadicSum"><list><block s="reportListItem"><l>negative</l><block var="a"/></block><block s="reportListItem"><l>negative</l><block var="b"/></block></list></block><l>2</l></block><l>-1</l><l>1</l></block><block s="reportDifference"><block s="reportListItem"><l>exp</l><block var="a"/></block><block s="reportListItem"><l>exp</l><block var="b"/></block></block></custom-block></block></script></block-definition><block-definition s="gigantic %&apos;a&apos; ^ %&apos;b&apos;" type="reporter" category="Gigantic Numbers Library"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doReport"><custom-block s="%n e %n"><block s="reportIfElse"><block s="reportListItem"><l>negative</l><block var="a"/></block><l>-1</l><l>1</l></block><block s="reportVariadicProduct"><list><block s="reportListItem"><l>exp</l><block var="a"/></block><block s="reportVariadicProduct"><list><block s="reportIfElse"><block s="reportListItem"><l>negative</l><block var="b"/></block><l>-1</l><l>1</l></block><block s="reportMonadic"><l><option>10^</option></l><block s="reportListItem"><l>exp</l><block var="b"/></block></block></list></block></list></block></custom-block></block></script></block-definition><block-definition s="gigantic %&apos;a&apos; &lt; %&apos;b&apos;" type="predicate" category="Gigantic Numbers Library" space="true"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doIf"><block s="reportVariadicAnd"><list><block s="reportListItem"><l>negative</l><block var="a"/></block><block s="reportListItem"><l>negative</l><block var="b"/></block></list></block><script><block s="doReport"><block s="reportVariadicGreaterThan"><list><block s="reportListItem"><l>exp</l><block var="a"/></block><block s="reportListItem"><l>exp</l><block var="b"/></block></list></block></block></script><list><block s="reportVariadicAnd"><list><block s="reportNot"><block s="reportListItem"><l>negative</l><block var="a"/></block></block><block s="reportListItem"><l>negative</l><block var="b"/></block></list></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><block s="reportVariadicAnd"><list><block s="reportListItem"><l>negative</l><block var="a"/></block><block s="reportNot"><block s="reportListItem"><l>negative</l><block var="b"/></block></block></list></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><l><bool>true</bool></l><script><block s="doReport"><block s="reportVariadicLessThan"><list><block s="reportListItem"><l>exp</l><block var="a"/></block><block s="reportListItem"><l>exp</l><block var="b"/></block></list></block></block></script></list></block></script></block-definition><block-definition s="gigantic %&apos;a&apos; &gt; %&apos;b&apos;" type="predicate" category="Gigantic Numbers Library"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doIf"><block s="reportVariadicAnd"><list><block s="reportListItem"><l>negative</l><block var="a"/></block><block s="reportListItem"><l>negative</l><block var="b"/></block></list></block><script><block s="doReport"><block s="reportVariadicLessThan"><list><block s="reportListItem"><l>exp</l><block var="a"/></block><block s="reportListItem"><l>exp</l><block var="b"/></block></list></block></block></script><list><block s="reportVariadicAnd"><list><block s="reportNot"><block s="reportListItem"><l>negative</l><block var="a"/></block></block><block s="reportListItem"><l>negative</l><block var="b"/></block></list></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><block s="reportVariadicAnd"><list><block s="reportListItem"><l>negative</l><block var="a"/></block><block s="reportNot"><block s="reportListItem"><l>negative</l><block var="b"/></block></block></list></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><l><bool>true</bool></l><script><block s="doReport"><block s="reportVariadicGreaterThan"><list><block s="reportListItem"><l>exp</l><block var="a"/></block><block s="reportListItem"><l>exp</l><block var="b"/></block></list></block></block></script></list></block></script></block-definition><block-definition s="gigantic %&apos;a&apos; = %&apos;b&apos;" type="predicate" category="Gigantic Numbers Library"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doReport"><block