<snapdata remixID="12029750"><project name="TennisGame" app="Snap! 7, https://snap.berkeley.edu" 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SciSnap! globals"><comment x="0" y="0" w="143.1691406249999" collapsed="false">Initialization of SciSnap!</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/SciSnapExtensions.js</l></list></block><block s="doWarp"><script><block s="doApplyExtension"><l>SciS_addMenuItemForSciSnapManuals()</l><list></list></block><custom-block s="Switch to SciSnap! logo"></custom-block><custom-block s="set SciSnap! global variables and properties"></custom-block><block s="doApplyExtension"><l>SciS_setvalue(which,value)</l><list><l>Stage size</l><block s="reportNewList"><list><l>800</l><l>600</l></list></block></list></block><block s="doSwitchToCostume"><l>HilbertoLeft</l><comment w="90" collapsed="false">... if sprite Hilberto is available.</comment></block></script></block></script><scripts><script x="319" y="43.800000000000125"><block s="doApplyExtension"><l>src_load(url)</l><list><l>https://emu-online.de/SciSnapExtensions.js</l></list><comment w="90" collapsed="false">alternative server</comment></block></script></scripts></block-definition><block-definition s="set SciSnap! global variables and properties" type="command" category="1. SciSnap! globals"><comment x="0" y="0" w="220.79868031547676" collapsed="false">Creates global variables &quot;SciSnap!Properties&quot;, &quot;SciSnap!Data&quot;, and &quot;SciSnap!Messages&quot;. &#xD;Sets the default values of global SciSnap!-properties for items&#xD;typeOfData&#xD;width&#xD;height&#xD;minValue&#xD;maxValue&#xD;columns&#xD;rows&#xD;maxSetValue</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doWarp"><script><block s="doApplyExtension"><l>var_declare(scope, name)</l><list><l>global</l><l>SciSnap!Properties</l></list></block><block s="doApplyExtension"><l>var_declare(scope, name)</l><list><l>global</l><l>SciSnap!Data</l></list></block><block s="doApplyExtension"><l>var_declare(scope, name)</l><list><l>global</l><l>SciSnap!Messages</l></list></block><block s="doSetVar"><l>SciSnap!Properties</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>SciSnap!Messages</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>SciSnap!Data</l><block s="reportNewList"><list></list></block></block><custom-block s="set SciSnap! global property %s to %s"><l>typeOfData</l><l>not set</l></custom-block><custom-block s="set SciSnap! global property %s to %s"><l>width</l><l>not set</l></custom-block><custom-block s="set SciSnap! global property %s to %s"><l>height</l><l>not set</l></custom-block><custom-block s="set SciSnap! global property %s to %s"><l>minValue</l><l>not set</l></custom-block><custom-block s="set SciSnap! global property %s to %s"><l>maxValue</l><l>not set</l></custom-block><custom-block s="set SciSnap! global property %s to %s"><l>columns</l><l>0</l></custom-block><custom-block s="set SciSnap! global property %s to %s"><l>rows</l><l>0</l></custom-block><custom-block s="set SciSnap! global property %s to %s"><l>maxSetValue</l><l>500</l></custom-block></script></block></script></block-definition><block-definition s="SciSnap! global property %&apos;name&apos;" type="reporter" category="1. SciSnap! globals"><comment x="0" y="0" w="183.33333333333337" collapsed="false">Returns the value of an existing global SciSnap!-property or &quot;not found&quot;.&#xD;&#xD;Items:&#xD;typeOfData&#xD;width&#xD;height&#xD;minValue&#xD;maxValue&#xD;columns&#xD;rows&#xD;maxSetValue</comment><header></header><code></code><translations></translations><inputs><input type="%s">minValue<options>typeOfData&#xD;width&#xD;height&#xD;minValue&#xD;maxValue&#xD;columns&#xD;rows&#xD;maxSetValue</options></input></inputs><script><block s="doDeclareVariables"><list><l>result</l><l>h</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>result</l><l>not found</l></block><block s="doSetVar"><l>name</l><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="name"/><l> </l></block></block></block><block s="doSetVar"><l>h</l><block s="reportMap"><block s="reifyReporter"><script><block s="doIf"><block s="reportEquals"><block var="name"/><block s="reportListItem"><l>1</l><l/></block></block><script><block s="doSetVar"><l>result</l><block s="reportListItem"><l>2</l><l/></block></block></script></block><block s="doReport"><l></l></block></script><list></list></block><block var="SciSnap!Properties"/></block></block><block s="doReport"><block var="result"/></block></script></block></script></block-definition><block-definition s="set SciSnap! global property %&apos;name&apos; to %&apos;value&apos;" type="command" category="1. SciSnap! globals"><comment x="0" y="0" w="167.5" collapsed="false">Sets the value of an existing global SciSnap!-property or inserts it anew.&#xD;&#xD;Items:&#xD;typeOfData&#xD;width&#xD;height&#xD;minValue&#xD;maxValue&#xD;columns&#xD;rows&#xD;maxSetValue</comment><header></header><code></code><translations></translations><inputs><input type="%s">minValue<options>typeOfData&#xD;width&#xD;height&#xD;minValue&#xD;maxValue&#xD;columns&#xD;rows&#xD;maxSetValue</options></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>done</l><l>h</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>name</l><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="name"/><l> </l></block></block></block><block s="doSetVar"><l>done</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doSetVar"><l>h</l><block s="reportMap"><block s="reifyReporter"><script><block s="doIf"><block s="reportEquals"><block var="name"/><block s="reportListItem"><l>1</l><l/></block></block><script><block s="doReplaceInList"><l>2</l><l/><block var="value"/></block><block s="doSetVar"><l>done</l><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block><block s="doReport"><l></l></block></script><list></list></block><block var="SciSnap!Properties"/></block></block><block s="doIf"><block s="reportNot"><block var="done"/></block><script><block s="doAddToList"><block s="reportNewList"><list><block var="name"/><block var="value"/></list></block><block var="SciSnap!Properties"/></block></script></block></script></block></script></block-definition><block-definition s="show global message title: %&apos;title&apos; $nl message: %&apos;message&apos;" type="command" category="1. SciSnap! globals"><comment x="0" y="0" w="172" collapsed="false">Shows the message with headline in the middle of the window.</comment><header></header><code></code><translations></translations><inputs><input type="%txt">headline</input><input type="%txt">theMessage</input></inputs><script><block s="doApplyExtension"><l>SciS_showmessage(title,message)</l><list><block s="reportJoinWords"><list><block var="title"/><l></l></list></block><block s="reportJoinWords"><list><block var="message"/><l></l></list></block></list></block></script></block-definition><block-definition s="report SciSnap! error %&apos;errortext&apos;" type="command" category="1. SciSnap! globals"><comment x="0" y="0" w="189.5" collapsed="false">Adds a new entry to SciSnap!Messages and shows the error message.</comment><header></header><code></code><translations></translations><inputs><input type="%txt">something wrong!</input></inputs><script><block s="doAddToList"><block var="errortext"/><block var="SciSnap!Messages"/></block><block s="doIfElse"><block s="reportEquals"><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><l>Stage</l></block></block><script><custom-block s="show global message title: %txt %br message: %txt"><l>ERROR:</l><block var="errortext"/></custom-block></script><script><block s="doSayFor"><block var="errortext"/><l>1</l></block></script></block></script></block-definition><block-definition s="copy of costume %&apos;costume&apos;" type="reporter" category="looks"><comment x="0" y="0" w="143.66666666666657" collapsed="false">Reports a copy of a costume.</comment><header></header><code></code><translations></translations><inputs><input type="%obj"></input></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>SciS_costumecopy(costume)</l><list><block var="costume"/></list></block></block></script></block-definition><block-definition s="costume of %&apos;sprite&apos;" type="reporter" category="looks"><comment x="0" y="0" w="154.1666666666665" collapsed="false">Reports the costume of a sprite.</comment><header></header><code></code><translations></translations><inputs><input type="%obj"></input></inputs><script><block s="doReport"><block s="reportAskFor"><block var="sprite"/><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>costume</option></l></block></autolambda><list></list></block><list></list></block></block></script></block-definition><block-definition s="random" type="reporter" category="operators"><comment x="0" y="0" w="204.38451443569573" collapsed="false">Returns a random number between 0 and 1.</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportRandom"><l>0.0000000000000000000001</l><l>1</l></block></block></script></block-definition><block-definition s="π" type="reporter" category="operators"><comment x="0" y="0" w="65.33333333333333" collapsed="false">Reports Pi.</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l>3.141592653589793</l></block></script></block-definition><block-definition s="e" type="reporter" category="operators"><comment x="0" y="0" w="122.33333333333326" collapsed="false">Reports Euler&apos;s number.</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportMonadic"><l><option>e^</option></l><l>1</l></block></block></script></block-definition><block-definition s="round %&apos;x&apos; to %&apos;n&apos; digits" type="reporter" category="operators"><comment x="0" y="0" w="127.00000000000001" collapsed="false">Rounds value x to n digits.</comment><header></header><code></code><translations></translations><inputs><input type="%n">1.2357</input><input type="%n">2</input></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportRound"><block s="reportVariadicProduct"><list><block var="x"/><block s="reportMonadic"><l><option>10^</option></l><block var="n"/></block></list></block></block><block s="reportMonadic"><l><option>10^</option></l><block var="n"/></block></block></block></script></block-definition><block-definition s="%&apos;n&apos; !" type="reporter" category="operators"><comment x="0" y="0" w="90" collapsed="false">Reports n faculty.</comment><header></header><code></code><translations></translations><inputs><input type="%n">5</input></inputs><script><block s="doWarp"><script><block s="doIf"><block s="reportLessThan"><block var="n"/><l>0</l></block><script><block s="doReport"><l>NaN</l></block></script></block><block s="doIfElse"><block s="reportEquals"><block var="n"/><l>0</l></block><script><block s="doReport"><l>1</l></block></script><script><block s="doReport"><block s="reportVariadicProduct"><list><block var="n"/><custom-block s="%n !"><block s="reportDifference"><block var="n"/><l>1</l></block></custom-block></list></block></block></script></block></script></block></script></block-definition><block-definition s="( %&apos;n&apos; ) $nl ( %&apos;k&apos; )" type="reporter" category="operators"><comment x="0" y="0" w="155.66666666666663" collapsed="false">Reports a binomial coefficient.</comment><header></header><code></code><translations></translations><inputs><input type="%n">5</input><input type="%n">3</input></inputs><script><block s="doDeclareVariables"><list><l>result</l></list></block><block s="doWarp"><script><block s="doIf"><block s="reportGreaterThan"><block s="reportVariadicProduct"><list><l>2</l><block var="k"/></list></block><block var="n"/></block><script><block s="doSetVar"><l>k</l><block s="reportDifference"><block var="n"/><block var="k"/></block></block></script></block><block s="doIf"><block s="reportLessThan"><block var="k"/><l>1</l></block><script><block s="doReport"><l>1</l></block></script></block><block s="doSetVar"><l>result</l><l>1</l></block><block s="doSetVar"><l>n</l><block s="reportVariadicSum"><list><block var="n"/><l>1</l></list></block></block><block s="doFor"><l>i</l><l>1</l><block var="k"/><script><block s="doSetVar"><l>result</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="result"/><block s="reportDifference"><block var="n"/><block var="i"/></block></list></block><block var="i"/></block></block></script></block><block s="doReport"><block var="result"/></block></script></block></script></block-definition><block-definition s="is %&apos;data&apos; a %&apos;choice&apos;" type="predicate" category="1. SciSnap! globals"><comment x="0" y="0" w="212.35029354207427" collapsed="false">Test on vector, matrix, table, predicate, interval, list of intervals, set, or complex-number.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%txt" readonly="true">vector<options>vector&#xD;transposed-vector&#xD;matrix&#xD;table&#xD;complex-number&#xD;complex-number-Cartesian-style&#xD;complex-number-polar-style&#xD;set&#xD;comparisonOperator&#xD;interval&#xD;listOfIntervals&#xD;numericalList</options></input></inputs><script><block s="doDeclareVariables"><list><l>width</l><l>result</l><l>dummy</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>choice</l><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="choice"/><l> </l></block></block></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>comparisonOperator</l></block><script><block s="doReport"><block s="reportListContainsItem"><block 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s="reportApplyExtension"><l>SciS_isMatrix(data)</l><list><block var="data"/></list></block></block></script></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>table</l></block><script><block s="doIf"><block s="reportEquals"><block var="data"/><block s="reportNewList"><list></list></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="data"/></block><l><option>list</option></l></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block><block s="doSetVar"><l>width</l><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="data"/></block></block></block><block s="doReport"><block s="reportApplyExtension"><l>SciS_isTable(data)</l><list><block var="data"/></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>interval</l></block><script><block s="doIf"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="data"/></block><l>4</l></block><script><block s="doReport"><block s="reportAnd"><block s="reportAnd"><block s="reportAnd"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="data"/></block><l><option>number</option></l></block><block s="reportIsA"><block s="reportListItem"><l>4</l><block var="data"/></block><l><option>number</option></l></block></block><block s="reportLessThanOrEquals"><block s="reportListItem"><l>1</l><block var="data"/></block><block s="reportListItem"><l>4</l><block var="data"/></block></block></block><block s="reportAnd"><block s="reportOr"><block s="reportEquals"><block s="reportListItem"><l>2</l><block var="data"/></block><l>≤</l></block><block s="reportEquals"><block s="reportListItem"><l>2</l><block var="data"/></block><l>&lt;</l></block></block><block s="reportOr"><block s="reportEquals"><block s="reportListItem"><l>3</l><block var="data"/></block><l>≤</l></block><block s="reportEquals"><block s="reportListItem"><l>3</l><block var="data"/></block><l>&lt;</l></block></block></block></block></block></script></block><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>listOfIntervals</l></block><script><block s="doIfElse"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="data"/></block><l>0</l></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><script><block s="doSetVar"><l>result</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doForEach"><l>item</l><block var="data"/><script><block s="doIf"><block s="reportNot"><custom-block s="is %s a %txt"><block var="item"/><l>interval</l></custom-block></block><script><block s="doSetVar"><l>result</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block><block s="doReport"><block var="result"/></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>set</l></block><script><block s="doIf"><block s="reportNot"><block s="reportAnd"><block s="reportEquals"><block s="reportListItem"><l>1</l><block var="data"/></block><l>set</l></block><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="data"/></block><l>5</l></block></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block><block s="doReport"><custom-block s="all of %mult%boolUE"><list><block s="reportIsA"><block s="reportListItem"><l>2</l><block var="data"/></block><l><option>Boolean</option></l></block><block s="reportIsA"><block s="reportListItem"><l>3</l><block var="data"/></block><l><option>list</option></l></block><block s="reportOr"><block s="reportEquals"><block s="reportListItem"><l>4</l><block var="data"/></block><block s="reportNewList"><list></list></block></block><custom-block s="is %s a %txt"><block s="reportListItem"><l>4</l><block var="data"/></block><l>listOfIntervals</l></custom-block></block><block s="reportOr"><block s="reportEquals"><block s="reportListItem"><l>5</l><block var="data"/></block><l></l></block><block s="reportIsA"><block s="reportListItem"><l>5</l><block var="data"/></block><l><option>predicate</option></l></block></block></list></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>numericalList</l></block><script><block s="doSetVar"><l>result</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doForEach"><l>item</l><block var="data"/><script><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="item"/><l><option>number</option></l></block></block><script><block s="doSetVar"><l>result</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doReport"><block var="result"/></block></script></block></script></block><block s="doReport"><block var="result"/></block></script></block><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script><scripts><script x="375.9951171875" y="1253.6666666666665"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportOr"><block s="reportNotEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="row"/></block><block var="width"/></block><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportIsA"><block var="value"/><l><option>number</option></l></block></block></autolambda><list><l>value</l></list></block><block var="row"/></block></block><l>0</l></block></block></autolambda><list><l>row</l></list></block><block var="data"/></block></block><l>0</l></block></script><script x="236" y="1856.8333333333328"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportNotEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="row"/></block><block var="width"/></block></autolambda><list><l>row</l></list></block><block var="data"/></block></block><l>0</l></block></script></scripts></block-definition><block-definition s="substring of %&apos;aString&apos; from %&apos;from&apos; to %&apos;to&apos;" type="reporter" category="operators"><comment x="0" y="0" w="141.66666666666669" collapsed="false">Reports a substring of a string.</comment><header></header><code></code><translations></translations><inputs><input type="%txt">thisString</input><input type="%n">1</input><input type="%n">4</input></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>SciS_substring(aString,from,to)</l><list><block var="aString"/><block var="from"/><block var="to"/></list></block></block></script></block-definition><block-definition s="delete %&apos;choice&apos; %&apos;substring&apos; in %&apos;aString&apos;" type="reporter" category="operators"><comment x="0" y="0" w="252.5" collapsed="false">Reports a string without first/all instances of substring.</comment><header></header><code></code><translations></translations><inputs><input type="%txt" readonly="true">all<options>all&#xD;first</options></input><input type="%txt">this</input><input type="%txt">thisString</input></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>SciS_delete(substring,aString,choice)</l><list><block var="substring"/><block var="aString"/><block var="choice"/></list></block></block></script></block-definition><block-definition s="upper case %&apos;aString&apos;" type="reporter" category="operators"><comment x="0" y="0" w="140.83333333333334" collapsed="false">Reports a string in upper case.</comment><header></header><code></code><translations></translations><inputs><input type="%s">thisString</input></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>SciS_uppercase(txt)</l><list><block var="aString"/></list></block></block></script></block-definition><block-definition s="lower case %&apos;aString&apos;" type="reporter" category="operators"><comment x="0" y="0" w="144.16666666666669" collapsed="false">Reports a string in lower case.</comment><header></header><code></code><translations></translations><inputs><input type="%s">ThisString</input></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>SciS_lowercase(txt)</l><list><block var="aString"/></list></block></block></script></block-definition><block-definition s="write text %&apos;theText&apos; to TXT-file %&apos;filename&apos;" type="command" category="operators"><comment x="0" y="0" w="116.14677103718192" collapsed="false">Stores a string in a file. </comment><header></header><code></code><translations></translations><inputs><input type="%txt">this text</input><input type="%txt">this file</input></inputs><script><block s="doIfElse"><block s="reportAnd"><block s="reportIsA"><block var="theText"/><l><option>text</option></l></block><block s="reportIsA"><block var="filename"/><l><option>text</option></l></block></block><script><block s="doApplyExtension"><l>SciS_writeToFile(data,filename)</l><list><block var="theText"/><block var="filename"/></list></block></script><script><custom-block s="report SciSnap! error %txt"><l>ERROR: text as data and filename required!</l></custom-block></script></block></script></block-definition><block-definition s="index of %&apos;substring&apos; in %&apos;aString&apos;" type="reporter" category="operators"><comment x="0" y="0" w="270" collapsed="false">Reports the index of first appearance of substring in string.</comment><header></header><code></code><translations></translations><inputs><input type="%txt">ring</input><input type="%txt">thisString</input></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>SciS_indexof(sub,txt)</l><list><block var="substring"/><block var="aString"/></list></block></block></script></block-definition><block-definition s="replace %&apos;choice&apos; %&apos;substring&apos; with %&apos;replacement&apos; in %&apos;aString&apos;" type="reporter" category="operators"><comment x="0" y="0" w="277.5" collapsed="false">Reports a string with replacement instead of substring.</comment><header></header><code></code><translations></translations><inputs><input type="%txt" readonly="true">all<options>all&#xD;first</options></input><input type="%txt">this</input><input type="%txt">that</input><input type="%txt">thisString</input></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>SciS_replace(substring,replacement,aString,choice)</l><list><block var="substring"/><block var="replacement"/><block var="aString"/><block var="choice"/></list></block></block></script></block-definition><block-definition s="datetime" type="reporter" category="sensing"><comment x="0" y="0" w="206" collapsed="false">Reports date and time in standard notation.</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>month</l><l>hour</l><l>minute</l><l>second</l><l>day</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>month</l><block s="reportDate"><l><option>month</option></l></block></block><block s="doIf"><block s="reportLessThan"><block var="month"/><l>10</l></block><script><block s="doSetVar"><l>month</l><block s="reportJoinWords"><list><l>0</l><block var="month"/></list></block></block></script></block><block s="doSetVar"><l>day</l><block s="reportDate"><l><option>date</option></l></block></block><block s="doIf"><block s="reportLessThan"><block var="day"/><l>10</l></block><script><block s="doSetVar"><l>day</l><block s="reportJoinWords"><list><l>0</l><block var="day"/></list></block></block></script></block><block s="doSetVar"><l>hour</l><block s="reportDate"><l><option>hour</option></l></block></block><block s="doIf"><block s="reportLessThan"><block var="hour"/><l>10</l></block><script><block s="doSetVar"><l>hour</l><block s="reportJoinWords"><list><l>0</l><block var="hour"/></list></block></block></script></block><block s="doSetVar"><l>minute</l><block s="reportDate"><l><option>minute</option></l></block></block><block s="doIf"><block s="reportLessThan"><block var="minute"/><l>10</l></block><script><block s="doSetVar"><l>minute</l><block s="reportJoinWords"><list><l>0</l><block var="minute"/></list></block></block></script></block><block s="doSetVar"><l>second</l><block s="reportDate"><l><option>second</option></l></block></block><block s="doIf"><block s="reportLessThan"><block var="second"/><l>10</l></block><script><block s="doSetVar"><l>second</l><block s="reportJoinWords"><list><l>0</l><block var="second"/></list></block></block></script></block><block s="doReport"><block s="reportJoinWords"><list><block s="reportDate"><l><option>year</option></l></block><l>-</l><block var="month"/><l>-</l><block var="day"/><l>T</l><block var="hour"/><l>:</l><block var="minute"/><l>:</l><block var="second"/></list></block></block></script></block></script></block-definition><block-definition s="datetime: %&apos;dt&apos; $arrowRight %&apos;time&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%txt"></input><input type="%txt" readonly="true">seconds today<options>Julian Date&#xD;decimal years&#xD;days this year&#xD;hours this year&#xD;minutes this year&#xD;seconds this year&#xD;hours today&#xD;minutes today&#xD;seconds today</options></input></inputs><script><block s="doDeclareVariables"><list><l>h</l><l>m</l><l>s</l><l>hms</l><l>separator</l><l>YYYY</l><l>MM</l><l>DD</l><l>YMD</l><l>monthdays</l><l>days</l><l>JD</l><l>jm</l><l>jy</l><l>i</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>monthdays</l><block s="reportNewList"><list><l>31</l><l>28</l><l>31</l><l>30</l><l>31</l><l>30</l><l>31</l><l>31</l><l>30</l><l>31</l><l>30</l><l>31</l></list></block></block><block s="doSetVar"><l>separator</l><custom-block s="index of %txt in %txt"><l>T</l><block var="dt"/></custom-block></block><block s="doIf"><block s="reportEquals"><block var="separator"/><l>0</l></block><script><block s="doSetVar"><l>separator</l><custom-block s="index of %txt in %txt"><l> </l><block var="dt"/></custom-block></block></script></block><block s="doSetVar"><l>YYYY</l><custom-block s="substring of %txt from %n to %n"><block var="dt"/><l>1</l><block s="reportDifference"><block var="separator"/><l>7</l></block></custom-block></block><block s="doSetVar"><l>MM</l><custom-block s="substring of %txt from %n to %n"><block var="dt"/><block s="reportDifference"><block var="separator"/><l>5</l></block><block s="reportDifference"><block var="separator"/><l>4</l></block></custom-block></block><block s="doSetVar"><l>DD</l><custom-block s="substring of %txt from %n to %n"><block var="dt"/><block s="reportDifference"><block var="separator"/><l>2</l></block><block s="reportDifference"><block var="separator"/><l>1</l></block></custom-block></block><block s="doSetVar"><l>h</l><custom-block s="substring of %txt from %n to %n"><block var="dt"/><block s="reportVariadicSum"><list><block var="separator"/><l>1</l></list></block><block s="reportVariadicSum"><list><block var="separator"/><l>2</l></list></block></custom-block></block><block s="doSetVar"><l>m</l><custom-block s="substring of %txt from %n to %n"><block var="dt"/><block s="reportVariadicSum"><list><block var="separator"/><l>4</l></list></block><block s="reportVariadicSum"><list><block var="separator"/><l>5</l></list></block></custom-block></block><block s="doSetVar"><l>s</l><custom-block s="substring of %txt from %n to %n"><block var="dt"/><block s="reportVariadicSum"><list><block var="separator"/><l>7</l></list></block><block s="reportStringSize"><block var="dt"/></block></custom-block></block><block s="doSetVar"><l>days</l><block var="DD"/></block><block s="doSetVar"><l>i</l><l>1</l></block><block s="doUntil"><block s="reportGreaterThan"><block var="i"/><block s="reportDifference"><block var="MM"/><l>1</l></block></block><script><block s="doChangeVar"><l>days</l><block s="reportListItem"><block var="i"/><block var="monthdays"/></block></block><block s="doChangeVar"><l>i</l><l>1</l></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportEquals"><block s="reportModulus"><block var="YYYY"/><l>4</l></block><l>0</l></block><block s="reportGreaterThan"><block var="MM"/><l>2</l></block></block><script><block s="doChangeVar"><l>days</l><l>1</l></block></script></block><block s="doIfElse"><block s="reportEquals"><block var="time"/><l>Julian Date</l></block><script><block s="doIf"><block s="reportLessThan"><block var="YYYY"/><l>0</l></block><script><block s="doChangeVar"><l>YYYY</l><l>1</l></block></script></block><block s="doIfElse"><block s="reportGreaterThan"><block var="MM"/><l>2</l></block><script><block s="doSetVar"><l>jy</l><block var="YYYY"/></block><block s="doSetVar"><l>jm</l><block s="reportVariadicSum"><list><block var="MM"/><l>1</l></list></block></block></script><script><block s="doSetVar"><l>jy</l><block s="reportDifference"><block var="YYYY"/><l>1</l></block></block><block s="doSetVar"><l>jm</l><block s="reportVariadicSum"><list><block var="MM"/><l>13</l></list></block></block></script></block><block s="doSetVar"><l>JD</l><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block s="reportMonadic"><l><option>floor</option></l><block s="reportVariadicProduct"><list><l>365.25</l><block var="jy"/></list></block></block><block s="reportMonadic"><l><option>floor</option></l><block s="reportVariadicProduct"><list><l>30.6001</l><block var="jm"/></list></block></block></list></block><block s="reportVariadicSum"><list><block var="DD"/><l>1720995</l></list></block></list></block></block><block s="doIf"><block s="reportGreaterThanOrEquals"><block s="reportVariadicSum"><list><block var="DD"/><block s="reportVariadicProduct"><list><l>31</l><block s="reportVariadicSum"><list><block var="MM"/><block s="reportVariadicProduct"><list><l>12</l><block var="YYYY"/></list></block></list></block></list></block></list></block><block s="reportVariadicSum"><list><l>15</l><block s="reportVariadicProduct"><list><l>31</l><block s="reportVariadicSum"><list><l>10</l><block s="reportVariadicProduct"><list><l>12</l><l>1582</l></list></block></list></block></list></block></list></block></block><script><block s="doChangeVar"><l>JD</l><block s="reportVariadicSum"><list><block s="reportDifference"><l>2</l><block s="reportMonadic"><l><option>floor</option></l><block s="reportVariadicProduct"><list><l>0.01</l><block var="jy"/></list></block></block></block><block s="reportMonadic"><l><option>floor</option></l><block s="reportVariadicProduct"><list><block s="reportVariadicProduct"><list><l>0.01</l><l>0.25</l></list></block><block var="jy"/></list></block></block></list></block></block></script></block><block s="doReport"><block s="reportVariadicSum"><list><block var="JD"/><block s="reportQuotient"><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block s="reportDifference"><block var="h"/><l>12</l></block><block s="reportQuotient"><block var="m"/><l>60</l></block></list></block><block s="reportQuotient"><block var="s"/><l>3600</l></block></list></block><l>24</l></block></list></block></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="time"/><l>decimal years</l></block><script><block s="doReport"><block s="reportVariadicSum"><list><block var="YYYY"/><block s="reportQuotient"><block s="reportVariadicSum"><list><block var="days"/><block s="reportQuotient"><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block var="h"/><block s="reportQuotient"><block var="m"/><l>60</l></block></list></block><block s="reportQuotient"><block var="s"/><l>3600</l></block></list></block><l>24</l></block></list></block><l>365.252199</l></block></list></block></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="time"/><l>days this year</l></block><script><block s="doReport"><block s="reportVariadicSum"><list><block var="days"/><block s="reportQuotient"><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block var="h"/><block s="reportQuotient"><block var="m"/><l>60</l></block></list></block><block s="reportQuotient"><block var="s"/><l>3600</l></block></list></block><l>24</l></block></list></block></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="time"/><l>hours this year</l></block><script><block s="doReport"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>24</l><block var="days"/></list></block><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block var="h"/><block s="reportQuotient"><block var="m"/><l>60</l></block></list></block><block s="reportQuotient"><block var="s"/><l>3600</l></block></list></block></list></block></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="time"/><l>minutes this year</l></block><script><block s="doReport"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportVariadicProduct"><list><l>24</l><l>60</l></list></block><block var="days"/></list></block><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block var="h"/><l>60</l></list></block><block var="m"/></list></block><block s="reportQuotient"><block var="s"/><l>60</l></block></list></block></list></block></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="time"/><l>seconds this year</l></block><script><block s="doReport"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportVariadicProduct"><list><l>24</l><l>3600</l></list></block><block var="days"/></list></block><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block var="h"/><l>3600</l></list></block><block s="reportVariadicProduct"><list><block var="m"/><l>60</l></list></block></list></block><block var="s"/></list></block></list></block></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="time"/><l>hours today</l></block><script><block s="doReport"><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block var="h"/><block s="reportQuotient"><block var="m"/><l>60</l></block></list></block><block s="reportQuotient"><block var="s"/><l>3600</l></block></list></block></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="time"/><l>minutes today</l></block><script><block s="doReport"><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block var="h"/><l>60</l></list></block><block var="m"/></list></block><block s="reportQuotient"><block var="s"/><l>60</l></block></list></block></block></script><script><block s="doReport"><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block var="h"/><l>3600</l></list></block><block s="reportVariadicProduct"><list><block var="m"/><l>60</l></list></block></list></block><block var="s"/></list></block></block></script></block></script></block></script></block></script></block></script></block></script></block></script></block></script></block></script></block></script></block-definition><block-definition s="all of %&apos;preds&apos;" type="predicate" category="operators"><comment x="0" y="0" w="247.99999999999997" collapsed="false">Takes any number of Boolean (true/false) inputs (use the left and right arrowheads to adjust the number of input slots) and reports TRUE only if all of the inputs are TRUE, otherwise FALSE.  Like AND but for multiple inputs.</comment><header></header><code></code><translations>pt:todas as afirmações _ são verdadeiras&#xD;</translations><inputs><input type="%mult%boolUE"></input></inputs><script><block s="doIf"><block s="reportListIsEmpty"><block var="preds"/></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block><block s="doReport"><block s="reportAnd"><block s="evaluate"><block s="reportListItem"><l>1</l><block var="preds"/></block><list></list></block><custom-block s="all of %mult%boolUE"><block s="reportCDR"><block var="preds"/></block></custom-block></block></block></script></block-definition><block-definition s="any of %&apos;preds&apos;" type="predicate" category="operators"><comment x="0" y="0" w="240" collapsed="false">Takes any number of Boolean (true/false) inputs (use the left and right arrowheads to adjust the number of input slots) and reports TRUE if at least one input is TRUE, otherwise FALSE.</comment><header></header><code></code><translations>pt:alguma das afirmações _ é verdadeira&#xD;</translations><inputs><input type="%mult%boolUE"></input></inputs><script><block s="doIf"><block s="reportListIsEmpty"><block var="preds"/></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block><block s="doReport"><block s="reportOr"><block s="evaluate"><block s="reportListItem"><l>1</l><block var="preds"/></block><list></list></block><custom-block s="any of %mult%boolUE"><block s="reportCDR"><block var="preds"/></block></custom-block></block></block></script></block-definition><block-definition s="new costume %&apos;width&apos; %&apos;height&apos; %&apos;r&apos; %&apos;g&apos; %&apos;b&apos;" type="reporter" category="looks"><comment x="0" y="0" w="389.7865234374999" collapsed="false">Returns an empty costume of the given width and height with background color r/g/b.</comment><header></header><code></code><translations></translations><inputs><input type="%n">400</input><input type="%n">300</input><input type="%n">245</input><input type="%n">245</input><input type="%n">245</input></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>SciS_newcostume(w,h,r,g,b)</l><list><block var="width"/><block var="height"/><block var="r"/><block var="g"/><block var="b"/></list></block></block></script></block-definition><block-definition s="is the global %&apos;global&apos; property %&apos;prop&apos; $nl with value %&apos;value&apos; present ?" type="predicate" category="1. SciSnap! globals"><comment x="0" y="0" w="154.16666666666669" collapsed="false">Tests the value of a property.</comment><header></header><code></code><translations></translations><inputs><input type="%b">false</input><input type="%txt">typeOfConfiguration</input><input type="%s">MathPad</input></inputs><script><block s="doIfElse"><block var="global"/><script><block s="doReport"><block s="reportApplyExtension"><l>SciS_ispropertypresent(properties,name,value)</l><list><l>SciSnap!Properties</l><block var="prop"/><block var="value"/></list></block></block></script><script><block s="doReport"><block s="reportApplyExtension"><l>SciS_ispropertypresent(properties,name,value)</l><list><l>myProperties</l><block var="prop"/><block var="value"/></list></block></block></script></block></script></block-definition><block-definition s="%&apos;choice&apos; %&apos;n&apos; of %&apos;table&apos; $arrowRightOutline name" type="reporter" category="other" helper="true"><comment x="0" y="0" w="258.33333333333337" collapsed="false">Reports the row or column name of the row or column with the number entered, or reports an error message.</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">column<options>column&#xD;row</options></input><input type="%n">1</input><input type="%s">SciSnap!Data</input></inputs><script><block s="doDeclareVariables"><list><l>firstLine</l><l>data</l></list></block><block s="doWarp"><script><block s="doIfElse"><block s="reportEquals"><block var="table"/><l>SciSnap!Data</l></block><script><block s="doSetVar"><l>data</l><block var="SciSnap!Data"/></block></script><script><block s="doSetVar"><l>data</l><block var="table"/></block></script></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a %txt"><block var="data"/><l>table</l></custom-block></block><script><block s="doReport"><l>ERROR: only tables supported!</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="data"/></block><l>0</l></block><script><block s="doReport"><l>ERROR: table is empty!</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>column</l></block><script><block s="doReport"><block s="reportIfElse"><block s="reportOr"><block s="reportLessThan"><block var="n"/><l>1</l></block><block s="reportGreaterThan"><block var="n"/><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="data"/></block></block></block></block><l>ERROR: index out of range!</l><block s="reportListItem"><block var="n"/><block s="reportListItem"><l>1</l><block var="data"/></block></block></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>row</l></block><script><block s="doReport"><block s="reportIfElse"><block s="reportOr"><block s="reportLessThan"><block var="n"/><l>1</l></block><block s="reportGreaterThan"><block var="n"/><block s="reportListAttribute"><l><option>length</option></l><block var="data"/></block></block></block><l>ERROR: index out of range!</l><block s="reportListItem"><l>1</l><block s="reportListItem"><block var="n"/><block var="data"/></block></block></block></block></script></block></script></block></script></block-definition><block-definition s="columnwise %&apos;function&apos; %&apos;data&apos;" type="reporter" category="control" helper="true"><comment x="0" y="0" w="212" collapsed="false">Turns a row-wise (in Lisp terminology) function&#xD;into a column-wise one.</comment><header></header><code></code><translations></translations><inputs><input type="%repRing"></input><input type="%l"></input></inputs><script><block s="doReport"><block s="errorObsolete"></block></block></script></block-definition><block-definition s="scalar -&gt; hyper %&apos;func&apos;" type="reporter" category="control" helper="true"><comment x="0" y="0" w="217.99999999999997" collapsed="false">Takes a dyadic scalar function as input, and&#xD;hyperizes it, so that it can take lists as inputs.&#xD;&#xD;Don&apos;t use on slow functions (this has compiled map calls).  Meant for use on primitives.</comment><header></header><code></code><translations></translations><inputs><input type="%repRing"></input></inputs><script><block s="doDeclareVariables"><list><l>hyper func</l><l>scalarized</l></list></block><block s="doSetVar"><l>hyper func</l><block s="reifyReporter"><script><block s="doWarp"><script><block s="doIfElse"><block s="errorObsolete"></block><script><block s="doIfElse"><block s="errorObsolete"></block><script><block s="doReport"><block s="evaluate"><block var="func"/><list><block s="errorObsolete"></block><block s="errorObsolete"></block></list></block></block></script><script><block s="doSetVar"><l>scalarized</l><block s="errorObsolete"></block></block><block s="doIf"><block s="reportEquals"><l></l><block s="reportAtomicFindFirst"><block s="reifyPredicate"><autolambda><block s="reportIsA"><l></l><l><option>list</option></l></block></autolambda><list></list></block><block var="b"/></block></block><script><block s="doReport"><block s="reportAtomicMap"><block s="reifyReporter"><autolambda><block s="evaluate"><block var="func"/><list><block var="scalarized"/><l></l></list></block></autolambda><list></list></block><block var="b"/></block></block></script></block><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="evaluate"><block var="hyper func"/><list><block var="scalarized"/><l></l></list></block></autolambda><list></list></block><block var="b"/></block></block></script></block></script><script><block s="doIfElse"><block s="errorObsolete"></block><script><block s="doSetVar"><l>scalarized</l><block s="errorObsolete"></block></block><block s="doIf"><block s="reportEquals"><l></l><block s="reportAtomicFindFirst"><block s="reifyPredicate"><autolambda><block s="reportIsA"><l></l><l><option>list</option></l></block></autolambda><list></list></block><block var="a"/></block></block><script><block s="doReport"><block s="reportAtomicMap"><block s="reifyReporter"><autolambda><block s="evaluate"><block var="func"/><list><l></l><block var="scalarized"/></list></block></autolambda><list></list></block><block var="a"/></block></block></script></block><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="evaluate"><block var="hyper func"/><list><l></l><block var="scalarized"/></list></block></autolambda><list></list></block><block var="a"/></block></block></script><script><block s="doIf"><block s="reportAnd"><block s="reportEquals"><l></l><block s="reportAtomicFindFirst"><block s="reifyPredicate"><autolambda><block s="reportIsA"><l></l><l><option>list</option></l></block></autolambda><list></list></block><block var="a"/></block></block><block s="reportEquals"><l></l><block s="reportAtomicFindFirst"><block s="reifyPredicate"><autolambda><block s="reportIsA"><l></l><l><option>list</option></l></block></autolambda><list></list></block><block var="b"/></block></block></block><script><block s="doReport"><block s="errorObsolete"></block></block></script></block><block s="doReport"><block s="errorObsolete"></block></block></script></block></script></block></script></block></script><list><l>a</l><l>b</l></list></block></block><block s="doReport"><block var="hyper func"/></block></script></block-definition><block-definition s="pipe %&apos;value&apos; $arrowRight %&apos;pipe&apos;" type="reporter" category="control"><header></header><code></code><translations>pt:a aplicação a _ de _&#xD;</translations><inputs><input type="%s"></input><input type="%mult%repRing"></input></inputs><script><block s="doIf"><block s="reportListIsEmpty"><block var="pipe"/></block><script><block s="doReport"><block var="value"/></block></script></block><block s="doReport"><custom-block s="pipe %s $arrowRight %mult%repRing"><block s="evaluate"><block s="reportListItem"><l>1</l><block var="pipe"/></block><list><block var="value"/></list></block><block s="reportCDR"><block var="pipe"/></block></custom-block></block></script></block-definition><block-definition s="evaluate predicate %&apos;predicate&apos; with %&apos;param&apos;" type="predicate" category="other" helper="true"><comment x="0" y="0" w="118.33333333333327" collapsed="false">Evaluates the predicate with a given parameter.</comment><header></header><code></code><translations></translations><inputs><input type="%s">ringified predicate</input><input type="%s"></input></inputs><script><block s="doWarp"><script><block s="doIfElse"><block s="reportIsA"><block var="predicate"/><l><option>predicate</option></l></block><script><block s="doReport"><block s="evaluate"><block var="predicate"/><list><block var="param"/></list></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block></script></block-definition><block-definition s="evaluate intervals %&apos;intervals&apos; with %&apos;x&apos;" type="predicate" category="other" helper="true"><comment x="0" y="0" w="118.65384615384613" collapsed="false">Evaluates the intervals with a given parameter.</comment><header></header><code></code><translations></translations><inputs><input type="%l">ringified predicate</input><input type="%s"></input></inputs><script><block s="doWarp"><script><block s="doIf"><block s="reportOr"><block s="reportNot"><block s="reportIsA"><block var="x"/><l><option>number</option></l></block></block><block s="reportNot"><custom-block s="is %s a %txt"><block var="intervals"/><l>listOfIntervals</l></custom-block></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block><block s="doForEach"><l>item</l><block var="intervals"/><script><block s="doIfElse"><block s="reportEquals"><block s="reportListItem"><l>2</l><block var="item"/></block><l>&lt;</l></block><script><block s="doIf"><block s="reportGreaterThanOrEquals"><block s="reportListItem"><l>1</l><block var="item"/></block><block var="x"/></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script><script><block s="doIf"><block s="reportGreaterThan"><block s="reportListItem"><l>1</l><block var="item"/></block><block var="x"/></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block><block s="doIfElse"><block s="reportEquals"><block s="reportListItem"><l>3</l><block var="item"/></block><l>&lt;</l></block><script><block s="doIf"><block s="reportGreaterThanOrEquals"><block var="x"/><block s="reportListItem"><l>4</l><block var="item"/></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script><script><block s="doIf"><block s="reportGreaterThan"><block var="x"/><block s="reportListItem"><l>4</l><block var="item"/></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block></script></block><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block></script></block-definition><block-definition s="%&apos;set1&apos; ∩ %&apos;set2&apos;" type="reporter" category="other" helper="true"><comment x="0" y="0" w="194.40476190476184" collapsed="false">Reports the intersection of two sets.</comment><header></header><code></code><translations></translations><inputs><input type="%s">set1</input><input type="%s">set2</input></inputs><script><block s="doWarp"><script><block s="doDeclareVariables"><list><l>result</l></list></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a %txt"><block var="set1"/><l>set</l></custom-block></block><script><block s="doReport"><l>ERROR: first parameter is not a set!</l></block></script><comment w="107.14285714285722" collapsed="false">are these two sets?</comment></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a %txt"><block var="set2"/><l>set</l></custom-block></block><script><block s="doReport"><l>ERROR: second parameter is not a set!</l></block></script></block><block s="doSetVar"><l>result</l><block s="reportNewList"><list><l>set</l><block s="reportAnd"><block s="reportListItem"><l>2</l><block var="set1"/></block><block s="reportListItem"><l>2</l><block var="set2"/></block></block><block s="reportConcatenatedLists"><list><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportOr"><block s="reportListContainsItem"><block s="reportListItem"><l>3</l><block var="set1"/></block><block var="element"/></block><custom-block s="evaluate intervals %l with %s"><block s="reportListItem"><l>4</l><block var="set1"/></block><block var="element"/></custom-block></block></autolambda><list><l>element</l></list></block><block s="reportListItem"><l>3</l><block var="set2"/></block></block><block s="reportKeep"><block s="reifyPredicate"><autolambda><custom-block s="evaluate intervals %l with %s"><block s="reportListItem"><l>4</l><block var="set2"/></block><block var="element"/></custom-block></autolambda><list><l>element</l></list></block><block s="reportListItem"><l>3</l><block var="set1"/></block></block></list></block><custom-block s="intersect interval lists %l and %l"><block s="reportListItem"><l>4</l><block var="set1"/></block><block s="reportListItem"><l>4</l><block var="set2"/></block></custom-block><l></l></list></block></block><block s="doReport"><custom-block s="cleaned up set %l"><block var="result"/></custom-block></block></script></block></script></block-definition><block-definition s="%&apos;set1&apos; ∪ %&apos;set2&apos;" type="reporter" category="other" helper="true"><comment x="0" y="0" w="139.16666666666669" collapsed="false">Reports the union of two sets.</comment><header></header><code></code><translations></translations><inputs><input type="%s">set1</input><input type="%s">set2</input></inputs><script><block s="doWarp"><script><block s="doDeclareVariables"><list><l>result</l></list></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a %txt"><block var="set1"/><l>set</l></custom-block></block><script><block s="doReport"><l>ERROR: first parameter is not a set!</l></block></script><comment w="107.14285714285722" collapsed="false">are these two sets?</comment></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a %txt"><block var="set2"/><l>set</l></custom-block></block><script><block s="doReport"><l>ERROR: second parameter is not a set!</l></block></script></block><block s="doSetVar"><l>result</l><block s="reportNewList"><list><l>set</l><block s="reportAnd"><block s="reportListItem"><l>2</l><block var="set1"/></block><block s="reportListItem"><l>2</l><block var="set2"/></block></block><block s="reportConcatenatedLists"><list><block s="reportListItem"><l>3</l><block var="set1"/></block><block s="reportListItem"><l>3</l><block var="set2"/></block></list></block><custom-block s="merge intervals %l"><block s="reportConcatenatedLists"><list><block s="reportListItem"><l>4</l><block var="set1"/></block><block s="reportListItem"><l>4</l><block var="set2"/></block></list></block></custom-block><l></l></list></block></block><block s="doReport"><custom-block s="cleaned up set %l"><block var="result"/></custom-block></block></script></block></script></block-definition><block-definition s="%&apos;set1&apos; \ %&apos;set2&apos;" type="reporter" category="other" helper="true"><comment x="0" y="0" w="212.85714285714297" collapsed="false">Reports the difference between two sets.</comment><header></header><code></code><translations></translations><inputs><input type="%s">set1</input><input type="%s">set2</input></inputs><script><block s="doDeclareVariables"><list><l>result</l><l>n</l><l>m</l><l>interval1</l><l>interval2</l><l>difference</l></list></block><block s="doWarp"><script><block s="doIf"><block s="reportNot"><custom-block s="is %s a %txt"><block var="set1"/><l>set</l></custom-block></block><script><block s="doReport"><l>ERROR: first parameter is not a set!</l></block></script><comment w="107.14285714285722" collapsed="false">are these two sets?</comment></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a %txt"><block var="set2"/><l>set</l></custom-block></block><script><block s="doReport"><l>ERROR: second parameter is not a set!</l></block></script></block><block s="doSetVar"><l>result</l><block s="reportNewList"><list><l>set</l><block s="reportAnd"><block s="reportListItem"><l>2</l><block var="set1"/></block><block s="reportListItem"><l>2</l><block var="set2"/></block></block><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportOr"><block s="reportListContainsItem"><block s="reportListItem"><l>3</l><block var="set2"/></block><block var="element"/></block><custom-block s="evaluate intervals %l with %s"><block s="reportListItem"><l>4</l><block var="set2"/></block><block var="element"/></custom-block></block></block></autolambda><list><l>element</l></list></block><block s="reportListItem"><l>3</l><block var="set1"/></block></block><block s="reportNewList"><list></list></block><l></l></list></block></block><block s="doIf"><block s="reportNot"><block s="reportListItem"><l>2</l><block var="result"/></block></block><script><block s="doIfElse"><block s="reportOr"><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>4</l><block var="set1"/></block></block><l>0</l></block><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>4</l><block var="set2"/></block></block><l>0</l></block></block><script><block s="doReport"><l>ERROR: impossible operation for not numerical sets.</l></block></script><script><block s="doReport"><block s="reportNewList"><list><l>set</l><block s="reportListItem"><l>2</l><block var="result"/></block><block s="reportListItem"><l>3</l><block var="result"/></block><block s="reportListItem"><l>4</l><block var="set1"/></block><l></l></list></block></block></script></block></script></block><block s="doSetVar"><l>set1</l><custom-block s="copy of %l"><block var="set1"/></custom-block></block><block s="doSetVar"><l>set2</l><custom-block s="copy of %l"><block var="set2"/></custom-block></block><block s="doReplaceInList"><l>4</l><block var="set2"/><block s="reportConcatenatedLists"><list><block s="reportListItem"><l>4</l><block var="set2"/></block><custom-block s="list of numbers %l $arrowRightOutline list of intervals"><block s="reportListItem"><l>3</l><block var="set2"/></block></custom-block></list></block></block><block s="doReplaceInList"><l>3</l><block var="set2"/><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>m</l><l>1</l></block><block s="doUntil"><block s="reportGreaterThan"><block var="m"/><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>4</l><block var="set2"/></block></block></block><script><block s="doSetVar"><l>interval2</l><block s="reportListItem"><block var="m"/><block s="reportListItem"><l>4</l><block var="set2"/></block></block></block><block s="doSetVar"><l>n</l><l>1</l></block><block s="doUntil"><block s="reportGreaterThan"><block var="n"/><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>4</l><block var="set1"/></block></block></block><script><block s="doSetVar"><l>interval1</l><block s="reportListItem"><block var="n"/><block s="reportListItem"><l>4</l><block var="set1"/></block></block></block><block s="doSetVar"><l>difference</l><custom-block s="difference of interval %l and %l"><block var="interval1"/><block var="interval2"/></custom-block></block><block s="doIf"><block s="reportAnd"><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block var="difference"/></block><l>0</l></block><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><custom-block s="intersect two intervals %l %l"><block var="interval1"/><block var="interval2"/></custom-block></block><l>0</l></block></block><script><block s="doReplaceInList"><l>4</l><block var="set1"/><block s="reportConcatenatedLists"><list><block s="reportListItem"><l>4</l><block var="set1"/></block><block var="difference"/></list></block></block><block s="doDeleteFromList"><block var="n"/><block s="reportListItem"><l>4</l><block var="set1"/></block></block></script></block><block s="doChangeVar"><l>n</l><l>1</l></block></script></block><block s="doChangeVar"><l>m</l><l>1</l></block></script><comment w="120" collapsed="false">compare the mth interval with all intervals of set1</comment></block><block s="doReplaceInList"><l>4</l><block var="result"/><custom-block s="merge intervals %l"><block s="reportListItem"><l>4</l><block var="set1"/></block></custom-block></block><block s="doReport"><custom-block s="cleaned up set %l"><block var="result"/></custom-block></block></script></block></script></block-definition><block-definition s="%&apos;set1&apos; X %&apos;set2&apos;" type="reporter" category="other" helper="true"><comment x="0" y="0" w="250.16666666666677" collapsed="false">Reports the Cartesian product between two sets.