s="reportVariadicEquals"><list><block var="a"/><block var="b"/></list></block></block></script></block-definition><block-definition s="gigantic sqrt %&apos;n&apos;" type="reporter" category="Gigantic Numbers Library" space="true"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doIfElse"><block s="reportListItem"><l>negative</l><block var="n"/></block><script><block s="doReport"><block s="reportMonadic"><l><option>sqrt</option></l><l>-1</l></block></block></script><script><block s="doReport"><custom-block s="%n e %n"><l>1</l><block s="reportQuotient"><block s="reportListItem"><l>exp</l><block var="n"/></block><l>2</l></block></custom-block></block></script></block></script></block-definition><block-definition s="format gigantic %&apos;n&apos;" type="reporter" category="Gigantic Numbers Library" space="true"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicLessThan"><list><block s="reportListItem"><l>exp</l><block var="n"/></block><l>15</l></list></block><block s="reportVariadicGreaterThan"><list><block s="reportListItem"><l>exp</l><block var="n"/></block><l>-4</l></list></block></list></block><script><block s="doReport"><block s="reportVariadicProduct"><list><block s="reportIfElse"><block s="reportListItem"><l>negative</l><block var="n"/></block><l>-1</l><l>1</l></block><block s="reportMonadic"><l><option>10^</option></l><block s="reportListItem"><l>exp</l><block var="n"/></block></block></list></block></block></script><script><block s="doReport"><block s="reportJoinWords"><list><block s="reportIfElse"><block s="reportListItem"><l>negative</l><block var="n"/></block><l>-</l><l></l></block><block s="reportMonadic"><l><option>10^</option></l><block s="reportModulus"><block s="reportListItem"><l>exp</l><block var="n"/></block><l>1</l></block></block><l>e</l><block s="reportMonadic"><l><option>floor</option></l><block s="reportListItem"><l>exp</l><block var="n"/></block></block></list></block></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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="997"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="998"></list></costumes><sounds><list struct="atomic" id="999"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="3.1999053955078125" y="-75" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" hidden="true" costume="0" color="0,0,0,1" pen="tip" id="1004"><costumes><list struct="atomic" id="1005"></list></costumes><sounds><list struct="atomic" id="1006"></list></sounds><blocks></blocks><variables></variables><scripts><script x="109" y="10"><block s="receiveGo"></block><block s="hide"></block><block s="clear"></block><block s="setColor"><color>0,0,0,1</color></block><block s="gotoXY"><l>-220</l><l>130</l></block><block s="write"><l>Gigantic Numbers Library</l><l>26</l></block><block s="gotoXY"><l>-220</l><l>90</l></block><block s="write"><l>Normally, if you want to get the exponent of 2^10000,</l><l>12</l></block><block s="gotoXY"><l>-220</l><l>75</l></block><block s="write"><l>you&apos;ll get Infinity instead of the actual value.</l><l>12</l></block><block s="gotoXY"><l>-220</l><l>45</l></block><block s="write"><block s="reportPower"><l>2</l><l>10000</l></block><l>24</l></block><block s="gotoXY"><l>-220</l><l>15</l></block><block s="write"><l>This is due to JavaScript limitations. Now, with the</l><l>12</l></block><block s="gotoXY"><l>-220</l><l>0</l></block><block s="write"><l>Gigantic Numbers Library, you can get the actual</l><l>12</l></block><block s="gotoXY"><l>-220</l><l>-15</l></block><block s="write"><l>number for 2^10000.</l><l>12</l></block><block s="gotoXY"><l>-220</l><l>-45</l></block><block s="write"><custom-block s="format gigantic %s"><custom-block s="gigantic %s ^ %s"><custom-block s="number %n $arrowRight gigantic"><l>2</l></custom-block><custom-block s="number %n $arrowRight gigantic"><l>10000</l></custom-block></custom-block></custom-block><l>24</l></block><block s="gotoXY"><l>-220</l><l>-75</l></block><block s="write"><l>See notes for more information.</l><l>12</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Gigantic Numbers Library" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"></media></snapdata>