</comment><header></header><code></code><translations></translations><inputs><input type="%s">set1</input><input type="%s">set2</input></inputs><script><block s="doDeclareVariables"><list><l>result</l><l>term1</l><l>term2</l></list></block><block s="doWarp"><script><block s="doIf"><block s="reportNot"><custom-block s="is %s a %txt"><block var="set1"/><l>set</l></custom-block><comment w="107.14285714285722" collapsed="false">are these two sets?</comment></block><script><block s="doReport"><l>ERROR: first parameter is not a set!</l></block></script></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a %txt"><block var="set2"/><l>set</l></custom-block></block><script><block s="doReport"><l>ERROR: second parameter is not a set!</l></block></script></block><block s="doIf"><block s="reportOr"><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>4</l><block var="set1"/></block></block><l>0</l></block><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>4</l><block var="set2"/></block></block><l>0</l></block></block><script><block s="doReport"><l>ERROR: impossible operation with infinite sets!</l></block></script></block><block s="doSetVar"><l>result</l><block s="reportNewList"><list><l>set</l><block s="reportAnd"><block s="reportListItem"><l>2</l><block var="set1"/></block><block s="reportListItem"><l>2</l><block var="set2"/></block></block><block s="reportNewList"><list></list></block><block s="reportNewList"><list></list></block><l></l></list></block></block><block s="doForEach"><l>item_1</l><block s="reportListItem"><l>3</l><block var="set1"/></block><script><block s="doForEach"><l>item_2</l><block s="reportListItem"><l>3</l><block var="set2"/></block><script><block s="doIfElse"><block s="reportIsA"><block var="item_1"/><l><option>list</option></l></block><script><block s="doSetVar"><l>term1</l><block var="item_1"/></block></script><script><block s="doSetVar"><l>term1</l><block s="reportNewList"><list><block var="item_1"/></list></block></block></script></block><block s="doIfElse"><block s="reportIsA"><block var="item_2"/><l><option>list</option></l></block><script><block s="doSetVar"><l>term2</l><block var="item_2"/></block></script><script><block s="doSetVar"><l>term2</l><block s="reportNewList"><list><block var="item_2"/></list></block></block></script></block><block s="doAddToList"><block s="reportConcatenatedLists"><list><block var="term1"/><block var="term2"/></list></block><block s="reportListItem"><l>3</l><block var="result"/></block></block></script></block></script></block><block s="doReport"><block var="result"/></block></script></block></script></block-definition><block-definition s="%&apos;a&apos; $arrowRightThin %&apos;b&apos; ?" type="predicate" category="other" helper="true"><comment x="0" y="0" w="67.5" collapsed="false">implication</comment><header></header><code></code><translations></translations><inputs><input type="%s">1</input><input type="%n">0</input></inputs><script><block s="doReport"><block s="reportOr"><block s="reportNot"><custom-block s="number %n $arrowRightOutline boolean"><block var="a"/></custom-block></block><custom-block s="number %n $arrowRightOutline boolean"><block var="b"/></custom-block></block></block></script></block-definition><block-definition s="%&apos;a&apos; $arrowLeftRightThin %&apos;b&apos; ?" type="predicate" category="other" helper="true"><comment x="0" y="0" w="90" collapsed="false">equivalence</comment><header></header><code></code><translations></translations><inputs><input type="%s">1</input><input type="%s">0</input></inputs><script><block s="doReport"><block s="reportEquals"><custom-block s="number %n $arrowRightOutline boolean"><block var="a"/></custom-block><custom-block s="number %n $arrowRightOutline boolean"><block var="b"/></custom-block></block></block></script></block-definition><block-definition s="number %&apos;x&apos; $arrowRightOutline boolean" type="reporter" category="other" helper="true"><comment x="0" y="0" w="163.3333333333337" collapsed="false">Converts numbers to booleans</comment><header></header><code></code><translations></translations><inputs><input type="%n">1</input></inputs><script><block s="doWarp"><script><block s="doIfElse"><block s="reportIsA"><block var="x"/><l><option>number</option></l></block><script><block s="doReport"><block s="reportNot"><block s="reportEquals"><block var="x"/><l>0</l></block></block></block></script><script><block s="doReport"><block var="x"/></block></script></block></script></block></script></block-definition><block-definition s="boolean %&apos;x&apos; $arrowRightOutline number" type="reporter" category="other" helper="true"><comment x="0" y="0" w="179.16666666666669" collapsed="false">Converts booleans to numbers</comment><header></header><code></code><translations></translations><inputs><input type="%b">true</input></inputs><script><block s="doWarp"><script><block s="doIfElse"><block s="reportIsA"><block var="x"/><l><option>Boolean</option></l></block><script><block s="doIfElse"><block var="x"/><script><block s="doReport"><l>1</l></block></script><script><block s="doReport"><l>0</l></block></script></block></script><script><block s="doReport"><block var="x"/></block></script></block></script></block></script></block-definition><block-definition s="merge intervals %&apos;theIntervals&apos;" type="reporter" category="other" helper="true"><comment x="0" y="0" w="322.5" collapsed="false">Intervals should be of structure [leftLimit,operator1,operator2,rightLimit]</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>result</l><l>n</l><l>m</l><l>interval1</l><l>interval2</l><l>merged?</l><l>leftMarker</l><l>rightMarker</l></list></block><block s="doWarp"><script><block s="doIf"><block s="reportNot"><custom-block s="is %s a %txt"><block var="theIntervals"/><l>listOfIntervals</l></custom-block></block><script><block s="doIfElse"><block s="reportEquals"><block var="theIntervals"/><block s="reportNewList"><list></list></block></block><script><block s="doReport"><block var="theIntervals"/></block></script><script><block s="doReport"><l>ERROR: intervals necessary!</l></block></script></block></script></block><block s="doIf"><block s="reportLessThan"><block s="reportListAttribute"><l><option>length</option></l><block var="theIntervals"/></block><l>2</l></block><script><block s="doReport"><block var="theIntervals"/></block></script></block><block s="doSetVar"><l>result</l><block s="reportMap"><block s="reifyReporter"><script></script><list></list></block><block var="theIntervals"/></block></block><block s="doSetVar"><l>n</l><l>1</l></block><block s="doUntil"><block s="reportGreaterThan"><block var="n"/><block s="reportListAttribute"><l><option>length</option></l><block var="result"/></block></block><script><block s="doSetVar"><l>interval1</l><block s="reportListItem"><block var="n"/><block var="result"/></block><comment w="105.83333333333334" collapsed="false">compare the nth interval with the rest</comment></block><block s="doSetVar"><l>merged?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doSetVar"><l>m</l><l>1</l></block><block s="doUntil"><block s="reportGreaterThan"><block var="m"/><block s="reportListAttribute"><l><option>length</option></l><block var="result"/></block></block><script><block s="doIfElse"><block s="reportEquals"><block var="m"/><block var="n"/></block><script><block s="doChangeVar"><l>m</l><l>1</l></block></script><script><block s="doSetVar"><l>interval2</l><block s="reportListItem"><block var="m"/><block var="result"/></block></block><block s="doIfElse"><custom-block s="are intervals %l and %l overlapping?"><block var="interval1"/><block var="interval2"/></custom-block><script><block s="doSetVar"><l>leftMarker</l><block s="reportIfElse"><block s="reportLessThan"><block s="reportListItem"><l>1</l><block var="interval1"/></block><block s="reportListItem"><l>1</l><block var="interval2"/></block></block><block s="reportNewList"><list><block s="reportListItem"><l>1</l><block var="interval1"/></block><block s="reportListItem"><l>2</l><block var="interval1"/></block></list></block><block s="reportIfElse"><block s="reportGreaterThan"><block s="reportListItem"><l>1</l><block var="interval1"/></block><block s="reportListItem"><l>1</l><block var="interval2"/></block></block><block s="reportNewList"><list><block s="reportListItem"><l>1</l><block var="interval2"/></block><block s="reportListItem"><l>2</l><block var="interval2"/></block></list></block><block s="reportIfElse"><block s="reportEquals"><block s="reportListItem"><l>2</l><block var="interval1"/></block><l>&lt;</l></block><block s="reportNewList"><list><block s="reportListItem"><l>1</l><block var="interval1"/></block><block s="reportListItem"><l>2</l><block var="interval1"/></block></list></block><block s="reportNewList"><list><block s="reportListItem"><l>1</l><block var="interval2"/></block><block s="reportListItem"><l>2</l><block var="interval2"/></block></list></block></block></block></block><comment w="90" collapsed="false">determine new limits</comment></block><block s="doSetVar"><l>rightMarker</l><block s="reportIfElse"><block s="reportLessThan"><block s="reportListItem"><l>4</l><block var="interval1"/></block><block s="reportListItem"><l>4</l><block var="interval2"/></block></block><block s="reportNewList"><list><block s="reportListItem"><l>4</l><block var="interval2"/></block><block s="reportListItem"><l>3</l><block var="interval2"/></block></list></block><block s="reportIfElse"><block s="reportGreaterThan"><block s="reportListItem"><l>4</l><block var="interval1"/></block><block s="reportListItem"><l>4</l><block var="interval2"/></block></block><block s="reportNewList"><list><block s="reportListItem"><l>4</l><block var="interval1"/></block><block s="reportListItem"><l>3</l><block var="interval1"/></block></list></block><block s="reportIfElse"><block s="reportEquals"><block s="reportListItem"><l>3</l><block var="interval1"/></block><l>&lt;</l></block><block s="reportNewList"><list><block s="reportListItem"><l>4</l><block var="interval2"/></block><block s="reportListItem"><l>3</l><block var="interval2"/></block></list></block><block s="reportNewList"><list><block s="reportListItem"><l>4</l><block var="interval1"/></block><block s="reportListItem"><l>3</l><block var="interval1"/></block></list></block></block></block></block></block><block s="doSetVar"><l>merged?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doReplaceInList"><block var="n"/><block var="result"/><block s="reportNewList"><list><block s="reportListItem"><l>1</l><block var="leftMarker"/></block><block s="reportListItem"><l>2</l><block var="leftMarker"/></block><block s="reportListItem"><l>2</l><block var="rightMarker"/></block><block s="reportListItem"><l>1</l><block var="rightMarker"/></block></list></block><comment w="90" collapsed="false">replace two intervals by the new one</comment></block><block s="doDeleteFromList"><block var="m"/><block var="result"/></block></script><script><block s="doChangeVar"><l>m</l><l>1</l></block></script></block></script></block></script></block><block s="doIf"><block s="reportNot"><block var="merged?"/></block><script><block s="doChangeVar"><l>n</l><l>1</l></block></script></block></script></block><block s="doReport"><block var="result"/></block></script></block></script></block-definition><block-definition s="predicate tree %&apos;tree&apos; $arrowRightThin list of intervals" type="reporter" category="other" helper="true"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doWarp"><script><block s="doIf"><block s="reportListContainsItem"><block s="reportNewList"><list><block s="reifyPredicate"><autolambda><block s="reportEquals"><l></l><l></l></block></autolambda><list></list></block><block s="reifyPredicate"><autolambda><block s="reportNotEquals"><l></l><l></l></block></autolambda><list></list></block><block s="reifyPredicate"><autolambda><block s="reportLessThanOrEquals"><l></l><l></l></block></autolambda><list></list></block><block s="reifyPredicate"><autolambda><block s="reportGreaterThanOrEquals"><l></l><l></l></block></autolambda><list></list></block><block s="reifyPredicate"><autolambda><block s="reportLessThan"><l></l><l></l></block></autolambda><list></list></block><block s="reifyPredicate"><autolambda><block s="reportGreaterThan"><l></l><l></l></block></autolambda><list></list></block></list></block><block s="reportListItem"><l>1</l><block var="tree"/></block></block><script><block s="doIf"><block s="reportAnd"><block s="reportEquals"><block s="reportListItem"><l>2</l><block var="tree"/></block><l></l></block><block s="reportEquals"><block s="reportListItem"><l>3</l><block var="tree"/></block><l></l></block></block><script><block s="doReport"><l>ERROR: senseless predicate</l></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportListItem"><l>1</l><block var="tree"/></block><block s="reifyPredicate"><autolambda><block s="reportEquals"><l></l><l></l></block></autolambda><list></list></block></block><script><block s="doIfElse"><block s="reportEquals"><block s="reportListItem"><l>2</l><block var="tree"/></block><l></l></block><script><block s="doReport"><block s="reportNewList"><list><block s="reportNewList"><list><block s="reportListItem"><l>3</l><block var="tree"/></block><l>≤</l><l>≤</l><block s="reportListItem"><l>3</l><block var="tree"/></block></list></block></list></block></block></script><script><block s="doReport"><block s="reportNewList"><list><block s="reportNewList"><list><block s="reportListItem"><l>2</l><block var="tree"/></block><l>≤</l><l>≤</l><block s="reportListItem"><l>2</l><block var="tree"/></block></list></block></list></block></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportListItem"><l>1</l><block var="tree"/></block><block s="reifyPredicate"><autolambda><block s="reportNotEquals"><l></l><l></l></block></autolambda><list></list></block></block><script><block s="doIfElse"><block s="reportEquals"><block s="reportListItem"><l>2</l><block var="tree"/></block><l></l></block><script><block s="doReport"><block s="reportNewList"><list><block s="reportNewList"><list><l>-Infinity</l><l>&lt;</l><l>&lt;</l><block s="reportListItem"><l>3</l><block var="tree"/></block></list></block><block s="reportNewList"><list><block s="reportListItem"><l>3</l><block var="tree"/></block><l>&lt;</l><l>&lt;</l><l>Infinity</l></list></block></list></block></block></script><script><block s="doReport"><block s="reportNewList"><list><block s="reportNewList"><list><l>-Infinity</l><l>&lt;</l><l>&lt;</l><block s="reportListItem"><l>2</l><block var="tree"/></block></list></block><block s="reportNewList"><list><block s="reportListItem"><l>2</l><block var="tree"/></block><l>&lt;</l><l>&lt;</l><l>Infinity</l></list></block></list></block></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportListItem"><l>1</l><block var="tree"/></block><block s="reifyPredicate"><autolambda><block s="reportLessThanOrEquals"><l></l><l></l></block></autolambda><list></list></block></block><script><block s="doIfElse"><block s="reportEquals"><block s="reportListItem"><l>2</l><block var="tree"/></block><l></l></block><script><block s="doReport"><block s="reportNewList"><list><block s="reportNewList"><list><l>-Infinity</l><l>≤</l><l>≤</l><block s="reportListItem"><l>3</l><block var="tree"/></block></list></block></list></block></block></script><script><block s="doReport"><block s="reportNewList"><list><block s="reportNewList"><list><block s="reportListItem"><l>2</l><block var="tree"/></block><l>≤</l><l>≤</l><l>Infinity</l></list></block></list></block></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportListItem"><l>1</l><block var="tree"/></block><block s="reifyPredicate"><autolambda><block s="reportGreaterThanOrEquals"><l></l><l></l></block></autolambda><list></list></block></block><script><block s="doIfElse"><block s="reportEquals"><block s="reportListItem"><l>2</l><block var="tree"/></block><l></l></block><script><block s="doReport"><block s="reportNewList"><list><block s="reportNewList"><list><block s="reportListItem"><l>3</l><block var="tree"/></block><l>≤</l><l>≤</l><l>Infinity</l></list></block></list></block></block></script><script><block s="doReport"><block s="reportNewList"><list><block s="reportNewList"><list><l>-Infinity</l><l>≤</l><l>≤</l><block s="reportListItem"><l>2</l><block var="tree"/></block></list></block></list></block></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportListItem"><l>1</l><block var="tree"/></block><block s="reifyPredicate"><autolambda><block s="reportLessThan"><l></l><l></l></block></autolambda><list></list></block></block><script><block s="doIfElse"><block s="reportEquals"><block s="reportListItem"><l>2</l><block var="tree"/></block><l></l></block><script><block s="doReport"><block s="reportNewList"><list><block s="reportNewList"><list><l>-Infinity</l><l>≤</l><l>&lt;</l><block s="reportListItem"><l>3</l><block var="tree"/></block></list></block></list></block></block></script><script><block s="doReport"><block s="reportNewList"><list><block s="reportNewList"><list><block s="reportListItem"><l>2</l><block var="tree"/></block><l>&lt;</l><l>≤</l><l>Infinity</l></list></block></list></block></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportListItem"><l>1</l><block var="tree"/></block><block s="reifyPredicate"><autolambda><block s="reportGreaterThan"><l></l><l></l></block></autolambda><list></list></block></block><script><block s="doIfElse"><block s="reportEquals"><block s="reportListItem"><l>2</l><block var="tree"/></block><l></l></block><script><block s="doReport"><block s="reportNewList"><list><block s="reportNewList"><list><block s="reportListItem"><l>3</l><block var="tree"/></block><l>&lt;</l><l>≤</l><l>Infinity</l></list></block></list></block></block></script><script><block s="doReport"><block s="reportNewList"><list><block s="reportNewList"><list><l>-Infinity</l><l>≤</l><l>&lt;</l><block s="reportListItem"><l>2</l><block var="tree"/></block></list></block></list></block></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportListItem"><l>1</l><block var="tree"/></block><block s="reifyPredicate"><autolambda><block s="reportAnd"><l/><l/></block></autolambda><list></list></block></block><script><block s="doReport"><custom-block s="intersect interval lists %l and %l"><custom-block s="predicate tree %l $arrowRightThin list of intervals"><block s="reportListItem"><l>2</l><block var="tree"/></block></custom-block><custom-block s="predicate tree %l $arrowRightThin list of intervals"><block s="reportListItem"><l>3</l><block var="tree"/></block></custom-block></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportListItem"><l>1</l><block var="tree"/></block><block s="reifyPredicate"><autolambda><block s="reportOr"><l/><l/></block></autolambda><list></list></block></block><script><block s="doReport"><custom-block s="merge interval lists %l and %l"><custom-block s="predicate tree %l $arrowRightThin list of intervals"><block s="reportListItem"><l>2</l><block var="tree"/></block></custom-block><custom-block s="predicate tree %l $arrowRightThin list of intervals"><block s="reportListItem"><l>3</l><block var="tree"/></block></custom-block></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportListItem"><l>1</l><block var="tree"/></block><block s="reifyPredicate"><autolambda><block s="reportNot"><l/></block></autolambda><list></list></block></block><script><block s="doIf"><block s="reportEquals"><block s="reportListItem"><l>1</l><block s="reportListItem"><l>2</l><block var="tree"/></block></block><block s="reifyPredicate"><autolambda><block s="reportEquals"><l></l><l></l></block></autolambda><list></list></block></block><script><block s="doReport"><custom-block s="predicate tree %l $arrowRightThin list of intervals"><block s="reportConcatenatedLists"><list><block s="reportNewList"><list><block s="reifyPredicate"><autolambda><block s="reportNotEquals"><l></l><l></l></block></autolambda><list></list></block></list></block><block s="reportCDR"><block s="reportListItem"><l>2</l><block var="tree"/></block></block></list></block></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportListItem"><l>1</l><block s="reportListItem"><l>2</l><block var="tree"/></block></block><block s="reifyPredicate"><autolambda><block s="reportNotEquals"><l></l><l></l></block></autolambda><list></list></block></block><script><block s="doReport"><custom-block s="predicate tree %l $arrowRightThin list of intervals"><block s="reportConcatenatedLists"><list><block s="reportNewList"><list><block s="reifyPredicate"><autolambda><block s="reportEquals"><l></l><l></l></block></autolambda><list></list></block></list></block><block s="reportCDR"><block s="reportListItem"><l>2</l><block var="tree"/></block></block></list></block></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportListItem"><l>1</l><block s="reportListItem"><l>2</l><block var="tree"/></block></block><block s="reifyPredicate"><autolambda><block s="reportLessThanOrEquals"><l></l><l></l></block></autolambda><list></list></block></block><script><block s="doReport"><custom-block s="predicate tree %l $arrowRightThin list of intervals"><block s="reportConcatenatedLists"><list><block s="reportNewList"><list><block s="reifyPredicate"><autolambda><block s="reportGreaterThan"><l></l><l></l></block></autolambda><list></list></block></list></block><block s="reportCDR"><block s="reportListItem"><l>2</l><block var="tree"/></block></block></list></block></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportListItem"><l>1</l><block s="reportListItem"><l>2</l><block var="tree"/></block></block><block s="reifyPredicate"><autolambda><block s="reportGreaterThanOrEquals"><l></l><l></l></block></autolambda><list></list></block></block><script><block s="doReport"><custom-block s="predicate tree %l $arrowRightThin list of intervals"><block s="reportConcatenatedLists"><list><block s="reportNewList"><list><block s="reifyPredicate"><autolambda><block s="reportLessThan"><l></l><l></l></block></autolambda><list></list></block></list></block><block s="reportCDR"><block s="reportListItem"><l>2</l><block var="tree"/></block></block></list></block></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportListItem"><l>1</l><block s="reportListItem"><l>2</l><block var="tree"/></block></block><block s="reifyPredicate"><autolambda><block s="reportGreaterThan"><l></l><l></l></block></autolambda><list></list></block></block><script><block s="doReport"><custom-block s="predicate tree %l $arrowRightThin list of intervals"><block s="reportConcatenatedLists"><list><block s="reportNewList"><list><block s="reifyPredicate"><autolambda><block s="reportLessThanOrEquals"><l></l><l></l></block></autolambda><list></list></block></list></block><block s="reportCDR"><block s="reportListItem"><l>2</l><block var="tree"/></block></block></list></block></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportListItem"><l>1</l><block s="reportListItem"><l>2</l><block var="tree"/></block></block><block s="reifyPredicate"><autolambda><block s="reportLessThan"><l></l><l></l></block></autolambda><list></list></block></block><script><block s="doReport"><custom-block s="predicate tree %l $arrowRightThin list of intervals"><block s="reportConcatenatedLists"><list><block s="reportNewList"><list><block s="reifyPredicate"><autolambda><block s="reportGreaterThanOrEquals"><l></l><l></l></block></autolambda><list></list></block></list></block><block s="reportCDR"><block s="reportListItem"><l>2</l><block var="tree"/></block></block></list></block></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportListItem"><l>1</l><block s="reportListItem"><l>2</l><block var="tree"/></block></block><block s="reifyPredicate"><autolambda><block s="reportNot"><l/></block></autolambda><list></list></block></block><script><block s="doReport"><custom-block s="predicate tree %l $arrowRightThin list of intervals"><block s="reportListItem"><l>2</l><block s="reportListItem"><l>2</l><block var="tree"/></block></block></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportListItem"><l>1</l><block s="reportListItem"><l>2</l><block var="tree"/></block></block><block s="reifyPredicate"><autolambda><block s="reportAnd"><l/><l/></block></autolambda><list></list></block></block><script><block s="doReport"><custom-block s="predicate tree %l $arrowRightThin list of intervals"><block s="reportNewList"><list><block s="reifyPredicate"><autolambda><block s="reportOr"><l/><l/></block></autolambda><list></list></block><block s="reportNewList"><list><block s="reifyPredicate"><autolambda><block s="reportNot"><l/></block></autolambda><list></list></block><block s="reportListItem"><l>2</l><block s="reportListItem"><l>2</l><block var="tree"/></block></block></list></block><block s="reportNewList"><list><block s="reifyPredicate"><autolambda><block s="reportNot"><l/></block></autolambda><list></list></block><block s="reportListItem"><l>3</l><block s="reportListItem"><l>2</l><block var="tree"/></block></block></list></block></list></block></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportListItem"><l>1</l><block s="reportListItem"><l>2</l><block var="tree"/></block></block><block s="reifyPredicate"><autolambda><block s="reportOr"><l/><l/></block></autolambda><list></list></block></block><script><block s="doReport"><custom-block s="predicate tree %l $arrowRightThin list of intervals"><block s="reportNewList"><list><block s="reifyPredicate"><autolambda><block s="reportAnd"><l/><l/></block></autolambda><list></list></block><block s="reportNewList"><list><block s="reifyPredicate"><autolambda><block s="reportNot"><l/></block></autolambda><list></list></block><block s="reportListItem"><l>2</l><block s="reportListItem"><l>2</l><block var="tree"/></block></block></list></block><block s="reportNewList"><list><l>not</l><block s="reportListItem"><l>3</l><block s="reportListItem"><l>2</l><block var="tree"/></block></block></list></block></list></block></custom-block></block></script></block></script></block></script></block></script></block-definition><block-definition s="intersect two intervals %&apos;interval1&apos; %&apos;interval2&apos;" type="reporter" category="other" helper="true"><comment x="0" y="0" w="322.5" collapsed="false">Intervals should be of structure [leftLimit,operator1,operator2,rightLimit]</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>leftEdge</l><l>rightEdge</l><l>op1</l><l>op2</l></list></block><block s="doWarp"><script><block s="doIf"><block s="reportNot"><block s="reportAnd"><custom-block s="is %s a %txt"><block var="interval1"/><l>interval</l></custom-block><custom-block s="is %s a %txt"><block var="interval2"/><l>interval</l></custom-block></block></block><script><block s="doReport"><l>ERROR: intervals required!</l></block></script></block><block s="doIf"><block s="reportNot"><custom-block s="are intervals %l and %l overlapping?"><block var="interval1"/><block var="interval2"/></custom-block></block><script><block s="doReport"><block s="reportNewList"><list></list></block><comment w="90" collapsed="false">an empty interval</comment></block></script></block><block s="doIfElse"><block s="reportLessThan"><block s="reportListItem"><l>1</l><block var="interval1"/></block><block s="reportListItem"><l>1</l><block var="interval2"/></block></block><script><block s="doSetVar"><l>leftEdge</l><block s="reportListItem"><l>1</l><block var="interval2"/></block></block><block s="doSetVar"><l>op1</l><block s="reportListItem"><l>2</l><block var="interval2"/></block></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="reportListItem"><l>1</l><block var="interval1"/></block><block s="reportListItem"><l>1</l><block var="interval2"/></block></block><script><block s="doSetVar"><l>leftEdge</l><block s="reportListItem"><l>1</l><block var="interval2"/></block></block><block s="doIfElse"><block s="reportOr"><block s="reportEquals"><block s="reportListItem"><l>2</l><block var="interval1"/></block><l>&lt;</l></block><block s="reportEquals"><block s="reportListItem"><l>2</l><block var="interval2"/></block><l>&lt;</l></block></block><script><block s="doSetVar"><l>op1</l><l>&lt;</l></block></script><script><block s="doSetVar"><l>op1</l><l>≤</l></block></script></block></script><script><block s="doSetVar"><l>leftEdge</l><block s="reportListItem"><l>1</l><block var="interval1"/></block></block><block s="doSetVar"><l>op1</l><block s="reportListItem"><l>2</l><block var="interval1"/></block></block></script></block></script><comment w="82.00716145833326" collapsed="false">define left edge and operator</comment></block><block s="doIfElse"><block s="reportLessThan"><block s="reportListItem"><l>4</l><block var="interval1"/></block><block s="reportListItem"><l>4</l><block var="interval2"/></block></block><script><block s="doSetVar"><l>rightEdge</l><block s="reportListItem"><l>4</l><block var="interval1"/></block></block><block s="doSetVar"><l>op2</l><block s="reportListItem"><l>3</l><block var="interval1"/></block></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="reportListItem"><l>4</l><block var="interval1"/></block><block s="reportListItem"><l>4</l><block var="interval2"/></block></block><script><block s="doSetVar"><l>rightEdge</l><block s="reportListItem"><l>4</l><block var="interval1"/></block></block><block s="doIfElse"><block s="reportOr"><block s="reportEquals"><block s="reportListItem"><l>3</l><block var="interval1"/></block><l>&lt;</l></block><block s="reportEquals"><block s="reportListItem"><l>3</l><block var="interval2"/></block><l>&lt;</l></block></block><script><block s="doSetVar"><l>op2</l><l>&lt;</l></block></script><script><block s="doSetVar"><l>op2</l><l>≤</l></block></script></block></script><script><block s="doSetVar"><l>rightEdge</l><block s="reportListItem"><l>4</l><block var="interval2"/></block></block><block s="doSetVar"><l>op2</l><block s="reportListItem"><l>3</l><block var="interval2"/></block></block></script></block></script><comment w="82.00716145833326" collapsed="false">define right edge and operator</comment></block><block s="doReport"><block s="reportNewList"><list><block var="leftEdge"/><block var="op1"/><block var="op2"/><block var="rightEdge"/></list></block></block></script></block></script></block-definition><block-definition s="intersect interval lists %&apos;intervals1&apos; and %&apos;intervals2&apos;" type="reporter" category="other" helper="true"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>result</l><l>m</l><l>n</l><l>interval</l></list></block><block s="doWarp"><script><block s="doIf"><block s="reportNot"><block s="reportAnd"><block s="reportOr"><custom-block s="is %s a %txt"><block var="intervals1"/><l>listOfIntervals</l></custom-block><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="intervals1"/></block><l>0</l></block></block><block s="reportOr"><custom-block s="is %s a %txt"><block var="intervals2"/><l>listOfIntervals</l></custom-block><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="intervals2"/></block><l>0</l></block></block></block></block><script><block s="doReport"><l>ERROR: interval lists required!</l></block></script></block><block s="doIf"><block s="reportOr"><block s="reportLessThan"><block s="reportListAttribute"><l><option>length</option></l><block var="intervals1"/></block><l>1</l></block><block s="reportLessThan"><block s="reportListAttribute"><l><option>length</option></l><block var="intervals2"/></block><l>1</l></block></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doSetVar"><l>result</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>n</l><l>1</l></block><block s="doUntil"><block s="reportGreaterThan"><block var="n"/><block s="reportListAttribute"><l><option>length</option></l><block var="intervals1"/></block></block><script><block s="doSetVar"><l>m</l><l>1</l></block><block s="doUntil"><block s="reportGreaterThan"><block var="m"/><block s="reportListAttribute"><l><option>length</option></l><block var="intervals2"/></block></block><script><block s="doSetVar"><l>interval</l><custom-block s="intersect two intervals %l %l"><block s="reportListItem"><block var="n"/><block var="intervals1"/></block><block s="reportListItem"><block var="m"/><block var="intervals2"/></block></custom-block></block><block s="doIf"><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block var="interval"/></block><l>0</l></block><script><block s="doAddToList"><block var="interval"/><block var="result"/></block></script></block><block s="doChangeVar"><l>m</l><l>1</l></block></script></block><block s="doChangeVar"><l>n</l><l>1</l></block></script></block><block s="doReport"><custom-block s="merge intervals %l"><block var="result"/></custom-block></block></script></block></script></block-definition><block-definition s="merge interval lists %&apos;intervals1&apos; and %&apos;intervals2&apos;" type="reporter" category="other" helper="true"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>result</l><l>n</l></list></block><block s="doWarp"><script><block s="doIf"><block s="reportNot"><block s="reportAnd"><custom-block s="is %s a %txt"><block var="intervals1"/><l>listOfIntervals</l></custom-block><custom-block s="is %s a %txt"><block var="intervals2"/><l>listOfIntervals</l></custom-block></block></block><script><block s="doReport"><l>ERROR: interval lists required!</l></block></script></block><block s="doIf"><block s="reportLessThan"><block s="reportListAttribute"><l><option>length</option></l><block var="intervals1"/></block><l>1</l></block><script><block s="doReport"><block var="intervals2"/></block></script></block><block s="doIf"><block s="reportLessThan"><block s="reportListAttribute"><l><option>length</option></l><block var="intervals2"/></block><l>1</l></block><script><block s="doReport"><block var="intervals1"/></block></script></block><block s="doSetVar"><l>result</l><block s="reportMap"><block s="reifyReporter"><script></script><list></list></block><block var="intervals1"/></block></block><block s="doSetVar"><l>n</l><l>1</l></block><block s="doUntil"><block s="reportGreaterThan"><block var="n"/><block s="reportListAttribute"><l><option>length</option></l><block var="intervals2"/></block></block><script><block s="doAddToList"><block s="reportListItem"><block var="n"/><block var="intervals2"/></block><block var="result"/></block><block s="doChangeVar"><l>n</l><l>1</l></block></script></block><block s="doReport"><custom-block s="merge intervals %l"><block var="result"/></custom-block></block></script></block></script></block-definition><block-definition s="is interval %&apos;interval&apos; subinterval of interval list %&apos;intervals&apos; ?" type="predicate" category="other" helper="true"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>isSubinterval</l></list></block><block s="doWarp"><script><block s="doIf"><block s="reportNot"><custom-block s="is %s a %txt"><block var="interval"/><l>interval</l></custom-block></block><script><block s="doReport"><l>ERROR: interval required!</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="intervals"/></block><l>0</l></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a %txt"><block var="intervals"/><l>listOfIntervals</l></custom-block></block><script><block s="doReport"><l>ERROR: interval list required!</l></block></script></block><block s="doForEach"><l>item</l><custom-block s="merge intervals %l"><block var="intervals"/></custom-block><script><block s="doIf"><block s="reportEquals"><custom-block s="intersect two intervals %l %l"><block var="interval"/><block var="item"/></custom-block><block var="interval"/></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block></script></block><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition><block-definition s="elements of %&apos;elements&apos; not covered by predicate %&apos;predicate&apos;" type="reporter" category="other" helper="true"><comment x="0" y="0" w="269" collapsed="false">Returns all elements of a list not covered by the predicate.</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>coveredElements</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>coveredElements</l><block s="reportKeep"><block s="reifyPredicate"><autolambda><custom-block s="evaluate predicate %s with %s"><block var="predicate"/><block var="element"/></custom-block></autolambda><list><l>element</l></list></block><block var="elements"/></block></block><block s="doReport"><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportListContainsItem"><block var="coveredElements"/><l></l></block></block></autolambda><list></list></block><block var="elements"/></block></block></script></block></script></block-definition><block-definition s="elements of %&apos;elements&apos; not covered by intervals %&apos;intervals&apos;" type="reporter" category="other" helper="true"><comment x="0" y="0" w="269" collapsed="false">Returns all elements of a list not covered by the intervals.</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>coveredElements</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>coveredElements</l><block s="reportKeep"><block s="reifyPredicate"><autolambda><custom-block s="evaluate intervals %l with %s"><block var="intervals"/><block var="element"/></custom-block></autolambda><list><l>element</l></list></block><block var="elements"/></block></block><block s="doReport"><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportListContainsItem"><block var="coveredElements"/><l></l></block></block></autolambda><list></list></block><block var="elements"/></block></block></script></block></script></block-definition><block-definition s="cleaned up set %&apos;set&apos;" type="reporter" category="other" helper="true"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>result</l></list></block><block s="doWarp"><script><block s="doIf"><block s="reportNot"><custom-block s="is %s a %txt"><block var="set"/><l>set</l></custom-block></block><script><block s="doReport"><l>ERROR: parameter is not a set!</l></block></script></block><block s="doSetVar"><l>result</l><custom-block s="copy of %l"><block var="set"/></custom-block></block><block s="doReplaceInList"><l>3</l><block var="result"/><block s="reportApplyExtension"><l>lst_sort(list, fn)</l><list><custom-block s="%s without duplicates"><custom-block s="elements of %l not covered by intervals %l"><block s="reportListItem"><l>3</l><block var="set"/></block><block s="reportListItem"><l>4</l><block var="set"/></block></custom-block></custom-block><block s="reifyPredicate"><autolambda><block s="reportLessThan"><l></l><l></l></block></autolambda><list></list></block></list></block></block><block s="doReport"><block var="result"/></block></script></block></script></block-definition><block-definition s="is %&apos;predicateTree&apos; translatable to intervals?" type="predicate" category="other" helper="true"><comment x="0" y="0" w="306.15384615384613" collapsed="false">Test wether the predicate is translatable to a list of intervals.</comment><header></header><code></code><translations></translations><inputs><input type="%l">ringified predicate</input></inputs><script><block s="doWarp"><script><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="predicateTree"/><l><option>list</option></l></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block><block s="doIf"><custom-block s="is %s a %txt"><block s="reportListItem"><l>1</l><block var="predicateTree"/></block><l>comparisonOperator</l></custom-block><script><block s="doIf"><block s="reportEquals"><block s="reportListItem"><l>1</l><block var="predicateTree"/></block><block s="reifyPredicate"><autolambda><block s="reportNot"><l/></block></autolambda><list></list></block></block><script><block s="doReport"><custom-block s="is %l translatable to intervals?"><block s="reportListItem"><l>2</l><block var="predicateTree"/></block></custom-block></block></script></block><block s="doIf"><block s="reportOr"><block s="reportEquals"><block s="reportListItem"><l>1</l><block var="predicateTree"/></block><block s="reifyPredicate"><autolambda><block s="reportAnd"><l/><l/></block></autolambda><list></list></block></block><block s="reportEquals"><block s="reportListItem"><l>1</l><block var="predicateTree"/></block><block s="reifyPredicate"><autolambda><block s="reportAnd"><l/><l/></block></autolambda><list></list></block></block></block><script><block s="doReport"><block s="reportAnd"><custom-block s="is %l translatable to intervals?"><block s="reportListItem"><l>2</l><block var="predicateTree"/></block></custom-block><custom-block s="is %l translatable to intervals?"><block s="reportListItem"><l>3</l><block var="predicateTree"/></block></custom-block></block></block></script></block><block s="doReport"><block s="reportAnd"><block s="reportOr"><block s="reportEquals"><block s="reportListItem"><l>2</l><block var="predicateTree"/></block><l></l></block><block s="reportIsA"><block s="reportListItem"><l>2</l><block var="predicateTree"/></block><l><option>number</option></l></block></block><block s="reportOr"><block s="reportEquals"><block s="reportListItem"><l>3</l><block var="predicateTree"/></block><l></l></block><block s="reportIsA"><block s="reportListItem"><l>3</l><block var="predicateTree"/></block><l><option>number</option></l></block></block></block></block></script></block><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition><block-definition s="difference of interval %&apos;interval1&apos; and %&apos;interval2&apos;" type="reporter" category="other" helper="true"><comment x="0" y="0" w="322.5" collapsed="false">Intervals should be of structure [leftLimit,operator1,operator2,rightLimit]</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>leftEdge</l><l>rightEdge</l><l>op1</l><l>op2</l><l>intersection</l><l>result</l></list></block><block s="doWarp"><script><block s="doIf"><block s="reportNot"><block s="reportAnd"><custom-block s="is %s a %txt"><block var="interval1"/><l>interval</l></custom-block><custom-block s="is %s a %txt"><block var="interval2"/><l>interval</l></custom-block></block></block><script><block s="doReport"><l>ERROR: intervals required!</l></block></script></block><block s="doSetVar"><l>interval1</l><custom-block s="copy of %l"><block var="interval1"/></custom-block></block><block s="doSetVar"><l>interval2</l><custom-block s="copy of %l"><block var="interval2"/></custom-block></block><block s="doSetVar"><l>intersection</l><custom-block s="intersect two intervals %l %l"><block var="interval1"/><block var="interval2"/></custom-block></block><block s="doIf"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="intersection"/></block><l>0</l></block><script><block s="doReport"><block s="reportNewList"><list><block var="interval1"/></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="interval1"/><block var="intersection"/></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doSetVar"><l>result</l><block s="reportNewList"><list></list></block></block><block s="doIf"><block s="reportEquals"><block s="reportListItem"><l>1</l><block var="interval1"/></block><block s="reportListItem"><l>1</l><block var="intersection"/></block></block><script><block s="doIf"><block s="reportAnd"><block s="reportEquals"><block s="reportListItem"><l>2</l><block var="interval1"/></block><l>≤</l></block><block s="reportEquals"><block s="reportListItem"><l>2</l><block var="intersection"/></block><l>&lt;</l></block></block><script><block s="doAddToList"><block s="reportNewList"><list><block s="reportListItem"><l>1</l><block var="intersection"/></block><l>≤</l><l>≤</l><block s="reportListItem"><l>1</l><block var="intersection"/></block></list></block><block var="result"/></block></script></block><block s="doIfElse"><block s="reportLessThan"><block s="reportListItem"><l>4</l><block var="intersection"/></block><block s="reportListItem"><l>4</l><block var="interval1"/></block></block><script><block s="doSetVar"><l>leftEdge</l><block s="reportListItem"><l>4</l><block var="intersection"/></block></block><block s="doIfElse"><block s="reportEquals"><block s="reportListItem"><l>3</l><block var="intersection"/></block><l>≤</l></block><script><block s="doSetVar"><l>op1</l><l>&lt;</l></block></script><script><block s="doSetVar"><l>op1</l><l>≤</l></block></script></block><block s="doAddToList"><block s="reportNewList"><list><block var="leftEdge"/><block var="op1"/><block s="reportListItem"><l>3</l><block var="interval1"/></block><block s="reportListItem"><l>4</l><block var="interval1"/></block></list></block><block var="result"/></block></script><script><block s="doIf"><block s="reportAnd"><block s="reportEquals"><block s="reportListItem"><l>3</l><block var="interval1"/></block><l>≤</l></block><block s="reportEquals"><block s="reportListItem"><l>3</l><block var="intersection"/></block><l>&lt;</l></block></block><script><block s="doAddToList"><block s="reportNewList"><list><block s="reportListItem"><l>4</l><block var="intersection"/></block><l>≤</l><l>≤</l><block s="reportListItem"><l>4</l><block var="intersection"/></block></list></block><block var="result"/></block></script></block></script></block><block s="doReport"><block var="result"/></block></script></block><block s="doIf"><block s="reportLessThan"><block s="reportListItem"><l>1</l><block var="intersection"/></block><block s="reportListItem"><l>4</l><block var="interval1"/></block></block><script><block s="doIfElse"><block s="reportEquals"><block s="reportListItem"><l>2</l><block var="intersection"/></block><l>&lt;</l></block><script><block s="doAddToList"><block s="reportNewList"><list><block s="reportListItem"><l>1</l><block var="interval1"/></block><block s="reportListItem"><l>2</l><block var="interval1"/></block><l>≤</l><block s="reportListItem"><l>1</l><block var="intersection"/></block></list></block><block var="result"/></block></script><script><block s="doAddToList"><block s="reportNewList"><list><block s="reportListItem"><l>1</l><block var="interval1"/></block><block s="reportListItem"><l>2</l><block var="interval1"/></block><l>&lt;</l><block s="reportListItem"><l>1</l><block var="intersection"/></block></list></block><block var="result"/></block></script></block><block s="doIfElse"><block s="reportLessThan"><block s="reportListItem"><l>4</l><block var="intersection"/></block><block s="reportListItem"><l>4</l><block var="interval1"/></block></block><script><block s="doSetVar"><l>leftEdge</l><block s="reportListItem"><l>4</l><block var="intersection"/></block></block><block s="doIfElse"><block s="reportEquals"><block s="reportListItem"><l>3</l><block var="intersection"/></block><l>≤</l></block><script><block s="doSetVar"><l>op1</l><l>&lt;</l></block></script><script><block s="doSetVar"><l>op1</l><l>≤</l></block></script></block><block s="doAddToList"><block s="reportNewList"><list><block var="leftEdge"/><block var="op1"/><block s="reportListItem"><l>3</l><block var="interval1"/></block><block s="reportListItem"><l>4</l><block var="interval1"/></block></list></block><block var="result"/></block></script><script><block s="doIf"><block s="reportAnd"><block s="reportEquals"><block s="reportListItem"><l>3</l><block var="interval1"/></block><l>≤</l></block><block s="reportEquals"><block s="reportListItem"><l>3</l><block var="intersection"/></block><l>&lt;</l></block></block><script><block s="doAddToList"><block s="reportNewList"><list><block s="reportListItem"><l>4</l><block var="intersection"/></block><l>≤</l><l>≤</l><block s="reportListItem"><l>4</l><block var="intersection"/></block></list></block><block var="result"/></block></script></block></script></block><block s="doReport"><block var="result"/></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportListItem"><l>1</l><block var="intersection"/></block><block s="reportListItem"><l>4</l><block var="interval1"/></block></block><script><block s="doAddToList"><block s="reportNewList"><list><block s="reportListItem"><l>1</l><block var="interval1"/></block><block s="reportListItem"><l>2</l><block var="interval1"/></block><l>&lt;</l><block s="reportListItem"><l>4</l><block var="interval1"/></block></list></block><block var="result"/></block></script></block><block s="doReplaceInList"><l>4</l><block var="result"/><custom-block s="merge intervals %l"><block s="reportListItem"><l>4</l><block var="result"/></block></custom-block></block><block s="doReport"><block var="result"/></block></script></block></script></block-definition><block-definition s="list of numbers %&apos;numbers&apos; $arrowRightOutline list of intervals" type="reporter" category="other" helper="true"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>result</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>result</l><block s="reportNewList"><list></list></block></block><block s="doForEach"><l>item</l><block var="numbers"/><script><block s="doAddToList"><block s="reportNewList"><list><block var="item"/><l>≤</l><l>≤</l><block var="item"/></list></block><block var="result"/></block></script></block><block s="doReport"><block var="result"/></block></script></block></script></block-definition><block-definition s="are intervals %&apos;interval1&apos; and %&apos;interval2&apos; overlapping?" type="predicate" category="other" helper="true"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%l"></input></inputs><script><block s="doWarp"><script><block s="doIf"><block s="reportNot"><block s="reportAnd"><custom-block s="is %s a %txt"><block var="interval1"/><l>interval</l></custom-block><custom-block s="is %s a %txt"><block var="interval2"/><l>interval</l></custom-block></block></block><script><block s="doReport"><l>ERROR: intervals required!</l></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportLessThanOrEquals"><block s="reportListItem"><l>1</l><block var="interval2"/></block><block s="reportListItem"><l>1</l><block var="interval1"/></block></block><block s="reportOr"><block s="reportLessThan"><block s="reportListItem"><l>4</l><block var="interval2"/></block><block s="reportListItem"><l>1</l><block var="interval1"/></block></block><block s="reportAnd"><block s="reportEquals"><block s="reportListItem"><l>4</l><block var="interval2"/></block><block s="reportListItem"><l>1</l><block var="interval1"/></block></block><block s="reportOr"><block s="reportOr"><block s="reportAnd"><block s="reportEquals"><block s="reportListItem"><l>3</l><block var="interval2"/></block><l>&lt;</l></block><block s="reportEquals"><block s="reportListItem"><l>2</l><block var="interval1"/></block><l>≤</l></block></block><block s="reportAnd"><block s="reportEquals"><block s="reportListItem"><l>3</l><block var="interval2"/></block><l>≤</l></block><block s="reportEquals"><block s="reportListItem"><l>2</l><block var="interval1"/></block><l>&lt;</l></block></block></block><block s="reportAnd"><block s="reportEquals"><block s="reportListItem"><l>3</l><block var="interval2"/></block><l>&lt;</l></block><block s="reportEquals"><block s="reportListItem"><l>2</l><block var="interval1"/></block><l>&lt;</l></block></block></block></block></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportGreaterThanOrEquals"><block s="reportListItem"><l>4</l><block var="interval2"/></block><block s="reportListItem"><l>4</l><block var="interval1"/></block></block><block s="reportOr"><block s="reportGreaterThan"><block s="reportListItem"><l>1</l><block var="interval2"/></block><block s="reportListItem"><l>4</l><block var="interval1"/></block></block><block s="reportAnd"><block s="reportEquals"><block s="reportListItem"><l>1</l><block var="interval2"/></block><block s="reportListItem"><l>4</l><block var="interval1"/></block></block><block s="reportOr"><block s="reportOr"><block s="reportAnd"><block s="reportEquals"><block s="reportListItem"><l>2</l><block var="interval2"/></block><l>&lt;</l></block><block s="reportEquals"><block s="reportListItem"><l>3</l><block var="interval1"/></block><l>≤</l></block></block><block s="reportAnd"><block s="reportEquals"><block s="reportListItem"><l>2</l><block var="interval2"/></block><l>≤</l></block><block s="reportEquals"><block s="reportListItem"><l>3</l><block var="interval1"/></block><l>&lt;</l></block></block></block><block s="reportAnd"><block s="reportEquals"><block s="reportListItem"><l>2</l><block var="interval2"/></block><l>&lt;</l></block><block s="reportEquals"><block s="reportListItem"><l>3</l><block var="interval1"/></block><l>&lt;</l></block></block></block></block></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block></script></block-definition><block-definition s="configure %&apos;sprite&apos; as a PlotPad width: %&apos;width&apos; $nl height: %&apos;height&apos; color: %&apos;r&apos; %&apos;g&apos; %&apos;b&apos;" type="command" category="5. PlotPad for data plots"><comment x="0" y="0" w="115" collapsed="false">Creates a new  empty costume of the specified size and color and sets the local properties</comment><header></header><code></code><translations></translations><inputs><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input><input type="%n">400</input><input type="%n">300</input><input type="%n">245</input><input type="%n">245</input><input type="%n">245</input></inputs><script><block s="doWarp"><script><block s="doDeclareVariables"><list><l>target</l><l>costumeWidth</l><l>costumeHeight</l><l>yIntervals</l></list></block><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIfElse"><block s="reportIsIdentical"><block var="target"/><block s="reportObject"><l>Stage</l></block></block><script><block s="doSetVar"><l>sprite</l><l>theStage</l></block><block s="doSetVar"><l>target</l><block s="reportObject"><l>Stage</l></block></block><block s="doSetVar"><l>costumeWidth</l><block s="reportAttributeOf"><l><option>width</option></l><l>Stage</l></block></block><block s="doSetVar"><l>costumeHeight</l><block s="reportAttributeOf"><l><option>height</option></l><l>Stage</l></block></block></script><script><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="show"></block></script><list></list></block><list></list></block><block s="doSetVar"><l>costumeWidth</l><block var="width"/></block><block s="doSetVar"><l>costumeHeight</l><block var="height"/></block></script></block><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doApplyExtension"><l>var_declare(scope, name)</l><list><l>sprite</l><l>myProperties</l></list></block><block s="doApplyExtension"><l>var_declare(scope, name)</l><list><l>sprite</l><l>myData</l></list></block><block s="doSetVar"><l>myProperties</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>myData</l><block s="reportNewList"><list></list></block></block><block s="doSwitchToCostume"><block s="reportApplyExtension"><l>SciS_newcostume(w,h,r,g,b)</l><list><block var="costumeWidth"/><block var="costumeHeight"/><block var="r"/><block var="g"/><block var="b"/></list></block></block><block s="doAddToList"><block s="reportNewList"><list><l>typeOfConfiguration</l><l>PlotPad</l></list></block><block var="myProperties"/></block><block s="doAddToList"><block s="reportNewList"><list><l>typeOfData</l><l>none</l></list></block><block var="myProperties"/></block><block s="doAddToList"><block s="reportNewList"><list><l>lineProperties</l><block s="reportNewList"><list><l>continuous</l><l>1</l><l>0</l><l>0</l><l>0</l></list></block></list></block><block var="myProperties"/></block><block s="doAddToList"><block s="reportNewList"><list><l>markerProperties</l><block s="reportNewList"><list><l>square</l><l>5</l><block s="reportBoolean"><l><bool>false</bool></l></block><l>255</l><l>0</l><l>0</l></list></block></list></block><block var="myProperties"/></block><block s="doAddToList"><block s="reportNewList"><list><l>dataProperties</l><block s="reportNewList"><list><l>notSet</l><l>notSet</l><l>0</l><l>0</l></list></block></list></block><block var="myProperties"/></block><block s="doAddToList"><block s="reportNewList"><list><l>scaleOffsets</l><block s="reportNewList"><list><l>60</l><l>10</l><l>35</l><l>50</l></list></block></list></block><block var="myProperties"/></block><block s="doAddToList"><block s="reportNewList"><list><l>labels</l><block s="reportNewList"><list><l></l><l></l><l></l><l>18</l><l>16</l><l>16</l><l></l><l></l></list></block></list></block><block var="myProperties"/></block><block s="doAddToList"><block s="reportNewList"><list><l>ranges</l><block s="reportNewList"><list><l>-10</l><l>10</l><l>-10</l><l>10</l></list></block></list></block><block var="myProperties"/></block><block s="doSetVar"><l>yIntervals</l><block s="reportRound"><block s="reportVariadicProduct"><list><l>6</l><block s="reportQuotient"><block var="height"/><block var="width"/></block></list></block></block></block><block s="doIf"><block s="reportLessThan"><block var="yIntervals"/><l>3</l></block><script><block s="doSetVar"><l>yIntervals</l><l>3</l></block></script></block><block s="doAddToList"><block s="reportNewList"><list><l>scaleProperties</l><block s="reportNewList"><list><l>2</l><l>2</l><l>12</l><l>12</l><l>6</l><block var="yIntervals"/><l>-10</l><l>-10</l><l>2</l><l>2</l><l>1</l><l>1</l><l>6</l><l>0</l><l>0</l><block s="reportBoolean"><l><bool>false</bool></l></block><block s="reportBoolean"><l><bool>false</bool></l></block><block s="reportBoolean"><l><bool>false</bool></l></block><block s="reportBoolean"><l><bool>false</bool></l></block><block s="reportBoolean"><l><bool>true</bool></l></block><block s="reportBoolean"><l><bool>true</bool></l></block><block s="reportBoolean"><l><bool>false</bool></l></block></list></block></list></block><block var="myProperties"/></block></script><list></list></block><list></list></block><block s="doIfElse"><block s="reportIsIdentical"><block var="target"/><block s="reportObject"><l>Stage</l></block></block><script><block s="doTellTo"><l>Stage</l><block s="reifyScript"><script><block s="doAddToList"><block s="reportNewList"><list><l>costumeProperties</l><block s="reportNewList"><list><block s="reportAttributeOf"><l><option>width</option></l><l>Stage</l></block><block s="reportAttributeOf"><l><option>height</option></l><l>Stage</l></block><block var="r"/><block var="g"/><block var="b"/><block s="reportQuotient"><block s="reportDifference"><block s="reportAttributeOf"><l><option>width</option></l><l>Stage</l></block><block var="width"/></block><l>2</l></block><block s="reportQuotient"><block s="reportDifference"><block s="reportAttributeOf"><l><option>height</option></l><l>Stage</l></block><block var="height"/></block><l>2</l></block><l>0</l><l>0</l><l>0</l></list></block></list></block><block var="myProperties"/></block></script><list></list></block><list></list></block></script><script><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doAddToList"><block s="reportNewList"><list><l>costumeProperties</l><block s="reportNewList"><list><block var="width"/><block var="height"/><block var="r"/><block var="g"/><block var="b"/><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l></list></block></list></block><block var="myProperties"/></block></script><list></list></block><list></list></block></script></block></script></block></script><scripts><comment x="721.6666666666665" y="25.166666666666657" w="195" collapsed="false">costume properties:&#xD;1: width&#xD;2: height&#xD;3: back color red&#xD;4: back color green&#xD;5: back color blue&#xD;6: left offset for Image position on stage&#xD;7: upper offset for Image position on stage&#xD;8: front color red&#xD;9: front color green&#xD;10: front color blue&#xD;&#xD;line properties:&#xD;1: line width&#xD;2: line style&#xD;3: line color red&#xD;4: line color green&#xD;5: lineColor blue&#xD;&#xD;marker properties:&#xD;1: marker style&#xD;2: marker width&#xD;3: marker connected&#xD;4: marker color red&#xD;5: marker color green&#xD;6: marker color blue&#xD;&#xD;data properties:&#xD;1: minValue&#xD;2: maxValue&#xD;3: columns&#xD;4: rows&#xD;&#xD;scale offsets:&#xD;1:left offset&#xD;2: right offset&#xD;3: upper offset&#xD;4: lower offset&#xD;&#xD;labels:&#xD;1: title&#xD;2: x label&#xD;3: y label&#xD;4: title height&#xD;5: x label height&#xD;6: y label height&#xD;7: x unit&#xD;8: y unit&#xD;&#xD;ranges:&#xD;1: x left&#xD;2: x right&#xD;3: y lower &#xD;4: y upper&#xD;&#xD;scale properties:&#xD;1: scales x precision&#xD;2: scales y precision&#xD;3: scales x textheight&#xD;4: scales y textheight&#xD;5: scales x intervals&#xD;6: scales y intervals&#xD;7: scales x start&#xD;8: scales y start&#xD;9: scales x step&#xD;10: scales y step&#xD;11: scales x scaling&#xD;12: scales y scaling&#xD;13: scales ticlength&#xD;14: scales x minitics&#xD;15: scales y minitics&#xD;16: scales x grid&#xD;17: scales y grid&#xD;18: scales x centered&#xD;19: scales y centered&#xD;20: scales show x scale&#xD;21: scales show y scale&#xD;22: plot border</comment></scripts></block-definition><block-definition s="is %&apos;sprite&apos; a PlotPad?" type="predicate" category="5. PlotPad for data plots"><header></header><code></code><translations></translations><inputs><input type="%s">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doWarp"><script><block s="doIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><script><block s="doReport"><block s="reportAskFor"><block s="reportObject"><l><option>myself</option></l></block><block s="reifyReporter"><autolambda><custom-block s="is the global %b property %txt %br with value %s present ?"><l><bool>false</bool></l><l>typeOfConfiguration</l><l>PlotPad</l></custom-block></autolambda><list></list></block><list></list></block></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><script><block s="doReport"><block s="reportAskFor"><block s="reportObject"><l>Stage</l></block><block s="reifyReporter"><autolambda><custom-block s="is the global %b property %txt %br with value %s present ?"><l><bool>false</bool></l><l>typeOfConfiguration</l><l>PlotPad</l></custom-block></autolambda><list></list></block><list></list></block></block></script><script><block s="doReport"><block s="reportAskFor"><block s="reportObject"><block var="sprite"/></block><block s="reifyReporter"><autolambda><custom-block s="is the global %b property %txt %br with value %s present ?"><l><bool>false</bool></l><l>typeOfConfiguration</l><l>PlotPad</l></custom-block></autolambda><list></list></block><list></list></block></block></script></block></script></block></script></block></script></block-definition><block-definition s="PlotPadProperty %&apos;name&apos; of %&apos;sprite&apos;" type="reporter" category="5. PlotPad for data plots"><comment x="0" y="0" w="95" collapsed="false">Reads the value of an existing property.</comment><header></header><code></code><translations></translations><inputs><input type="%txt">costumeProperties<options>typeOfConfiguration&#xD;typeOfData&#xD;costumeProperties&#xD;lineProperties&#xD;markerProperties&#xD;dataProperties&#xD;scaleOffsets&#xD;labels&#xD;ranges&#xD;scaleProperties</options></input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>result</l><l>h</l><l>target</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a PlotPad?"><block var="target"/></custom-block></block><script><block s="doReport"><l>ERROR: target isn&apos;t configured as PlotPad!</l></block></script></block><block s="doSetVar"><l>result</l><l>not found</l></block><block s="doSetVar"><l>name</l><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="name"/><l> </l></block></block></block><block s="doSetVar"><l>h</l><block s="reportMap"><block s="reifyReporter"><script><block s="doIf"><block s="reportEquals"><block var="name"/><block s="reportListItem"><l>1</l><l/></block></block><script><block s="doSetVar"><l>result</l><block s="reportListItem"><l>2</l><l/></block></block></script></block><block s="doReport"><l></l></block></script><list></list></block><block s="reportAttributeOf"><l>myProperties</l><block var="target"/></block></block></block><block s="doReport"><block var="result"/></block></script></block></script></block-definition><block-definition s="set PlotPadProperty %&apos;name&apos; of %&apos;sprite&apos; to %&apos;value&apos;" type="command" category="5. PlotPad for data plots"><comment x="0" y="0" w="128.97435897435886" collapsed="false">Sets the value of an existing property or inserts it anew.</comment><header></header><code></code><translations></translations><inputs><input type="%txt">costumeProperties<options>typeOfConfiguration&#xD;typeOfData&#xD;costumeProperties&#xD;lineProperties&#xD;markerProperties&#xD;dataProperties&#xD;scaleOffsets&#xD;labels&#xD;ranges&#xD;scaleProperties</options></input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>done</l><l>h</l><l>target</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a PlotPad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as PlotPad!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doSetVar"><l>name</l><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="name"/><l> </l></block></block></block><block s="doSetVar"><l>done</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doSetVar"><l>h</l><block s="reportMap"><block s="reifyReporter"><script><block s="doIf"><block s="reportEquals"><block var="name"/><block s="reportListItem"><l>1</l><l/></block></block><script><block s="doReplaceInList"><l>2</l><l/><block var="value"/></block><block s="doSetVar"><l>done</l><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block><block s="doReport"><l></l></block></script><list></list></block><block s="reportAttributeOf"><l>myProperties</l><block var="target"/></block></block></block><block s="doIf"><block s="reportNot"><block var="done"/></block><script><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doAddToList"><l></l><l/></block></script><list></list></block><list><block s="reportNewList"><list><block var="name"/><block var="value"/></list></block><block s="reportAttributeOf"><l>myProperties</l><block var="target"/></block></list></block></script></block></script></block></script></block-definition><block-definition s="set PlotPad costume properties width: %&apos;width&apos; height: %&apos;height&apos; $nl back color: %&apos;r&apos; %&apos;g&apos; %&apos;b&apos; front color: %&apos;rFront&apos; %&apos;gFront&apos; %&apos;bFront&apos; $nl offsets: %&apos;leftOffset&apos; %&apos;upperOffset&apos; on %&apos;sprite&apos;" type="command" category="5. PlotPad for data plots"><comment x="0" y="0" w="117.66039530436237" collapsed="false">a simple way to set some costume attributes:&#xD;1: width&#xD;2: height&#xD;3: back color red&#xD;4: back color green&#xD;5: back color blue&#xD;6: left offset for Image&#xD;    position on stage&#xD;7: upper offset for Image&#xD;    position on stage&#xD;8: front color red&#xD;9: front color green&#xD;10: front color blue</comment><header></header><code></code><translations></translations><inputs><input type="%n">400</input><input type="%n">300</input><input type="%n">245</input><input type="%n">245</input><input type="%n">245</input><input type="%n">180</input><input type="%n">180</input><input type="%n">180</input><input type="%n">0</input><input type="%n">0</input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>target</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a PlotPad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as PlotPad!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIfElse"><block s="reportIsIdentical"><block var="target"/><block s="reportObject"><l>Stage</l></block></block><script><custom-block s="set PlotPadProperty %txt of %txt to %s"><l>costumeProperties</l><l>theStage</l><block s="reportNewList"><list><block s="reportAttributeOf"><l><option>width</option></l><l>Stage</l></block><block s="reportAttributeOf"><l><option>height</option></l><l>Stage</l></block><block var="r"/><block var="g"/><block var="b"/><block var="leftOffset"/><block var="upperOffset"/><block var="rFront"/><block var="gFront"/><block var="bFront"/></list></block></custom-block></script><script><custom-block s="set PlotPadProperty %txt of %txt to %s"><l>costumeProperties</l><block var="target"/><block s="reportNewList"><list><block var="width"/><block var="height"/><block var="r"/><block var="g"/><block var="b"/><block var="leftOffset"/><block var="upperOffset"/><block var="rFront"/><block var="gFront"/><block var="bFront"/></list></block></custom-block></script></block><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doSwitchToCostume"><block s="reportApplyExtension"><l>SciS_newcostume(w,h,r,g,b)</l><list><block var="width"/><block var="height"/><block var="r"/><block var="g"/><block var="b"/></list></block></block></script><list></list></block><list></list></block></script></block></script></block-definition><block-definition s="set PlotPad line properties style: %&apos;style&apos; $nl width: %&apos;lineWidth&apos; color: %&apos;r&apos; %&apos;g&apos; %&apos;b&apos; on %&apos;sprite&apos;" type="command" category="5. PlotPad for data plots"><comment x="0" y="0" w="105.68386840820362" collapsed="false">a simple way to set some net attributes:&#xD;line properties:&#xD;1: line style&#xD;2: lineWidth&#xD;3: line color red&#xD;4: line color green&#xD;5: lineColor blue</comment><header></header><code></code><translations></translations><inputs><input type="%txt" readonly="true">continuous<options>continuous&#xD;dashed&#xD;dash-dot&#xD;dot-dot&#xD;rainbow&#xD;inverse-rainbow</options></input><input type="%n">1</input><input type="%n">0</input><input type="%n">0</input><input type="%n">0</input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>target</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a PlotPad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as PlotPad!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><custom-block s="set PlotPadProperty %txt of %txt to %s"><l>lineProperties</l><block var="target"/><block s="reportNewList"><list><block var="style"/><block var="lineWidth"/><block var="r"/><block var="g"/><block var="b"/></list></block></custom-block></script></block></script></block-definition><block-definition s="set PlotPad marker properties style: %&apos;style&apos; width: %&apos;width&apos; $nl color: %&apos;r&apos; %&apos;g&apos; %&apos;b&apos; connected? %&apos;connected&apos; on %&apos;sprite&apos;" type="command" category="5. PlotPad for data plots"><comment x="0" y="0" w="105.68386840820362" collapsed="false">a simple way to set some net attributes:&#xD;marker properties:&#xD;1: marker style&#xD;2: marker width&#xD;3: marker connected&#xD;4: marker color red&#xD;5: marker color green&#xD;6: marker color blue</comment><header></header><code></code><translations></translations><inputs><input type="%txt" readonly="true">square<options>none&#xD;o_circle&#xD;._point&#xD;+_plus&#xD;x_ex&#xD;square&#xD;triangle</options></input><input type="%n">5</input><input type="%n">0</input><input type="%n">0</input><input type="%n">0</input><input type="%b">false</input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>target</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a PlotPad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as PlotPad!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><custom-block s="set PlotPadProperty %txt of %txt to %s"><l>markerProperties</l><block var="target"/><block s="reportNewList"><list><block var="style"/><block var="width"/><block var="connected"/><block var="r"/><block var="g"/><block var="b"/></list></block></custom-block></script></block></script></block-definition><block-definition s="set PlotPad scale properties precision: %&apos;xprecision&apos; %&apos;yprecision&apos; $nl textheight: %&apos;xtextheight&apos; %&apos;ytextheight&apos; number of intervals: %&apos;nx&apos; %&apos;ny&apos; $nl on %&apos;sprite&apos;" type="command" category="5. PlotPad for data plots"><comment x="0" y="0" w="152.3076923076923" collapsed="false">Sets some properties for scales.</comment><header></header><code></code><translations></translations><inputs><input type="%n">2</input><input type="%n">2</input><input type="%n">12</input><input type="%n">12</input><input type="%n">10</input><input type="%n">10</input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doWarp"><script><block s="doDeclareVariables"><list><l>target</l><l>scaleProperties</l></list></block><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a PlotPad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as PlotPad!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doSetVar"><l>scaleProperties</l><custom-block s="PlotPadProperty %txt of %txt"><l>scaleProperties</l><block var="target"/></custom-block></block><block s="doReplaceInList"><l>1</l><block var="scaleProperties"/><block var="xprecision"/></block><block s="doReplaceInList"><l>2</l><block var="scaleProperties"/><block var="yprecision"/></block><block s="doReplaceInList"><l>3</l><block var="scaleProperties"/><block var="xtextheight"/></block><block s="doReplaceInList"><l>4</l><block var="scaleProperties"/><block var="ytextheight"/></block><block s="doReplaceInList"><l>5</l><block var="scaleProperties"/><block var="nx"/></block><block s="doReplaceInList"><l>6</l><block var="scaleProperties"/><block var="ny"/></block><custom-block s="set PlotPadProperty %txt of %txt to %s"><l>scaleProperties</l><block var="target"/><block var="scaleProperties"/></custom-block></script></block></script></block-definition><block-definition s="set PlotPad labels on %&apos;sprite&apos; to $nl title: %&apos;newTitle&apos; titleheight: %&apos;tHeight&apos; $nl x-label: %&apos;newXLabel&apos; xLabelheight: %&apos;xHeight&apos; $nl y-label: %&apos;newYLabel&apos; yLabelheight: %&apos;yHeight&apos;" type="command" category="5. PlotPad for data plots"><comment x="0" y="0" w="140.3846153846154" collapsed="false">Sets the labels and textheights of the diagrams of a PlotPad.</comment><header></header><code></code><translations></translations><inputs><input type="%s">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input><input type="%txt">Diagram Title</input><input type="%n">18</input><input type="%txt">x-label</input><input type="%n">16</input><input type="%txt">y-label</input><input type="%n">16</input></inputs><script><block s="doWarp"><script><block s="doDeclareVariables"><list><l>target</l></list></block><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a PlotPad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as PlotPad!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><custom-block s="set PlotPadProperty %txt of %txt to %s"><l>labels</l><block var="target"/><block s="reportNewList"><list><block var="newTitle"/><block var="newXLabel"/><block var="newYLabel"/><block var="tHeight"/><block var="xHeight"/><block var="yHeight"/><l></l><l></l></list></block></custom-block><custom-block s="set PlotPad offsets from edges on %txt"><block var="target"/></custom-block></script></block></script></block-definition><block-definition s="set PlotPad offsets from edges on %&apos;sprite&apos;" type="command" category="5. PlotPad for data plots"><comment x="0" y="0" w="187.1666676666667" collapsed="false">Sets the distances of the diagram axes to the edges of the Sketchpad.</comment><header></header><code></code><translations></translations><inputs><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>leftOffset</l><l>rightOffset</l><l>target</l><l>upperOffset</l><l>lowerOffset</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a PlotPad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as PlotPad!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doSetVar"><l>upperOffset</l><block s="reportVariadicProduct"><list><l>1</l><block s="reportListItem"><l>3</l><custom-block s="PlotPadProperty %txt of %txt"><l>scaleProperties</l><block var="target"/></custom-block></block></list><comment w="90" collapsed="false">UPPER OFFSET</comment></block></block><block s="doIf"><block s="reportGreaterThan"><block s="reportStringSize"><block s="reportListItem"><l>1</l><custom-block s="PlotPadProperty %txt of %txt"><l>labels</l><block var="target"/></custom-block></block></block><l>0</l></block><script><block s="doChangeVar"><l>upperOffset</l><block s="reportVariadicProduct"><list><l>1</l><block s="reportListItem"><l>4</l><custom-block s="PlotPadProperty %txt of %txt"><l>labels</l><block var="target"/></custom-block></block></list></block></block></script></block><block s="doIf"><block s="reportLessThan"><block s="reportListItem"><l>13</l><custom-block s="PlotPadProperty %txt of %txt"><l>scaleProperties</l><block var="target"/></custom-block></block><l>0</l></block><script><block s="doChangeVar"><l>upperOffset</l><block s="reportVariadicProduct"><list><l>-1</l><block s="reportListItem"><l>13</l><custom-block s="PlotPadProperty %txt of %txt"><l>scaleProperties</l><block var="target"/></custom-block></block></list></block></block></script></block><block s="doSetVar"><l>lowerOffset</l><block s="reportVariadicProduct"><list><l>1</l><block s="reportListItem"><l>3</l><custom-block s="PlotPadProperty %txt of %txt"><l>scaleProperties</l><block var="target"/></custom-block></block></list></block><comment w="90" collapsed="false">LOWER OFFSET</comment></block><block s="doIf"><block s="reportNot"><block s="reportListItem"><l>19</l><custom-block s="PlotPadProperty %txt of %txt"><l>scaleProperties</l><block var="target"/></custom-block></block></block><script><block s="doChangeVar"><l>lowerOffset</l><block s="reportVariadicProduct"><list><l>1</l><block s="reportListItem"><l>3</l><custom-block s="PlotPadProperty %txt of %txt"><l>scaleProperties</l><block var="target"/></custom-block></block></list></block></block><block s="doIf"><block s="reportOr"><block s="reportGreaterThan"><block s="reportStringSize"><block s="reportListItem"><l>2</l><custom-block s="PlotPadProperty %txt of %txt"><l>labels</l><block var="target"/></custom-block></block></block><l>0</l></block><block s="reportOr"><block s="reportLessThan"><block s="reportListItem"><l>11</l><custom-block s="PlotPadProperty %txt of %txt"><l>scaleProperties</l><block var="target"/></custom-block></block><l>0.99</l></block><block s="reportGreaterThan"><block s="reportListItem"><l>11</l><custom-block s="PlotPadProperty %txt of %txt"><l>scaleProperties</l><block var="target"/></custom-block></block><l>1.01</l></block></block></block><script><block s="doChangeVar"><l>lowerOffset</l><block s="reportVariadicProduct"><list><l>1.5</l><block s="reportListItem"><l>5</l><custom-block s="PlotPadProperty %txt of %txt"><l>labels</l><block var="target"/></custom-block></block></list></block></block></script></block></script></block><block s="doSetVar"><l>rightOffset</l><block s="reportVariadicProduct"><list><l>1.5</l><block s="reportListItem"><l>4</l><custom-block s="PlotPadProperty %txt of %txt"><l>scaleProperties</l><block var="target"/></custom-block></block></list></block><comment w="90" collapsed="false">RIGHT OFFSET.</comment></block><block s="doIf"><block s="reportLessThan"><block s="reportListItem"><l>13</l><custom-block s="PlotPadProperty %txt of %txt"><l>scaleProperties</l><block var="target"/></custom-block></block><l>0</l></block><script><block s="doChangeVar"><l>rightOffset</l><block s="reportVariadicProduct"><list><l>-1</l><block s="reportListItem"><l>13</l><custom-block s="PlotPadProperty %txt of %txt"><l>scaleProperties</l><block var="target"/></custom-block></block></list></block></block></script></block><block s="doSetVar"><l>leftOffset</l><block s="reportVariadicProduct"><list><l>1</l><block s="reportListItem"><l>4</l><custom-block s="PlotPadProperty %txt of %txt"><l>scaleProperties</l><block var="target"/></custom-block></block></list></block><comment w="90" collapsed="false">LEFT OFFSET</comment></block><block s="doIf"><block s="reportNot"><block s="reportListItem"><l>18</l><custom-block s="PlotPadProperty %txt of %txt"><l>scaleProperties</l><block var="target"/></custom-block></block></block><script><block s="doChangeVar"><l>leftOffset</l><block s="reportVariadicProduct"><list><l>3</l><block s="reportListItem"><l>4</l><custom-block s="PlotPadProperty %txt of %txt"><l>scaleProperties</l><block var="target"/></custom-block></block></list></block></block><block s="doIf"><block s="reportOr"><block s="reportGreaterThan"><block s="reportStringSize"><block s="reportListItem"><l>3</l><custom-block s="PlotPadProperty %txt of %txt"><l>labels</l><block var="target"/></custom-block></block></block><l>0</l></block><block s="reportOr"><block s="reportLessThan"><block s="reportListItem"><l>12</l><custom-block s="PlotPadProperty %txt of %txt"><l>scaleProperties</l><block var="target"/></custom-block></block><l>0.99</l></block><block s="reportGreaterThan"><block s="reportListItem"><l>12</l><custom-block s="PlotPadProperty %txt of %txt"><l>scaleProperties</l><block var="target"/></custom-block></block><l>1.01</l></block></block></block><script><block s="doChangeVar"><l>leftOffset</l><block s="reportVariadicProduct"><list><l>1</l><block s="reportListItem"><l>6</l><custom-block s="PlotPadProperty %txt of %txt"><l>labels</l><block var="target"/></custom-block></block></list></block></block></script></block><block s="doIf"><block s="reportLessThan"><block s="reportListItem"><l>13</l><custom-block s="PlotPadProperty %txt of %txt"><l>scaleProperties</l><block var="target"/></custom-block></block><l>0</l></block><script><block s="doChangeVar"><l>leftOffset</l><block s="reportVariadicProduct"><list><l>-1</l><block s="reportListItem"><l>13</l><custom-block s="PlotPadProperty %txt of %txt"><l>scaleProperties</l><block var="target"/></custom-block></block></list></block></block></script></block></script></block><custom-block s="set PlotPadProperty %txt of %txt to %s"><l>scaleOffsets</l><block var="target"/><block s="reportNewList"><list><block var="leftOffset"/><block var="rightOffset"/><block var="upperOffset"/><block var="lowerOffset"/></list></block></custom-block></script></block></script></block-definition><block-definition s="set PlotPad ranges for x: %&apos;xLeft&apos; %&apos;xRight&apos; y: %&apos;yLower&apos; %&apos;yUpper&apos; $nl with border? %&apos;border&apos; of %&apos;percent&apos; pretty formatted? %&apos;pretty&apos; $nl on %&apos;sprite&apos;" type="command" category="5. PlotPad for data plots"><comment x="0" y="0" w="119.1666666666667" collapsed="false">Sets the ranges for the axes of the diagrams of a Sketchpad.</comment><header></header><code></code><translations></translations><inputs><input type="%n">-10</input><input type="%n">10</input><input type="%n">-10</input><input type="%n">10</input><input type="%b">false</input><input type="%n">0.1</input><input type="%b">true</input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>dx</l><l>dy</l><l>target</l><l>ranges</l><l>scaleProperties</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a PlotPad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as PlotPad!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doSetVar"><l>ranges</l><block s="reportNewList"><list><block var="xLeft"/><block var="xRight"/><block var="yLower"/><block var="yUpper"/></list></block></block><block s="doIf"><block var="border"/><script><block s="doSetVar"><l>dx</l><block s="reportVariadicProduct"><list><block var="percent"/><block s="reportDifference"><block var="xRight"/><block var="xLeft"/></block></list></block></block><block s="doSetVar"><l>dy</l><block s="reportVariadicProduct"><list><block var="percent"/><block s="reportDifference"><block var="yUpper"/><block var="yLower"/></block></list></block></block><block s="doSetVar"><l>ranges</l><block s="reportNewList"><list><block s="reportDifference"><block var="xLeft"/><block var="dx"/></block><block s="reportVariadicSum"><list><block var="xRight"/><block var="dx"/></list></block><block s="reportDifference"><block var="yLower"/><block var="dy"/></block><block s="reportVariadicSum"><list><block var="yUpper"/><block var="dy"/></list></block></list></block></block></script></block><custom-block s="set PlotPadProperty %txt of %txt to %s"><l>ranges</l><block var="target"/><block var="ranges"/></custom-block><block s="doIfElse"><block var="pretty"/><script><custom-block s="set pretty ranges on PlotPad %txt"><block var="target"/></custom-block></script><script><block s="doSetVar"><l>scaleProperties</l><custom-block s="PlotPadProperty %txt of %txt"><l>scaleProperties</l><block var="target"/></custom-block></block><block s="doReplaceInList"><l>7</l><block var="scaleProperties"/><block s="reportListItem"><l>1</l><block var="ranges"/></block></block><block s="doReplaceInList"><l>9</l><block var="scaleProperties"/><block s="reportQuotient"><block s="reportDifference"><block s="reportListItem"><l>2</l><block var="ranges"/></block><block s="reportListItem"><l>1</l><block var="ranges"/></block></block><block s="reportListItem"><l>5</l><block var="scaleProperties"/></block></block></block><block s="doReplaceInList"><l>11</l><block var="scaleProperties"/><l>1</l></block><block s="doReplaceInList"><l>14</l><block var="scaleProperties"/><l>1</l></block><block s="doReplaceInList"><l>8</l><block var="scaleProperties"/><block s="reportListItem"><l>3</l><block var="ranges"/></block></block><block s="doReplaceInList"><l>10</l><block var="scaleProperties"/><block s="reportQuotient"><block s="reportDifference"><block s="reportListItem"><l>4</l><block var="ranges"/></block><block s="reportListItem"><l>3</l><block var="ranges"/></block></block><block s="reportListItem"><l>6</l><block var="scaleProperties"/></block></block></block><block s="doReplaceInList"><l>12</l><block var="scaleProperties"/><l>1</l></block><block s="doReplaceInList"><l>15</l><block var="scaleProperties"/><l>1</l></block><custom-block s="set PlotPadProperty %txt of %txt to %s"><l>scaleProperties</l><block var="target"/><block var="scaleProperties"/></custom-block></script></block></script></block></script></block-definition><block-definition s="add graph %&apos;aFunction&apos; to PlotPad %&apos;sprite&apos;" type="command" category="5. PlotPad for data plots"><comment x="0" y="0" w="220" collapsed="false">Draws the graph of a function given as rigified Snap!-function or coefficient-list of a polynomial. </comment><header></header><code></code><translations></translations><inputs><input type="%s">ringified operator or polynomial</input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>target</l></list></block><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a PlotPad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as PlotPad!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIfElse"><block s="reportOr"><block s="reportIsA"><block var="aFunction"/><l><option>reporter</option></l></block><custom-block s="is %s a %txt"><block var="aFunction"/><l>vector</l></custom-block></block><script><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doSwitchToCostume"><l></l></block></script><list></list></block><list><block s="evaluate"><block s="reifyReporter"><autolambda><block s="reportApplyExtension"><l>SciS_addGraphToPlotpad(costume,ranges,offsets,lineattributes,aFunction,proc)</l><list><block s="reportAskFor"><block var="target"/><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>costume</option></l></block></autolambda><list></list></block><list></list></block><custom-block s="PlotPadProperty %txt of %txt"><l>ranges</l><block var="target"/></custom-block><custom-block s="PlotPadProperty %txt of %txt"><l>scaleOffsets</l><block var="target"/></custom-block><custom-block s="PlotPadProperty %txt of %txt"><l>lineProperties</l><block var="target"/></custom-block><block var="aFunction"/></list></block></autolambda><list></list></block><list></list></block></list></block></script><script><custom-block s="report SciSnap! error %txt"><l>ERROR: ringified operator necessary!</l></custom-block></script></block></script></block-definition><block-definition s="add dataplot of numeric data: %&apos;data&apos; to PlotPad %&apos;sprite&apos;" type="command" category="5. PlotPad for data plots"><comment x="0" y="0" w="195.83333333333334" collapsed="false">Draws the data points of a two-dimensional table with numerical values. With a lot of additions from Rick Hessman. Thanks!</comment><header></header><code></code><translations></translations><inputs><input type="%s">myData</input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>source</l><l>target</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a PlotPad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as PlotPad!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIfElse"><block s="reportEquals"><block var="data"/><l>myData</l></block><script><block s="doSetVar"><l>source</l><block s="reportAttributeOf"><l>myData</l><block var="target"/></block></block></script><script><block s="doSetVar"><l>source</l><block var="data"/></block></script></block><block s="doIfElse"><block s="reportAnd"><block s="reportNot"><custom-block s="is %s a %txt"><block var="source"/><l>matrix</l></custom-block></block><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="source"/></block></block><l>2</l></block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: only matrices supported!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><script><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doSwitchToCostume"><l></l></block></script><list></list></block><list><block s="reportApplyExtension"><l>SciS_addNumericDataplotToPlotpad(costume,ranges,offsets,labels,lineattributes,dataattributes,data)</l><list><block s="reportAskFor"><block var="target"/><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>costume</option></l></block></autolambda><list></list></block><list></list></block><custom-block s="PlotPadProperty %txt of %txt"><l>ranges</l><block var="target"/></custom-block><custom-block s="PlotPadProperty %txt of %txt"><l>scaleOffsets</l><block var="target"/></custom-block><custom-block s="PlotPadProperty %txt of %txt"><l>labels</l><block var="target"/></custom-block><custom-block s="PlotPadProperty %txt of %txt"><l>lineProperties</l><block var="target"/></custom-block><custom-block s="PlotPadProperty %txt of %txt"><l>markerProperties</l><block var="target"/></custom-block><block var="source"/></list></block></list></block></script></block></script></block></script></block-definition><block-definition s="add dataplot of mixed data: %&apos;data&apos; $nl y-scale? %&apos;yScaled&apos; x-scale? %&apos;xScaled&apos; to PlotPad %&apos;sprite&apos;" type="command" category="5. PlotPad for data plots"><comment x="0" y="0" w="208.33333333333334" collapsed="false">Draws the data points of a two-dimensional table with numerical values in column 2. &#xD;Text values should be used to set the x-label.</comment><header></header><code></code><translations></translations><inputs><input type="%s">myData</input><input type="%b">true</input><input type="%b">true</input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>source</l><l>wasXscaled?</l><l>wasYscaled?</l><l>target</l><l>scaleProperties</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a PlotPad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as PlotPad!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIfElse"><block s="reportEquals"><block var="data"/><l>myData</l></block><script><block s="doIfElse"><block s="reportEquals"><custom-block s="PlotPadProperty %txt of %txt"><l>typeOfData</l><block var="target"/></custom-block><l>table</l></block><script><block s="doSetVar"><l>source</l><block s="reportAttributeOf"><l>myData</l><block var="target"/></block></block></script><script><custom-block s="report SciSnap! error %txt"><l>ERROR: table data necessary!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block></script><script><block s="doSetVar"><l>source</l><block var="data"/></block></script></block><block s="doIfElse"><block s="reportNot"><custom-block s="is %s a %txt"><block var="source"/><l>table</l></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: table data necessary!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><script><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doSwitchToCostume"><l></l></block></script><list></list></block><list><block s="reportApplyExtension"><l>SciS_addMixedDataplotToPlotpad(costume,ranges,offsets,labels,lineattributes,dataattributes,data)</l><list><block s="reportAskFor"><block var="target"/><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>costume</option></l></block></autolambda><list></list></block><list></list></block><custom-block s="PlotPadProperty %txt of %txt"><l>ranges</l><block var="target"/></custom-block><custom-block s="PlotPadProperty %txt of %txt"><l>scaleOffsets</l><block var="target"/></custom-block><custom-block s="PlotPadProperty %txt of %txt"><l>labels</l><block var="target"/></custom-block><custom-block s="PlotPadProperty %txt of %txt"><l>lineProperties</l><block var="target"/></custom-block><custom-block s="PlotPadProperty %txt of %txt"><l>markerProperties</l><block var="target"/></custom-block><block var="source"/></list></block></list></block></script></block><block s="doSetVar"><l>scaleProperties</l><custom-block s="PlotPadProperty %txt of %txt"><l>scaleProperties</l><block var="target"/></custom-block></block><block s="doSetVar"><l>wasXscaled?</l><block s="reportListItem"><l>20</l><block var="scaleProperties"/></block></block><block s="doSetVar"><l>wasYscaled?</l><block s="reportListItem"><l>21</l><block var="scaleProperties"/></block></block><block s="doReplaceInList"><l>20</l><block var="scaleProperties"/><block var="xScaled"/></block><block s="doReplaceInList"><l>21</l><block var="scaleProperties"/><block var="yScaled"/></block><custom-block s="set PlotPadProperty %txt of %txt to %s"><l>scaleProperties</l><block var="target"/><block var="scaleProperties"/></custom-block></script></block></script></block-definition><block-definition s="add histogram of %&apos;data&apos; with %&apos;n&apos; groups $nl pretty formated? %&apos;prettyFormatted&apos; to PlotPad %&apos;sprite&apos;" type="command" category="5. PlotPad for data plots"><comment x="0" y="0" w="146.33333333333326" collapsed="false">Draws a histogram of histogram data.With a lot of additions by Rick Hessman. Thanks!</comment><header></header><code></code><translations></translations><inputs><input type="%s">myData</input><input type="%n">10</input><input type="%b">true</input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>ranges</l><l>pretty</l><l>dx</l><l>source</l><l>min</l><l>max</l><l>result</l><l>target</l><l>delta</l><l>h</l><l>i</l><l>x</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a PlotPad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as PlotPad!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIfElse"><block s="reportEquals"><block var="data"/><l>myData</l></block><script><block s="doSetVar"><l>source</l><block s="reportAttributeOf"><l>myData</l><block var="target"/></block></block></script><script><block s="doSetVar"><l>source</l><block var="data"/></block></script></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a %txt"><block var="source"/><l>vector</l></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: vector required!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="source"/></block><l>0</l></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: empty data!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIf"><custom-block s="is %s a %txt"><block var="source"/><l>transposed-vector</l></custom-block><script><block s="doSetVar"><l>source</l><custom-block s="transpose %l"><block var="source"/></custom-block></block></script></block><block s="doSetVar"><l>min</l><block s="reportCombine"><block var="source"/><block s="reifyReporter"><autolambda><block s="reportVariadicMin"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block><block s="doSetVar"><l>max</l><block s="reportCombine"><block var="source"/><block s="reifyReporter"><autolambda><block s="reportVariadicMax"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block><block s="doSetVar"><l>delta</l><block s="reportQuotient"><block s="reportDifference"><block var="max"/><block var="min"/></block><block var="n"/></block></block><block s="doSetVar"><l>h</l><block s="reportVariadicSum"><list><block var="min"/><block s="reportQuotient"><block var="delta"/><l>2</l></block></list></block></block><block s="doSetVar"><l>result</l><block s="reportNewList"><list></list></block></block><block s="doRepeat"><block var="n"/><script><block s="doAddToList"><block s="reportNewList"><list><block var="h"/><l>0</l></list></block><block var="result"/></block><block s="doChangeVar"><l>h</l><block var="delta"/></block></script></block><block s="doSetVar"><l>i</l><l>1</l></block><block s="doUntil"><block s="reportGreaterThan"><block var="i"/><block s="reportListAttribute"><l><option>length</option></l><block var="source"/></block></block><script><block s="doSetVar"><l>x</l><block s="reportListItem"><block var="i"/><block var="source"/></block></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="x"/><l><option>number</option></l></block></block><script><block s="doSetVar"><l>x</l><block s="reportListItem"><l>1</l><block var="x"/></block></block></script></block><block s="doIf"><block s="reportIsA"><block var="x"/><l><option>number</option></l></block><script><block s="doSetVar"><l>h</l><block s="reportMonadic"><l><option>ceiling</option></l><block s="reportQuotient"><block s="reportDifference"><block var="x"/><block var="min"/></block><block var="delta"/></block></block></block><block s="doIfElse"><block s="reportLessThan"><block var="h"/><l>1</l></block><script><block s="doSetVar"><l>h</l><l>1</l></block></script><script><block s="doIf"><block s="reportGreaterThan"><block var="h"/><block var="n"/></block><script><block s="doSetVar"><l>h</l><block var="n"/></block></script></block></script></block><block s="doReplaceInList"><l>2</l><block s="reportListItem"><block var="h"/><block var="result"/></block><block s="reportVariadicSum"><list><block s="reportListItem"><l>2</l><block s="reportListItem"><block var="h"/><block var="result"/></block></block><l>1</l></list></block></block></script></block><block s="doChangeVar"><l>i</l><l>1</l></block></script></block><block s="doSetVar"><l>source</l><block var="result"/></block><custom-block s="get ranges for PlotPad %txt %br from %s with border %n"><block var="target"/><block var="source"/><l>0.1</l></custom-block><block s="doIf"><block var="prettyFormatted"/><script><custom-block s="set pretty ranges on PlotPad %txt"><block var="target"/></custom-block></script></block><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doSwitchToCostume"><l></l></block></script><list></list></block><list><block s="reportApplyExtension"><l>SciS_addHistogramToPlotpad(costume,ranges,offsets,lineattributes,data,datapointattributes)</l><list><block s="reportAskFor"><block var="target"/><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>costume</option></l></block></autolambda><list></list></block><list></list></block><custom-block s="PlotPadProperty %txt of %txt"><l>ranges</l><block var="target"/></custom-block><custom-block s="PlotPadProperty %txt of %txt"><l>scaleOffsets</l><block var="target"/></custom-block><custom-block s="PlotPadProperty %txt of %txt"><l>lineProperties</l><block var="target"/></custom-block><block var="source"/><custom-block s="PlotPadProperty %txt of %txt"><l>markerProperties</l><block var="target"/></custom-block></list></block></list></block></script></block></script></block-definition><block-definition s="add axes and scales to PlotPad %&apos;sprite&apos;" type="command" category="5. PlotPad for data plots"><comment x="0" y="0" w="226.3153515625" collapsed="false">Draws and labels the axes of a PlotPad.&#xD;With lot of additions of Rick Hessman. Thanks!</comment><header></header><code></code><translations></translations><inputs><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>target</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a PlotPad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as PlotPad!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doSwitchToCostume"><l></l></block></script><list></list></block><list><block s="reportApplyExtension"><l>SciS_addAxesAndScalesToPlotpad(costume,scaleattributes,labels,offsets,ranges,plotcolors)</l><list><block s="reportAskFor"><block var="target"/><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>costume</option></l></block></autolambda><list></list></block><list></list></block><custom-block s="PlotPadProperty %txt of %txt"><l>scaleProperties</l><block var="target"/></custom-block><custom-block s="PlotPadProperty %txt of %txt"><l>labels</l><block var="target"/></custom-block><custom-block s="PlotPadProperty %txt of %txt"><l>scaleOffsets</l><block var="target"/></custom-block><custom-block s="PlotPadProperty %txt of %txt"><l>ranges</l><block var="target"/></custom-block><custom-block s="PlotPadProperty %txt of %txt"><l>costumeProperties</l><block var="target"/></custom-block></list></block></list></block></script></block></script></block-definition><block-definition s="clear plot of %&apos;sprite&apos;" type="command" category="5. PlotPad for data plots"><header></header><code></code><translations></translations><inputs><input type="%s">thisSprite</input></inputs><script><block s="doDeclareVariables"><list><l>target</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a PlotPad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as PlotPad!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doSwitchToCostume"><l></l></block></script><list></list></block><list><block s="reportApplyExtension"><l>SciS_newcostume(w,h,r,g,b)</l><list><block s="reportAttributeOf"><l><option>width</option></l><block var="target"/></block><block s="reportAttributeOf"><l><option>height</option></l><block var="target"/></block><block s="reportListItem"><l>3</l><custom-block s="PlotPadProperty %txt of %txt"><l>costumeProperties</l><block var="target"/></custom-block></block><block s="reportListItem"><l>4</l><custom-block s="PlotPadProperty %txt of %txt"><l>costumeProperties</l><block var="target"/></custom-block></block><block s="reportListItem"><l>5</l><custom-block s="PlotPadProperty %txt of %txt"><l>costumeProperties</l><block var="target"/></custom-block></block></list></block></list></block></script></block></script></block-definition><block-definition s="set pretty ranges on PlotPad %&apos;sprite&apos;" type="command" category="5. PlotPad for data plots"><comment x="0" y="0" w="311.3333333333333" collapsed="false">Sets the ranges to &quot;pretty&quot; values. Many thanks to Rick Hessman!</comment><header></header><code></code><translations></translations><inputs><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>pretty</l><l>target</l><l>scaleProperties</l><l>ranges</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a PlotPad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as PlotPad!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doSetVar"><l>scaleProperties</l><custom-block s="PlotPadProperty %txt of %txt"><l>scaleProperties</l><block var="target"/></custom-block></block><block s="doSetVar"><l>ranges</l><custom-block s="PlotPadProperty %txt of %txt"><l>ranges</l><block var="target"/></custom-block></block><block s="doSetVar"><l>pretty</l><custom-block s="pretty values for a PlotPad from %n %br to %n with %n intervals"><block s="reportListItem"><l>1</l><block var="ranges"/></block><block s="reportListItem"><l>2</l><block var="ranges"/></block><block s="reportListItem"><l>5</l><block var="scaleProperties"/></block></custom-block><comment w="89.66666666666667" collapsed="false">get dictionary of pretty values.</comment></block><block s="doReplaceInList"><l>7</l><block var="scaleProperties"/><block s="reportListItem"><l>2</l><block s="reportListItem"><l>1</l><block var="pretty"/></block></block></block><block s="doReplaceInList"><l>9</l><block var="scaleProperties"/><block s="reportListItem"><l>2</l><block s="reportListItem"><l>3</l><block var="pretty"/></block></block></block><block s="doReplaceInList"><l>11</l><block var="scaleProperties"/><block s="reportListItem"><l>2</l><block s="reportListItem"><l>4</l><block var="pretty"/></block></block></block><block s="doReplaceInList"><l>5</l><block var="scaleProperties"/><block s="reportMonadic"><l><option>ceiling</option></l><block s="reportQuotient"><block s="reportAskFor"><block var="target"/><block s="reifyReporter"><autolambda><block s="reportGetImageAttribute"><l><option>width</option></l><l><option>current</option></l></block></autolambda><list></list></block><list></list></block><block s="reportVariadicProduct"><list><l>6</l><block s="reportListItem"><l>3</l><block var="scaleProperties"/></block></list></block></block></block></block><block s="doReplaceInList"><l>1</l><block var="scaleProperties"/><block s="reportListItem"><l>2</l><block s="reportListItem"><l>6</l><block var="pretty"/></block></block></block><block s="doReplaceInList"><l>14</l><block var="scaleProperties"/><block s="reportListItem"><l>2</l><block s="reportListItem"><l>7</l><block var="pretty"/></block></block></block><block s="doSetVar"><l>pretty</l><custom-block s="pretty values for a PlotPad from %n %br to %n with %n intervals"><block s="reportListItem"><l>3</l><block var="ranges"/></block><block s="reportListItem"><l>4</l><block var="ranges"/></block><block s="reportListItem"><l>6</l><block var="scaleProperties"/></block></custom-block><comment w="89.66666666666667" collapsed="false">get dictionary of pretty values.</comment></block><block s="doReplaceInList"><l>8</l><block var="scaleProperties"/><block s="reportListItem"><l>2</l><block s="reportListItem"><l>1</l><block var="pretty"/></block></block></block><block s="doReplaceInList"><l>10</l><block var="scaleProperties"/><block s="reportListItem"><l>2</l><block s="reportListItem"><l>3</l><block var="pretty"/></block></block></block><block s="doReplaceInList"><l>12</l><block var="scaleProperties"/><block s="reportListItem"><l>2</l><block s="reportListItem"><l>4</l><block var="pretty"/></block></block></block><block s="doReplaceInList"><l>6</l><block var="scaleProperties"/><block s="reportMonadic"><l><option>ceiling</option></l><block s="reportQuotient"><block s="reportAskFor"><block var="target"/><block s="reifyReporter"><autolambda><block s="reportGetImageAttribute"><l><option>height</option></l><l><option>current</option></l></block></autolambda><list></list></block><list></list></block><block s="reportVariadicProduct"><list><l>8</l><block s="reportListItem"><l>4</l><block var="scaleProperties"/></block></list></block></block></block></block><block s="doReplaceInList"><l>2</l><block var="scaleProperties"/><block s="reportListItem"><l>2</l><block s="reportListItem"><l>6</l><block var="pretty"/></block></block></block><block s="doReplaceInList"><l>15</l><block var="scaleProperties"/><block s="reportListItem"><l>2</l><block s="reportListItem"><l>7</l><block var="pretty"/></block></block></block><custom-block s="set PlotPadProperty %txt of %txt to %s"><l>ranges</l><block var="target"/><block var="ranges"/></custom-block><custom-block s="set PlotPadProperty %txt of %txt to %s"><l>scaleProperties</l><block var="target"/><block var="scaleProperties"/></custom-block></script></block></script><scripts><script x="452.66666666666674" y="398.66666666666663"><block s="doReplaceInList"><l>1</l><block var="ranges"/><block s="reportListItem"><l>2</l><block s="reportListItem"><l>1</l><block var="pretty"/></block></block></block><block s="doReplaceInList"><l>2</l><block var="ranges"/><block s="reportListItem"><l>2</l><block s="reportListItem"><l>2</l><block var="pretty"/></block></block></block></script><script x="455.16666666666674" y="773.6666666666666"><block s="doReplaceInList"><l>3</l><block var="ranges"/><block s="reportListItem"><l>2</l><block s="reportListItem"><l>1</l><block var="pretty"/></block></block></block><block s="doReplaceInList"><l>4</l><block var="ranges"/><block s="reportListItem"><l>2</l><block s="reportListItem"><l>2</l><block var="pretty"/></block></block></block></script></scripts></block-definition><block-definition s="pretty values for a PlotPad from %&apos;min&apos; $nl to %&apos;max&apos; with %&apos;num&apos; intervals" type="reporter" category="5. PlotPad for data plots"><comment x="0" y="0" w="164.3333333333332" collapsed="false">&quot;Pretty&quot; scaling from Rick Hessman. Many thanks!</comment><header></header><code></code><translations></translations><inputs><input type="%n">-10</input><input type="%n">10</input><input type="%n">6</input></inputs><script><block s="doWarp"><script><block s="doDeclareVariables"><list><l>nix</l><l>sign</l><l>pretty</l><l>between</l><l>places</l><l>delta</l><l>dtic</l><l>scaling</l><l>index</l><l>n</l><l>result</l><l>nint</l></list></block><block s="doIf"><block s="reportLessThan"><block var="num"/><l>3</l></block><script><block s="doReport"><l>ERROR: num-value &lt;3 senseless</l></block></script></block><block s="doIf"><block s="reportOr"><block s="reportGreaterThan"><block s="reportMonadic"><l><option>abs</option></l><block var="min"/></block><l>2000</l></block><block s="reportGreaterThan"><block s="reportMonadic"><l><option>abs</option></l><block var="max"/></block><l>2000</l></block></block><script><block s="doSetVar"><l>result</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>delta</l><block s="reportVariadicProduct"><list><block var="dtic"/><block var="scaling"/></list></block></block><block s="doSetVar"><l>n</l><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="min"/><block var="delta"/></block></block></block><block s="doAddToList"><block s="reportNewList"><list><l>start</l><block var="min"/></list></block><block var="result"/></block><block s="doAddToList"><block s="reportNewList"><list><l>stop</l><block var="max"/></list></block><block var="result"/></block><block s="doAddToList"><block s="reportNewList"><list><l>step</l><block s="reportQuotient"><block s="reportDifference"><block var="max"/><block var="min"/></block><block var="num"/></block></list></block><block var="result"/></block><block s="doAddToList"><block s="reportNewList"><list><l>scaling</l><l>1</l></list></block><block var="result"/></block><block s="doAddToList"><block s="reportNewList"><list><l>intervals</l><block var="num"/></list></block><block var="result"/></block><block s="doAddToList"><block s="reportNewList"><list><l>precision</l><l>0</l></list></block><block var="result"/></block><block s="doAddToList"><block s="reportNewList"><list><l>minitics</l><l>1</l></list></block><block var="result"/></block><block s="doReport"><block var="result"/></block></script><comment w="196.32285529908663" collapsed="false">Numbers are too big for pretty printing.</comment></block><block s="doSetVar"><l>nint</l><block var="num"/></block><block s="doSetVar"><l>pretty</l><block s="reportNewList"><list><l>0.001</l><l>0.002</l><l>0.005</l><l>0.01</l><l>0.02</l><l>0.05</l><l>0.1</l><l>0.2</l><l>0.5</l><l>1</l><l>2</l><l>5</l><l>10</l><l>20</l><l>50</l><l>100</l><l>200</l><l>500</l><l>1000</l><l>2000</l></list></block></block><block s="doSetVar"><l>between</l><block s="reportNewList"><list><l>9</l><l>1</l><l>3</l><l>4</l><l>1</l><l>3</l><l>4</l><l>1</l><l>3</l><l>4</l><l>1</l><l>3</l><l>4</l><l>1</l><l>3</l><l>4</l><l>1</l><l>3</l><l>4</l><l>1</l></list></block></block><block s="doSetVar"><l>places</l><block s="reportNewList"><list><l>3</l><l>3</l><l>3</l><l>2</l><l>2</l><l>2</l><l>1</l><l>1</l><l>1</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l></list></block></block><block s="doSetVar"><l>sign</l><block s="reportMonadic"><l><option>sign</option></l><block s="reportDifference"><block var="max"/><block var="min"/></block></block></block><block s="doRepeat"><l>2</l><script><block s="doSetVar"><l>delta</l><block s="reportMonadic"><l><option>abs</option></l><block s="reportQuotient"><block s="reportDifference"><block var="max"/><block var="min"/></block><block var="nint"/></block></block></block><block s="doIfElse"><block s="reportAnd"><block s="reportGreaterThan"><block var="delta"/><l>0.001</l></block><block s="reportLessThan"><block var="delta"/><l>2000</l></block></block><script><block s="doSetVar"><l>scaling</l><l>1</l></block></script><script><block s="doSetVar"><l>scaling</l><block s="reportMonadic"><l><option>10^</option></l><block s="reportMonadic"><l><option>floor</option></l><block s="reportMonadic"><l><option>log</option></l><block s="reportVariadicProduct"><list><l>0.5</l><block s="reportVariadicSum"><list><block s="reportMonadic"><l><option>abs</option></l><block var="max"/></block><block s="reportMonadic"><l><option>abs</option></l><block var="min"/></block></list></block></list></block></block></block></block></block></script></block><block s="doSetVar"><l>index</l><l>1</l></block><block s="doFor"><l>i</l><l>2</l><block s="reportListAttribute"><l><option>length</option></l><block var="pretty"/></block><script><block s="doIf"><block s="reportGreaterThan"><block var="delta"/><block s="reportVariadicProduct"><list><block s="reportListItem"><block var="i"/><block var="pretty"/></block><block var="scaling"/></list></block></block><script><block s="doSetVar"><l>index</l><block var="i"/></block></script></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportLessThan"><block var="index"/><block s="reportListAttribute"><l><option>length</option></l><block var="pretty"/></block></block><block s="reportGreaterThan"><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block var="delta"/><block s="reportVariadicProduct"><list><block s="reportListItem"><block var="index"/><block var="pretty"/></block><block var="scaling"/></list></block></block></block><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block var="delta"/><block s="reportVariadicProduct"><list><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block><block var="pretty"/></block><block var="scaling"/></list></block></block></block></block></block><script><block s="doSetVar"><l>index</l><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block></block></script></block><block s="doSetVar"><l>dtic</l><block s="reportVariadicProduct"><list><block s="reportListItem"><block var="index"/><block var="pretty"/></block><block var="sign"/></list></block></block><block s="doSetVar"><l>nint</l><block s="reportMonadic"><l><option>floor</option></l><block s="reportMonadic"><l><option>abs</option></l><block s="reportQuotient"><block s="reportDifference"><block var="max"/><block var="min"/></block><block s="reportVariadicProduct"><list><block var="dtic"/><block var="scaling"/></list></block></block></block></block></block></script></block><block s="doSetVar"><l>result</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>delta</l><block s="reportVariadicProduct"><list><block var="dtic"/><block var="scaling"/></list></block></block><block s="doSetVar"><l>n</l><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="min"/><block var="delta"/></block></block></block><block s="doAddToList"><block s="reportNewList"><list><l>start</l><block s="reportVariadicProduct"><list><block var="n"/><block var="dtic"/></list></block></list><comment w="192.76999879201264" collapsed="false">start*scaling is the actual starting value (start is the value displayed next to the tic)</comment></block><block var="result"/></block><block s="doAddToList"><block s="reportNewList"><list><l>stop</l><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block var="n"/><block var="dtic"/></list></block><block s="reportVariadicProduct"><list><block s="reportVariadicSum"><list><block var="nint"/><l>1</l></list></block><block var="dtic"/></list></block></list></block></list></block><block var="result"/></block><block s="doAddToList"><block s="reportNewList"><list><l>step</l><block var="dtic"/></list></block><block var="result"/><comment w="392.5133314895631" collapsed="false">step*scaling is the actual stepping value (step is the difference between the tic labels).</comment></block><block s="doAddToList"><block s="reportNewList"><list><l>scaling</l><block var="scaling"/></list></block><block var="result"/></block><block s="doAddToList"><block s="reportNewList"><list><l>intervals</l><block var="nint"/></list></block><block var="result"/></block><block s="doAddToList"><block s="reportNewList"><list><l>precision</l><block s="reportListItem"><block var="index"/><block var="places"/></block></list></block><block var="result"/></block><block s="doAddToList"><block s="reportNewList"><list><l>minitics</l><block s="reportListItem"><block var="index"/><block var="between"/></block></list></block><block var="result"/></block><block s="doReport"><block var="result"/></block></script></block></script></block-definition><block-definition s="get ranges for PlotPad %&apos;sprite&apos; $nl from %&apos;data&apos; with border %&apos;percent&apos;" type="command" category="5. PlotPad for data plots"><header></header><code></code><translations></translations><inputs><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input><input type="%s">myData</input><input type="%n">0.1</input></inputs><script><block s="doDeclareVariables"><list><l>ranges</l><l>dx</l><l>dy</l><l>source</l><l>target</l><l>scaleProperties</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a PlotPad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as PlotPad!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIfElse"><block s="reportEquals"><block var="data"/><l>myData</l></block><script><block s="doSetVar"><l>source</l><block s="reportAttributeOf"><l>myData</l><block var="target"/></block></block></script><script><block s="doSetVar"><l>source</l><block var="data"/></block></script></block><block s="doIfElse"><block s="reportLessThan"><block s="reportListAttribute"><l><option>length</option></l><block var="source"/></block><l>2</l></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: wrong data!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><script><block s="doSetVar"><l>ranges</l><custom-block s="ranges of 2-dim table %l"><block var="source"/></custom-block></block><block s="doSetVar"><l>dx</l><block s="reportVariadicProduct"><list><block var="percent"/><block s="reportDifference"><block s="reportListItem"><l>2</l><block var="ranges"/></block><block s="reportListItem"><l>1</l><block var="ranges"/></block></block></list></block></block></script></block><block s="doSetVar"><l>dy</l><block s="reportVariadicProduct"><list><block var="percent"/><block s="reportDifference"><block s="reportListItem"><l>4</l><block var="ranges"/></block><block s="reportListItem"><l>3</l><block var="ranges"/></block></block></list></block></block><custom-block s="set PlotPadProperty %txt of %txt to %s"><l>ranges</l><block var="target"/><block s="reportNewList"><list><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="ranges"/></block><block var="dx"/></block><block s="reportVariadicSum"><list><block s="reportListItem"><l>2</l><block var="ranges"/></block><block var="dx"/></list></block><block s="reportDifference"><block s="reportListItem"><l>3</l><block var="ranges"/></block><block var="dy"/></block><block s="reportVariadicSum"><list><block s="reportListItem"><l>4</l><block var="ranges"/></block><block var="dy"/></list></block></list></block></custom-block><block s="doSetVar"><l>scaleProperties</l><custom-block s="PlotPadProperty %txt of %txt"><l>scaleProperties</l><block var="target"/></custom-block></block><block s="doReplaceInList"><l>7</l><block var="scaleProperties"/><block s="reportListItem"><l>1</l><block var="ranges"/></block></block><block s="doReplaceInList"><l>9</l><block var="scaleProperties"/><block s="reportQuotient"><block s="reportDifference"><block s="reportListItem"><l>2</l><block var="ranges"/></block><block s="reportListItem"><l>1</l><block var="ranges"/></block></block><block s="reportListItem"><l>5</l><block var="scaleProperties"/></block></block></block><block s="doReplaceInList"><l>11</l><block var="scaleProperties"/><l>1</l></block><block s="doReplaceInList"><l>14</l><block var="scaleProperties"/><l>1</l></block><block s="doReplaceInList"><l>8</l><block var="scaleProperties"/><block s="reportListItem"><l>3</l><block var="ranges"/></block></block><block s="doReplaceInList"><l>10</l><block var="scaleProperties"/><block s="reportQuotient"><block s="reportDifference"><block s="reportListItem"><l>4</l><block var="ranges"/></block><block s="reportListItem"><l>3</l><block var="ranges"/></block></block><block s="reportListItem"><l>6</l><block var="scaleProperties"/></block></block></block><block s="doReplaceInList"><l>12</l><block var="scaleProperties"/><l>1</l></block><block s="doReplaceInList"><l>15</l><block var="scaleProperties"/><l>1</l></block><custom-block s="set PlotPadProperty %txt of %txt to %s"><l>scaleProperties</l><block var="target"/><block var="scaleProperties"/></custom-block></script></block></script></block-definition><block-definition s="ranges of 2-dim table %&apos;data&apos;" type="reporter" category="5. PlotPad for data plots"><comment x="0" y="0" w="218.33333333333314" collapsed="false">Calculates the ranges of two columns of a table.&#xD;</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doWarp"><script><block s="doIfElse"><block s="reportNot"><custom-block s="is %s a %txt"><block var="data"/><l>matrix</l></custom-block></block><script><block s="doReport"><l>ERROR: matrix required!</l></block></script><script><block s="doIfElse"><block s="reportNot"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="data"/></block></block><l>2</l></block></block><script><block s="doReport"><l>ERROR: 2-dimensional matrix required!</l></block></script><script><block s="doReport"><block s="reportNewList"><list><block s="reportCombine"><custom-block s="%s %s of %s with first item? %b"><l>column</l><l>1</l><block var="data"/><l><bool>true</bool></l></custom-block><block s="reifyReporter"><autolambda><block s="reportVariadicMin"><list><l></l><l></l></list></block></autolambda><list></list></block></block><block s="reportCombine"><custom-block s="%s %s of %s with first item? %b"><l>column</l><l>1</l><block var="data"/><l><bool>true</bool></l></custom-block><block s="reifyReporter"><autolambda><block s="reportVariadicMax"><list><l></l><l></l></list></block></autolambda><list></list></block></block><block s="reportCombine"><custom-block s="%s %s of %s with first item? %b"><l>column</l><l>2</l><block var="data"/><l><bool>true</bool></l></custom-block><block s="reifyReporter"><autolambda><block s="reportVariadicMin"><list><l></l><l></l></list></block></autolambda><list></list></block></block><block s="reportCombine"><custom-block s="%s %s of %s with first item? %b"><l>column</l><l>2</l><block var="data"/><l><bool>true</bool></l></custom-block><block s="reifyReporter"><autolambda><block s="reportVariadicMax"><list><l></l><l></l></list></block></autolambda><list></list></block></block></list></block></block></script></block></script></block></script></block></script></block-definition><block-definition s="convert value %&apos;pos&apos; to coordinate %&apos;coordinate&apos; $nl of PlotPad %&apos;sprite&apos;" type="reporter" category="5. PlotPad for data plots"><comment x="0" y="0" w="135.1666666666667" collapsed="false">Conversion of coordinates.</comment><header></header><code></code><translations></translations><inputs><input type="%n">100</input><input type="%s" readonly="true">xp<options>xp&#xD;yp&#xD;x&#xD;y</options></input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>x0</l><l>diagramWidth</l><l>y0</l><l>diagramHeight</l><l>offsets</l><l>ranges</l><l>target</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a PlotPad?"><block var="target"/></custom-block></block><script><block s="doReport"><l>ERROR: target isn&apos;t configured as PlotPad!</l></block></script></block><block s="doSetVar"><l>offsets</l><custom-block s="PlotPadProperty %txt of %txt"><l>scaleOffsets</l><block var="target"/></custom-block></block><block s="doSetVar"><l>ranges</l><custom-block s="PlotPadProperty %txt of %txt"><l>ranges</l><block var="target"/></custom-block></block><block s="doSetVar"><l>diagramWidth</l><block s="reportDifference"><block s="reportAskFor"><block var="target"/><block s="reifyReporter"><autolambda><block s="reportGetImageAttribute"><l><option>width</option></l><l><option>current</option></l></block></autolambda><list></list></block><list></list></block><block s="reportListItem"><l>1</l><block var="offsets"/></block></block></block><block s="doSetVar"><l>diagramHeight</l><block s="reportDifference"><block s="reportDifference"><block s="reportAskFor"><block var="target"/><block s="reifyReporter"><autolambda><block s="reportGetImageAttribute"><l><option>height</option></l><l><option>current</option></l></block></autolambda><list></list></block><list></list></block><block s="reportListItem"><l>3</l><block var="offsets"/></block></block><block s="reportListItem"><l>4</l><block var="offsets"/></block></block></block><block s="doSetVar"><l>x0</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>1</l><block var="ranges"/></block><block var="diagramWidth"/></list></block><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="ranges"/></block><block s="reportListItem"><l>2</l><block var="ranges"/></block></block></block></block><block s="doSetVar"><l>y0</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>4</l><block var="ranges"/></block><block var="diagramHeight"/></list></block><block s="reportDifference"><block s="reportListItem"><l>4</l><block var="ranges"/></block><block s="reportListItem"><l>3</l><block var="ranges"/></block></block></block></block><block s="doSetVar"><l>coordinate</l><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="coordinate"/><l> </l></block></block></block><block s="doIf"><block s="reportEquals"><block var="coordinate"/><l>xp</l></block><script><block s="doReport"><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block var="x0"/><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="pos"/><block var="diagramWidth"/></list></block><block s="reportDifference"><block s="reportListItem"><l>2</l><block var="ranges"/></block><block s="reportListItem"><l>1</l><block var="ranges"/></block></block></block></list></block><block s="reportListItem"><l>1</l><block var="offsets"/></block></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="coordinate"/><l>yp</l></block><script><block s="doReport"><block s="reportVariadicSum"><list><block s="reportDifference"><block var="y0"/><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="pos"/><block var="diagramHeight"/></list></block><block s="reportDifference"><block s="reportListItem"><l>4</l><block var="ranges"/></block><block s="reportListItem"><l>3</l><block var="ranges"/></block></block></block></block><block s="reportListItem"><l>3</l><block var="offsets"/></block></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="coordinate"/><l>x</l></block><script><block s="doReport"><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportDifference"><block s="reportDifference"><block var="pos"/><block s="reportListItem"><l>1</l><block var="offsets"/></block></block><block var="x0"/></block><block s="reportDifference"><block s="reportListItem"><l>2</l><block var="ranges"/></block><block s="reportListItem"><l>1</l><block var="ranges"/></block></block></list></block><block var="diagramWidth"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="coordinate"/><l>y</l></block><script><block s="doReport"><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="y0"/><block s="reportDifference"><block var="pos"/><block s="reportListItem"><l>3</l><block var="offsets"/></block></block></block><block s="reportDifference"><block s="reportListItem"><l>4</l><block var="ranges"/></block><block s="reportListItem"><l>3</l><block var="ranges"/></block></block></list></block><block var="diagramHeight"/></block></block></script></block></script></block></script></block-definition><block-definition s="PlotPad %&apos;selection&apos; on %&apos;sprite&apos; by mouse" type="reporter" category="5. PlotPad for data plots"><comment x="0" y="0" w="128.33333333333334" collapsed="false">Obtaining coordinates of a PlotPad by mouse.</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">costume-coordinates<options>costume-coordinates&#xD;graph-coordinates</options></input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>target</l><l>targetCostumeWidth</l><l>targetCostumeHeight</l><l>targetXPosition</l><l>targetYPosition</l><l>targetSize</l><l>x</l><l>y</l><l>x0</l><l>y0</l><l>targetCostume</l><l>xLeft</l><l>xRight</l><l>yLower</l><l>yUpper</l><l>diagramWidth</l><l>diagramHeight</l><l>offsets</l><l>ranges</l></list></block><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a PlotPad?"><block var="target"/></custom-block></block><script><block s="doReport"><l>ERROR: target isn&apos;t configured as PlotPad!</l></block></script></block><block s="doSetVar"><l>selection</l><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="selection"/><l> </l></block></block></block><block s="doSetVar"><l>targetCostume</l><block s="reportAskFor"><block var="target"/><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>costume</option></l></block></autolambda><list></list></block><list></list></block></block><block s="doSetVar"><l>targetCostumeWidth</l><block s="reportGetImageAttribute"><l><option>width</option></l><block var="targetCostume"/></block></block><block s="doSetVar"><l>targetCostumeHeight</l><block s="reportGetImageAttribute"><l><option>height</option></l><block var="targetCostume"/></block></block><block s="doSetVar"><l>targetXPosition</l><block s="reportAttributeOf"><l><option>x position</option></l><block var="target"/></block></block><block s="doSetVar"><l>targetYPosition</l><block s="reportAttributeOf"><l><option>y position</option></l><block var="target"/></block></block><block s="doSetVar"><l>targetSize</l><block s="reportAttributeOf"><l><option>size</option></l><block var="target"/></block></block><block s="doIf"><block s="reportEquals"><block var="selection"/><l>costume-coordinates</l><comment w="121.68283420138891" collapsed="false">costume coordinates.</comment></block><script><block s="doWarp"><script><block s="doSetVar"><l>x</l><block s="reportRound"><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>100</l><block s="reportQuotient"><block s="reportDifference"><block s="reportMouseX"></block><block var="targetXPosition"/></block><block var="targetSize"/></block></list></block><block s="reportQuotient"><block var="targetCostumeWidth"/><l>2</l></block></list></block><l>1</l></list></block></block></block><block s="doSetVar"><l>y</l><block s="reportRound"><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>100</l><block s="reportQuotient"><block s="reportDifference"><block var="targetYPosition"/><block s="reportMouseY"></block></block><block var="targetSize"/></block></list></block><block s="reportQuotient"><block var="targetCostumeHeight"/><l>2</l></block></list></block><l>1</l></list></block></block></block><block s="doIfElse"><block s="reportOr"><block s="reportOr"><block s="reportGreaterThan"><block var="x"/><block var="targetCostumeWidth"/></block><block s="reportGreaterThan"><block var="y"/><block var="targetCostumeHeight"/></block></block><block s="reportOr"><block s="reportLessThan"><block var="x"/><l>1</l></block><block s="reportLessThan"><block var="y"/><l>1</l></block></block></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script><script><block s="doReport"><block s="reportNewList"><list><block var="x"/><block var="y"/></list></block></block></script></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="selection"/><l>graph-coordinates</l><comment w="121.68283420138891" collapsed="false">costume coordinates.</comment></block><script><block s="doWarp"><script><block s="doSetVar"><l>x</l><block s="reportRound"><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>100</l><block s="reportQuotient"><block s="reportDifference"><block s="reportMouseX"></block><block var="targetXPosition"/></block><block var="targetSize"/></block></list></block><block s="reportQuotient"><block var="targetCostumeWidth"/><l>2</l></block></list></block><l>1</l></list></block></block></block><block s="doSetVar"><l>y</l><block s="reportRound"><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>100</l><block s="reportQuotient"><block s="reportDifference"><block var="targetYPosition"/><block s="reportMouseY"></block></block><block var="targetSize"/></block></list></block><block s="reportQuotient"><block var="targetCostumeHeight"/><l>2</l></block></list></block><l>1</l></list></block></block></block><block s="doSetVar"><l>offsets</l><custom-block s="PlotPadProperty %txt of %txt"><l>scaleOffsets</l><block var="target"/></custom-block></block><block s="doSetVar"><l>ranges</l><custom-block s="PlotPadProperty %txt of %txt"><l>ranges</l><block var="target"/></custom-block></block><block s="doSetVar"><l>xLeft</l><block s="reportListItem"><l>1</l><block var="ranges"/></block></block><block s="doSetVar"><l>xRight</l><block s="reportListItem"><l>2</l><block var="ranges"/></block></block><block s="doSetVar"><l>yLower</l><block s="reportListItem"><l>3</l><block var="ranges"/></block></block><block s="doSetVar"><l>yUpper</l><block s="reportListItem"><l>4</l><block var="ranges"/></block></block><block s="doSetVar"><l>diagramWidth</l><block s="reportDifference"><block s="reportDifference"><block var="targetCostumeWidth"/><block s="reportListItem"><l>1</l><block var="offsets"/></block></block><block s="reportListItem"><l>2</l><block var="offsets"/></block></block></block><block s="doSetVar"><l>diagramHeight</l><block s="reportDifference"><block s="reportDifference"><block var="targetCostumeHeight"/><block s="reportListItem"><l>3</l><block var="offsets"/></block></block><block s="reportListItem"><l>4</l><block var="offsets"/></block></block></block><block s="doSetVar"><l>x0</l><block s="reportVariadicProduct"><list><block s="reportQuotient"><block var="xLeft"/><block s="reportDifference"><block var="xLeft"/><block var="xRight"/></block></block><block var="diagramWidth"/></list></block></block><block s="doSetVar"><l>y0</l><block s="reportVariadicProduct"><list><block s="reportQuotient"><block var="yUpper"/><block s="reportDifference"><block var="yUpper"/><block var="yLower"/></block></block><block var="diagramHeight"/></list></block></block><block s="doIfElse"><block s="reportOr"><block s="reportOr"><block s="reportGreaterThan"><block var="x"/><block var="targetCostumeWidth"/></block><block s="reportGreaterThan"><block var="y"/><block var="targetCostumeHeight"/></block></block><block s="reportOr"><block s="reportLessThan"><block var="x"/><l>1</l></block><block s="reportLessThan"><block var="y"/><l>1</l></block></block></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script><script><block s="doReport"><block s="reportNewList"><list><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportDifference"><block s="reportDifference"><block var="x"/><block var="x0"/></block><block s="reportListItem"><l>1</l><block var="offsets"/></block></block><block s="reportDifference"><block var="xRight"/><block var="xLeft"/></block></list></block><block var="diagramWidth"/></block><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportVariadicSum"><list><block s="reportDifference"><block var="y0"/><block var="y"/></block><block s="reportListItem"><l>3</l><block var="offsets"/></block></list></block><block s="reportDifference"><block var="yUpper"/><block var="yLower"/></block></list></block><block var="diagramHeight"/></block></list></block></block></script></block></script></block></script></block></script></block-definition><block-definition s="EXAMPLE 1: $nl Plot of random data width %&apos;w&apos; height %&apos;h&apos; $nl title %&apos;title&apos; labels %&apos;xlab&apos; %&apos;ylab&apos; $nl line %&apos;lstyle&apos; marker %&apos;mstyle&apos; color %&apos;r&apos; %&apos;g&apos; %&apos;b&apos;" type="command" category="5. PlotPad for data plots"><header></header><code></code><translations></translations><inputs><input type="%n">400</input><input type="%n">300</input><input type="%txt"></input><input type="%txt">x</input><input type="%txt">y</input><input type="%txt">continuous</input><input type="%txt">o_circle</input><input type="%n">0</input><input type="%n">0</input><input type="%n">0</input></inputs><script><custom-block s="import %s from %br %s to SciSnap!Data"><l>table-(CSV)-data</l><custom-block s="%n random points near %repRing %br between %n and %n range %n"><l>20</l><block s="reifyReporter"><autolambda><block s="reportDifference"><block s="reportVariadicProduct"><list><l>0.3</l><block s="reportPower"><l></l><l>3</l></block></list></block><l></l></block></autolambda><list></list></block><l>-5</l><l>5</l><l>2</l></custom-block></custom-block><block s="doSetVar"><l>SciSnap!Data</l><custom-block s="%s sorted by column %s %br ascending %b considering headline? %b"><l>SciSnap!Data</l><l>1</l><l><bool>true</bool></l><l><bool>true</bool></l></custom-block></block><custom-block s="configure %txt as a PlotPad width: %n %br height: %n color: %n %n %n"><l>thisSprite</l><block var="w"/><block var="h"/><l>245</l><l>245</l><l>245</l></custom-block><custom-block s="get ranges for PlotPad %txt %br from %s with border %n"><l>thisSprite</l><block var="SciSnap!Data"/><l>0.07</l></custom-block><custom-block s="set pretty ranges on PlotPad %txt"><l>thisSprite</l></custom-block><custom-block s="set PlotPad labels on %s to %br title: %txt titleheight: %n %br x-label: %txt xLabelheight: %n %br y-label: %txt yLabelheight: %n"><l>thisSprite</l><block var="title"/><l>18</l><block var="xlab"/><l>16</l><block var="ylab"/><l>16</l></custom-block><custom-block s="set PlotPad line properties style: %txt %br width: %n color: %n %n %n on %txt"><block var="lstyle"/><l>1</l><l>0</l><l>0</l><l>0</l><l>thisSprite</l></custom-block><custom-block s="set PlotPad marker properties style: %txt width: %n %br color: %n %n %n connected? %b on %txt"><block var="mstyle"/><l>5</l><block var="r"/><block var="g"/><block var="b"/><l><bool>true</bool></l><l>thisSprite</l></custom-block><custom-block s="add dataplot of numeric data: %s to PlotPad %txt"><block var="SciSnap!Data"/><l>thisSprite</l></custom-block><custom-block s="add axes and scales to PlotPad %txt"><l>thisSprite</l></custom-block></script></block-definition><block-definition s="EXAMPLE 2: $nl Histogram of random data width %&apos;w&apos; height %&apos;h&apos; $nl title %&apos;title&apos; labels %&apos;xlab&apos; %&apos;ylab&apos; line %&apos;lstyle&apos; color %&apos;r&apos; %&apos;g&apos; %&apos;b&apos;" type="command" category="5. PlotPad for data plots"><header></header><code></code><translations></translations><inputs><input type="%n">400</input><input type="%n">300</input><input type="%txt"></input><input type="%txt">x</input><input type="%txt">y</input><input type="%txt">continuous</input><input type="%n">0</input><input type="%n">0</input><input type="%n">0</input></inputs><script><custom-block s="import %s from %br %s to SciSnap!Data"><l>table-(CSV)-data</l><custom-block s="%s %s of %s with first item? %b"><l>column</l><l>1</l><custom-block s="%n random points near %repRing %br between %n and %n range %n"><l>500</l><block s="reifyReporter"><autolambda><block s="reportDifference"><block s="reportPower"><l></l><l>3</l></block><l></l></block></autolambda><list></list></block><l>-5</l><l>5</l><l>2</l></custom-block><l><bool>true</bool></l></custom-block></custom-block><custom-block s="configure %txt as a PlotPad width: %n %br height: %n color: %n %n %n"><l>thisSprite</l><block var="w"/><block var="h"/><l>245</l><l>245</l><l>245</l></custom-block><custom-block s="set PlotPad labels on %s to %br title: %txt titleheight: %n %br x-label: %txt xLabelheight: %n %br y-label: %txt yLabelheight: %n"><l>thisSprite</l><block var="title"/><l>18</l><block var="xlab"/><l>16</l><block var="ylab"/><l>16</l></custom-block><custom-block s="add histogram of %s with %n groups %br pretty formated? %b to PlotPad %txt"><block var="SciSnap!Data"/><l>10</l><l><bool>true</bool></l><l>thisSprite</l></custom-block><custom-block s="add axes and scales to PlotPad %txt"><l>thisSprite</l></custom-block></script></block-definition><block-definition s="Example 3: $nl Simple plot of data: %&apos;data&apos; $nl x: %&apos;x&apos; y: %&apos;y&apos; width: %&apos;w&apos; height: %&apos;h&apos; $nl title: %&apos;t&apos; labels: %&apos;xlab&apos; %&apos;ylab&apos; $nl line: %&apos;l&apos; marker: %&apos;m&apos; color: %&apos;r&apos; %&apos;g&apos; %&apos;b&apos;" type="command" category="5. PlotPad for data plots"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%n">0</input><input type="%n">0</input><input type="%n">600</input><input type="%n">400</input><input type="%s"></input><input type="%s"></input><input type="%s"></input><input type="%txt" readonly="true">continuous<options>none&#xD;continuous&#xD;dashed&#xD;dash-dot&#xD;dot-dot&#xD;rainbow&#xD;inverse rainbow</options></input><input type="%txt" readonly="true">square<options>none&#xD;o_circle&#xD;._point&#xD;+_plus&#xD;x_ex&#xD;square&#xD;triangle</options></input><input type="%n">0</input><input type="%n">0</input><input type="%n">0</input></inputs><script><custom-block s="configure %txt as a PlotPad width: %n %br height: %n color: %n %n %n"><l>thisSprite</l><block var="w"/><block var="h"/><l>245</l><l>245</l><l>245</l></custom-block><block s="gotoXY"><block var="x"/><block var="y"/></block><custom-block s="get ranges for PlotPad %txt %br from %s with border %n"><l>thisSprite</l><block var="data"/><l>0.07</l></custom-block><custom-block s="set pretty ranges on PlotPad %txt"><l>thisSprite</l></custom-block><custom-block s="set PlotPad labels on %s to %br title: %txt titleheight: %n %br x-label: %txt xLabelheight: %n %br y-label: %txt yLabelheight: %n"><l>thisSprite</l><block var="t"/><l>18</l><block var="xlab"/><l>16</l><block var="ylab"/><l>16</l></custom-block><custom-block s="set PlotPad line properties style: %txt %br width: %n color: %n %n %n on %txt"><block var="l"/><l>1</l><block var="r"/><block var="g"/><block var="b"/><l>thisSprite</l></custom-block><custom-block s="set PlotPad marker properties style: %txt width: %n %br color: %n %n %n connected? %b on %txt"><block var="m"/><l>5</l><block var="r"/><block var="g"/><block var="b"/><l><bool>true</bool></l><l>thisSprite</l></custom-block><custom-block s="add axes and scales to PlotPad %txt"><l>thisSprite</l></custom-block><custom-block s="add dataplot of numeric data: %s to PlotPad %txt"><block var="data"/><l>thisSprite</l></custom-block></script></block-definition><block-definition s="Switch to SciSnap! logo" type="command" category="1. SciSnap! globals"><comment x="0" y="0" w="138.33333333333334" collapsed="false">Changes the Snap!-Logo. ;-)</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doApplyExtension"><l>SciS_SetSciSnapLogo()</l><list></list></block></script></block-definition><block-definition s="configure SQL" type="command" category="4. SQL tools"><comment x="0" y="0" w="231.26365661621094" collapsed="false">Creates SQL variables and sets some properties.</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doWarp"><script><block s="doApplyExtension"><l>var_declare(scope, name)</l><list><l>global</l><l>SQLData</l></list></block><block s="doSetVar"><l>SQLData</l><block s="reportNewList"><list></list></block></block><custom-block s="set SciSnap! global property %s to %s"><l>typeOfConfiguration</l><l>SQL</l></custom-block><custom-block s="set SciSnap! global property %s to %s"><l>typeOfData</l><l>none</l></custom-block><custom-block s="set SciSnap! global property %s to %s"><l>connection</l><l></l></custom-block><custom-block s="set SciSnap! global property %s to %s"><l>connected</l><block s="reportBoolean"><l><bool>false</bool></l></block></custom-block><custom-block s="set SciSnap! global property %s to %s"><l>databases</l><block s="reportNewList"><list></list></block></custom-block><custom-block s="set SciSnap! global property %s to %s"><l>currentDatabase</l><l></l></custom-block><custom-block s="set SciSnap! global property %s to %s"><l>tables</l><block s="reportNewList"><list></list></block></custom-block><custom-block s="set SciSnap! global property %s to %s"><l>currentTable</l><l></l></custom-block><custom-block s="set SciSnap! global property %s to %s"><l>attributes</l><block s="reportNewList"><list></list></block></custom-block><custom-block s="set SciSnap! global property %s to %s"><l>columns</l><l>0</l></custom-block><custom-block s="set SciSnap! global property %s to %s"><l>rows</l><l>0</l></custom-block><custom-block s="set SciSnap! global property %s to %s"><l>minValue</l><l>notSet</l></custom-block><custom-block s="set SciSnap! global property %s to %s"><l>maxValue</l><l>notSet</l></custom-block><block s="doSwitchToCostume"><l>SQLDisconnected</l></block></script></block></script></block-definition><block-definition s="is SQL configured?" type="predicate" category="4. SQL tools"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportAskFor"><block s="reportObject"><l><option>myself</option></l></block><block s="reifyReporter"><autolambda><custom-block s="is the global %b property %txt %br with value %s present ?"><l><bool>true</bool></l><l>typeOfConfiguration</l><l>SQL</l></custom-block></autolambda><list></list></block><list></list></block></block></script></block-definition><block-definition s="connect to database server" type="command" category="4. SQL tools"><comment x="0" y="0" w="180.18768601190536" collapsed="false">Establishes connection and sets the corresponding properties. Change parameters if necessary. </comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>dbs</l></list></block><block s="doWarp"><script><block s="doIf"><block s="reportNot"><custom-block s="is SQL configured?"></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: please configure SciSnap! for SQL first!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><custom-block s="set SciSnap! global property %s to %s"><l>connection</l><l>https://snapextensions.uni-goettingen.de/mysqlquery.php?server=db1&amp;user=snapexuser&amp;password=snap!user</l></custom-block><block s="doIfElse"><block s="reportEquals"><custom-block s="substring of %txt from %n to %n"><block s="reportURL"><block s="reportJoinWords"><list><custom-block s="SciSnap! global property %s"><l>connection</l></custom-block><l>&amp;type=connect</l></list></block></block><l>1</l><l>2</l></custom-block><l>ok</l></block><script><custom-block s="set SciSnap! global property %s to %s"><l>connected</l><block s="reportBoolean"><l><bool>true</bool></l></block></custom-block><block s="doSwitchToCostume"><l>SQLConnected</l></block><block s="doSetVar"><l>dbs</l><block s="reportTextSplit"><block s="reportURL"><block s="reportJoinWords"><list><custom-block s="SciSnap! global property %s"><l>connection</l></custom-block><l>&amp;type=getDBs</l></list></block></block><l><option>line</option></l></block></block><block s="doUntil"><block s="reportOr"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="dbs"/></block><l>0</l></block><block s="reportGreaterThan"><block s="reportStringSize"><block s="reportListItem"><l><option>last</option></l><block var="dbs"/></block></block><l>0</l></block></block><script><block s="doDeleteFromList"><l><option>last</option></l><block var="dbs"/></block></script></block><block s="doIfElse"><block s="reportOr"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="dbs"/></block><l>0</l></block><block s="reportEquals"><custom-block s="substring of %txt from %n to %n"><block s="reportListItem"><l>1</l><block var="dbs"/></block><l>1</l><l>5</l></custom-block><l>ERROR</l></block></block><script><custom-block s="set SciSnap! global property %s to %s"><l>databases</l><block s="reportNewList"><list></list></block></custom-block></script><script><custom-block s="set SciSnap! global property %s to %s"><l>databases</l><block var="dbs"/></custom-block><block s="doSwitchToCostume"><l>SQLConnected</l></block></script></block></script><script><custom-block s="set SciSnap! global property %s to %s"><l>connected</l><block s="reportBoolean"><l><bool>false</bool></l></block></custom-block><block s="doSwitchToCostume"><l>SQLDisconnected</l></block></script></block></script></block></script></block-definition><block-definition s="import SQL-data from %&apos;source&apos; to SQLData" type="command" category="4. SQL tools"><comment x="0" y="0" w="135.83333333333334" collapsed="false">Imports the results of an SQL-query to SQLData and sets the corresponding properties.</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doWarp"><script><block s="doIf"><block s="reportNot"><custom-block s="is SQL configured?"></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: please configure SciSnap! for SQL first!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIfElse"><block s="reportIsA"><block var="source"/><l><option>list</option></l></block><script><block s="doSetVar"><l>SQLData</l><block s="reportNewList"><list></list></block></block><block s="doFor"><l>i</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="source"/></block><script><block s="doAddToList"><block s="reportTextSplit"><block s="reportListItem"><block var="i"/><block var="source"/></block><l>,</l></block><block var="SQLData"/></block></script></block><custom-block s="set SciSnap! global property %s to %s"><l>typeOfData</l><l>table</l></custom-block><block s="doIfElse"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="SQLData"/></block><l>0</l></block><script><custom-block s="set SciSnap! global property %s to %s"><l>columns</l><l>0</l></custom-block><custom-block s="set SciSnap! global property %s to %s"><l>rows</l><l>0</l></custom-block></script><script><custom-block s="set SciSnap! global property %s to %s"><l>rows</l><block s="reportListAttribute"><l><option>length</option></l><block var="SQLData"/></block></custom-block><block s="doIfElse"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="SQLData"/></block><l><option>list</option></l></block><script><custom-block s="set SciSnap! global property %s to %s"><l>columns</l><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="SQLData"/></block></block></custom-block></script><script><custom-block s="set SciSnap! global property %s to %s"><l>columns</l><l>1</l></custom-block></script></block></script></block><custom-block s="set SciSnap! global property %s to %s"><l>minValue</l><l>notSet</l></custom-block><custom-block s="set SciSnap! global property %s to %s"><l>maxValue</l><l>notSet</l></custom-block></script><script><custom-block s="report SciSnap! error %txt"><l>ERROR: only import from lists</l></custom-block></script></block></script></block></script></block-definition><block-definition s="read databases" type="reporter" category="4. SQL tools"><comment x="0" y="0" w="220.66666666666663" collapsed="false">Reports a list of databases on the server and sets the corresponding properties.</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>dbs</l></list></block><block s="doWarp"><script><block s="doIf"><block s="reportNot"><custom-block s="is SQL configured?"></custom-block></block><script><block s="doReport"><l>ERROR: SQL isn&apos;t configured yet!</l></block></script></block><block s="doSetVar"><l>dbs</l><block s="reportTextSplit"><block s="reportURL"><block s="reportJoinWords"><list><custom-block s="SciSnap! global property %s"><l>connection</l></custom-block><l>&amp;type=getDBs</l></list></block></block><l><option>line</option></l></block></block><block s="doUntil"><block s="reportOr"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="dbs"/></block><l>0</l></block><block s="reportGreaterThan"><block s="reportStringSize"><block s="reportListItem"><l><option>last</option></l><block var="dbs"/></block></block><l>0</l></block></block><script><block s="doDeleteFromList"><l><option>last</option></l><block var="dbs"/></block></script></block><block s="doIfElse"><block s="reportOr"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="dbs"/></block><l>0</l></block><block s="reportEquals"><custom-block s="substring of %txt from %n to %n"><block s="reportListItem"><l>1</l><block var="dbs"/></block><l>1</l><l>5</l></custom-block><l>ERROR</l></block></block><script><custom-block s="set SciSnap! global property %s to %s"><l>databases</l><block s="reportNewList"><list></list></block></custom-block><block s="doReport"><l>ERROR: reading of databases has failed!</l></block></script><script><custom-block s="set SciSnap! global property %s to %s"><l>databases</l><block var="dbs"/></custom-block><block s="doReport"><block var="dbs"/></block></script></block></script></block></script></block-definition><block-definition s="choose database no. %&apos;n&apos;" type="command" category="4. SQL tools"><comment x="0" y="0" w="182.40882873535156" collapsed="false">Selects one of the databases and sets the corresponding properties.</comment><header></header><code></code><translations></translations><inputs><input type="%n">2</input></inputs><script><block s="doDeclareVariables"><list><l>tables</l><l>result</l></list></block><block s="doWarp"><script><block s="doIf"><block s="reportNot"><custom-block s="is SQL configured?"></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: please configure SciSnap! for SQL first!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIf"><block s="reportGreaterThan"><block var="n"/><block s="reportListAttribute"><l><option>length</option></l><custom-block s="SciSnap! global property %s"><l>databases</l></custom-block></block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: index out of range!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><custom-block s="set SciSnap! global property %s to %s"><l>currentDatabase</l><block s="reportListItem"><block var="n"/><custom-block s="SciSnap! global property %s"><l>databases</l></custom-block></block></custom-block><block s="doSetVar"><l>result</l><block s="reportURL"><block s="reportJoinWords"><list><custom-block s="SciSnap! global property %s"><l>connection</l></custom-block><l>&amp;command=</l><block s="reportJoinWords"><list><l>USE </l><custom-block s="SciSnap! global property %s"><l>currentDatabase</l></custom-block></list></block></list></block></block></block><custom-block s="set SciSnap! global property %s to %s"><l>tables</l><block s="reportNewList"><list></list></block></custom-block><block s="doSetVar"><l>tables</l><block s="reportTextSplit"><block s="reportURL"><block s="reportJoinWords"><list><custom-block s="SciSnap! global property %s"><l>connection</l></custom-block><l>&amp;command=</l><block s="reportJoinWords"><list><l>SHOW TABLES FROM </l><custom-block s="SciSnap! global property %s"><l>currentDatabase</l></custom-block><l>&amp;type=getTables</l></list></block></list></block></block><l><option>line</option></l></block></block><block s="doUntil"><block s="reportOr"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="tables"/></block><l>0</l></block><block s="reportGreaterThan"><block s="reportStringSize"><block s="reportListItem"><l><option>last</option></l><block var="tables"/></block></block><l>0</l></block></block><script><block s="doDeleteFromList"><l><option>last</option></l><block var="tables"/></block></script></block><block s="doIfElse"><block s="reportOr"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="tables"/></block><l>0</l></block><block s="reportEquals"><custom-block s="substring of %txt from %n to %n"><block s="reportListItem"><l>1</l><block var="tables"/></block><l>1</l><l>5</l></custom-block><l>ERROR</l></block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: no tables accessable!</l></custom-block><custom-block s="set SciSnap! global property %s to %s"><l>tables</l><block s="reportNewList"><list></list></block></custom-block></script><script><custom-block s="set SciSnap! global property %s to %s"><l>tables</l><block var="tables"/></custom-block></script></block></script></block></script></block-definition><block-definition s="read tables" type="reporter" category="4. SQL tools"><comment x="0" y="0" w="392.7626953124997" collapsed="false">Reports a list of tables of the chosen database and sets the corresponding properties.</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>tbls</l></list></block><block s="doWarp"><script><block s="doIf"><block s="reportNot"><custom-block s="is SQL configured?"></custom-block></block><script><block s="doReport"><l>ERROR: SQL isn&apos;t configured yet!</l></block></script></block><block s="doSetVar"><l>tbls</l><block s="reportTextSplit"><block s="reportURL"><block s="reportJoinWords"><list><custom-block s="SciSnap! global property %s"><l>connection</l></custom-block><l>&amp;command=</l><block s="reportJoinWords"><list><l>SHOW TABLES FROM </l><custom-block s="SciSnap! global property %s"><l>currentDatabase</l></custom-block><l>&amp;type=getTables</l></list></block></list></block></block><l><option>line</option></l></block></block><block s="doUntil"><block s="reportOr"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="tbls"/></block><l>0</l></block><block s="reportGreaterThan"><block s="reportStringSize"><block s="reportListItem"><l><option>last</option></l><block var="tbls"/></block></block><l>0</l></block></block><script><block s="doDeleteFromList"><l><option>last</option></l><block var="tbls"/></block></script></block><block s="doIfElse"><block s="reportOr"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="tbls"/></block><l>0</l></block><block s="reportEquals"><custom-block s="substring of %txt from %n to %n"><block s="reportListItem"><l>1</l><block var="tbls"/></block><l>1</l><l>5</l></custom-block><l>ERROR</l></block></block><script><custom-block s="set SciSnap! global property %s to %s"><l>tables</l><block s="reportNewList"><list></list></block></custom-block><block s="doReport"><l>ERROR: no tables accessable!</l></block></script><script><custom-block s="set SciSnap! global property %s to %s"><l>tables</l><block var="tbls"/></custom-block></script></block><block s="doReport"><block var="tbls"/></block></script></block></script></block-definition><block-definition s="attributes of table no. %&apos;n&apos;" type="reporter" category="4. SQL tools"><comment x="0" y="0" w="213.8619791666667" collapsed="false">Reads the attributes of the specified table and sets the corresponding properties.</comment><header></header><code></code><translations></translations><inputs><input type="%n">1</input></inputs><script><block s="doDeclareVariables"><list><l>clmns</l></list></block><block s="doWarp"><script><block s="doIf"><block s="reportNot"><custom-block s="is SQL configured?"></custom-block></block><script><block s="doReport"><l>ERROR: SQL isn&apos;t configured yet!</l></block></script></block><block s="doIfElse"><block s="reportGreaterThan"><block var="n"/><block s="reportListAttribute"><l><option>length</option></l><custom-block s="SciSnap! global property %s"><l>databases</l></custom-block></block></block><script><block s="doReport"><l>ERROR: table doesn&apos;t exist!</l></block></script><script><block s="doSetVar"><l>clmns</l><block s="reportTextSplit"><block s="reportURL"><block s="reportJoinWords"><list><custom-block s="SciSnap! global property %s"><l>connection</l></custom-block><l>&amp;command=</l><block s="reportJoinWords"><list><l>SHOW COLUMNS FROM </l><block s="reportListItem"><block var="n"/><custom-block s="SciSnap! global property %s"><l>tables</l></custom-block></block></list></block><l>&amp;type=getColumns&amp;database=</l><custom-block s="SciSnap! global property %s"><l>currentDatabase</l></custom-block></list></block></block><l><option>line</option></l></block></block><block s="doUntil"><block s="reportNot"><block s="reportEquals"><block s="reportListItem"><l><option>last</option></l><block var="clmns"/></block><l></l></block></block><script><block s="doDeleteFromList"><l><option>last</option></l><block var="clmns"/></block></script></block><block s="doIfElse"><block s="reportOr"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="clmns"/></block><l>0</l></block><block s="reportEquals"><custom-block s="substring of %txt from %n to %n"><block s="reportListItem"><l>1</l><block var="clmns"/></block><l>1</l><l>5</l></custom-block><l>ERROR</l></block></block><script><custom-block s="set SciSnap! global property %s to %s"><l>attributes</l><block s="reportNewList"><list></list></block></custom-block><block s="doReport"><l>ERROR: reading of attributes has failed!</l></block></script><script><custom-block s="set SciSnap! global property %s to %s"><l>attributes</l><block var="clmns"/></custom-block></script></block><block s="doReport"><block var="clmns"/></block></script></block></script></block></script></block-definition><block-definition s="choose table no. %&apos;n&apos;" type="command" category="4. SQL tools"><comment x="0" y="0" w="163.10389383951835" collapsed="false">Selects one of the tables and sets the corresponding properties.</comment><header></header><code></code><translations></translations><inputs><input type="%n">1</input></inputs><script><block s="doDeclareVariables"><list><l>clmns</l></list></block><block s="doWarp"><script><block s="doIf"><block s="reportNot"><custom-block s="is SQL configured?"></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: please configure SciSnap! for SQL first!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIfElse"><block s="reportNot"><block s="reportGreaterThan"><block var="n"/><block s="reportListAttribute"><l><option>length</option></l><custom-block s="SciSnap! global property %s"><l>tables</l></custom-block></block></block></block><script><custom-block s="set SciSnap! global property %s to %s"><l>currentTable</l><block s="reportListItem"><block var="n"/><custom-block s="SciSnap! global property %s"><l>tables</l></custom-block></block></custom-block><custom-block s="set SciSnap! global property %s to %s"><l>attributes</l><block s="reportNewList"><list></list></block></custom-block><block s="doSetVar"><l>clmns</l><block s="reportTextSplit"><block s="reportURL"><block s="reportJoinWords"><list><custom-block s="SciSnap! global property %s"><l>connection</l></custom-block><l>&amp;command=</l><block s="reportJoinWords"><list><l>SHOW COLUMNS FROM </l><block s="reportListItem"><block var="n"/><custom-block s="SciSnap! global property %s"><l>tables</l></custom-block></block></list></block><l>&amp;type=getColumns&amp;database=</l><custom-block s="SciSnap! global property %s"><l>currentDatabase</l></custom-block></list></block></block><l><option>line</option></l></block></block><block s="doUntil"><block s="reportNot"><block s="reportEquals"><block s="reportListItem"><l><option>last</option></l><block var="clmns"/></block><l></l></block></block><script><block s="doDeleteFromList"><l><option>last</option></l><block var="clmns"/></block></script></block><block s="doIfElse"><block s="reportOr"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="clmns"/></block><l>0</l></block><block s="reportEquals"><custom-block s="substring of %txt from %n to %n"><block s="reportListItem"><l>1</l><block var="clmns"/></block><l>1</l><l>5</l></custom-block><l>ERROR</l></block></block><script><custom-block s="set SciSnap! global property %s to %s"><l>attributes</l><block s="reportNewList"><list></list></block></custom-block><custom-block s="report SciSnap! error %txt"><l>ERROR: table not accessable!</l></custom-block></script><script><custom-block s="set SciSnap! global property %s to %s"><l>attributes</l><block var="clmns"/></custom-block></script></block></script><script><custom-block s="set SciSnap! global property %s to %s"><l>currentTable</l><block s="reportNewList"><list></list></block></custom-block><custom-block s="report SciSnap! error %txt"><l>ERROR: table not accessable!</l></custom-block></script></block></script></block></script></block-definition><block-definition s="SELECT %&apos;what&apos; %&apos;attribs&apos; FROM %&apos;mytables&apos; WHERE %&apos;cond&apos;" type="reporter" category="4. SQL tools"><comment x="0" y="0" w="174.16666666666669" collapsed="false">Generates a simplified SQL query.</comment><header></header><code></code><translations></translations><inputs><input type="%s"><options>*&#xD;DISTINCT</options></input><input type="%mult%txt"></input><input type="%mult%txt"></input><input type="%b"></input></inputs><script><block s="doDeclareVariables"><list><l>result</l><l>i</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>result</l><l>SELECT </l></block><block s="doIfElse"><block s="reportEquals"><block var="what"/><l>*</l></block><script><block s="doSetVar"><l>result</l><block s="reportJoinWords"><list><block var="result"/><l>* FROM </l></list></block></block></script><script><block s="doIf"><block s="reportEquals"><block var="what"/><l>DISTINCT</l></block><script><block s="doSetVar"><l>result</l><block s="reportJoinWords"><list><block var="result"/><l>DISTINCT </l></list></block></block></script></block><block s="doSetVar"><l>i</l><l>1</l></block><block s="doUntil"><block s="reportGreaterThan"><block var="i"/><block s="reportDifference"><block s="reportListAttribute"><l><option>length</option></l><block var="attribs"/></block><l>1</l></block></block><script><block s="doSetVar"><l>result</l><block s="reportJoinWords"><list><block var="result"/><block s="reportListItem"><block var="i"/><block var="attribs"/></block><l>,</l></list></block></block><block s="doChangeVar"><l>i</l><l>1</l></block></script></block><block s="doSetVar"><l>result</l><block s="reportJoinWords"><list><block var="result"/><block s="reportListItem"><block var="i"/><block var="attribs"/></block><l> FROM </l></list></block></block></script></block><block s="doIfElse"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="mytables"/></block><l>0</l></block><script><block s="doReport"><l>ERROR: tables missing!</l></block></script><script><block s="doSetVar"><l>i</l><l>1</l></block><block s="doUntil"><block s="reportGreaterThan"><block var="i"/><block s="reportDifference"><block s="reportListAttribute"><l><option>length</option></l><block var="mytables"/></block><l>1</l></block></block><script><block s="doSetVar"><l>result</l><block s="reportJoinWords"><list><block var="result"/><block s="reportListItem"><block var="i"/><block var="mytables"/></block><l>,</l></list></block></block><block s="doChangeVar"><l>i</l><l>1</l></block></script></block><block s="doSetVar"><l>result</l><block s="reportJoinWords"><list><block var="result"/><block s="reportListItem"><block var="i"/><block var="mytables"/></block></list></block></block></script></block><block s="doIfElse"><block s="reportLessThan"><block s="reportStringSize"><block var="cond"/></block><l>2</l></block><script><block s="doReport"><block var="result"/></block></script><script><block s="doReport"><block s="reportJoinWords"><list><block var="result"/><l> WHERE </l><block var="cond"/></list></block></block></script></block></script></block></script></block-definition><block-definition s="SELECT %&apos;what&apos; %&apos;attribs&apos; FROM %&apos;mytables&apos; WHERE %&apos;cond&apos; $nl GROUP BY %&apos;groupattribs&apos; HAVING %&apos;havcond&apos; ORDER BY %&apos;orderatts&apos; %&apos;how&apos; LIMIT %&apos;n&apos;" type="reporter" category="4. SQL tools"><comment x="0" y="0" w="104.16666666666667" collapsed="false">Generates an almost complete SQL query.</comment><header></header><code></code><translations></translations><inputs><input type="%s"><options>*&#xD;DISTINCT</options></input><input type="%mult%txt"></input><input type="%mult%txt"></input><input type="%b"></input><input type="%mult%txt"></input><input type="%b"></input><input type="%mult%txt"></input><input type="%txt" readonly="true">ASC<options>ASC&#xD;DESC</options></input><input type="%n">10</input></inputs><script><block s="doDeclareVariables"><list><l>result</l><l>i</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>result</l><l>SELECT </l></block><block s="doIfElse"><block s="reportEquals"><block var="what"/><l>*</l></block><script><block s="doSetVar"><l>result</l><block s="reportJoinWords"><list><block var="result"/><l>* FROM </l></list></block></block></script><script><block s="doIf"><block s="reportEquals"><block var="what"/><l>DISTINCT</l></block><script><block s="doSetVar"><l>result</l><block s="reportJoinWords"><list><block var="result"/><l>DISTINCT </l></list></block></block></script></block><block s="doSetVar"><l>i</l><l>1</l></block><block s="doUntil"><block s="reportGreaterThan"><block var="i"/><block s="reportDifference"><block s="reportListAttribute"><l><option>length</option></l><block var="attribs"/></block><l>1</l></block></block><script><block s="doSetVar"><l>result</l><block s="reportJoinWords"><list><block var="result"/><block s="reportListItem"><block var="i"/><block var="attribs"/></block><l>,</l></list></block></block><block s="doChangeVar"><l>i</l><l>1</l></block></script></block><block s="doSetVar"><l>result</l><block s="reportJoinWords"><list><block var="result"/><block s="reportListItem"><block var="i"/><block var="attribs"/></block><l> FROM </l></list></block></block></script></block><block s="doIfElse"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="mytables"/></block><l>0</l></block><script><block s="doReport"><l>ERROR: tables missing!</l></block></script><script><block s="doSetVar"><l>i</l><l>1</l></block><block s="doUntil"><block s="reportGreaterThan"><block var="i"/><block s="reportDifference"><block s="reportListAttribute"><l><option>length</option></l><block var="mytables"/></block><l>1</l></block></block><script><block s="doSetVar"><l>result</l><block s="reportJoinWords"><list><block var="result"/><block s="reportListItem"><block var="i"/><block var="mytables"/></block><l>,</l></list></block></block><block s="doChangeVar"><l>i</l><l>1</l></block></script></block><block s="doSetVar"><l>result</l><block s="reportJoinWords"><list><block var="result"/><block s="reportListItem"><block var="i"/><block var="mytables"/></block></list></block></block></script></block><block s="doIf"><block s="reportGreaterThan"><block s="reportStringSize"><block var="cond"/></block><l>2</l></block><script><block s="doSetVar"><l>result</l><block s="reportJoinWords"><list><block var="result"/><l> WHERE </l><block var="cond"/></list></block></block></script></block><block s="doIf"><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block var="groupattribs"/></block><l>0</l></block><script><block s="doSetVar"><l>result</l><block s="reportJoinWords"><list><block var="result"/><l> GROUP BY </l></list></block></block><block s="doSetVar"><l>i</l><l>1</l></block><block s="doUntil"><block s="reportGreaterThan"><block var="i"/><block s="reportDifference"><block s="reportListAttribute"><l><option>length</option></l><block var="groupattribs"/></block><l>1</l></block></block><script><block s="doSetVar"><l>result</l><block s="reportJoinWords"><list><block var="result"/><block s="reportListItem"><block var="i"/><block var="groupattribs"/></block><l>,</l></list></block></block><block s="doChangeVar"><l>i</l><l>1</l></block></script></block><block s="doSetVar"><l>result</l><block s="reportJoinWords"><list><block var="result"/><block s="reportListItem"><block var="i"/><block var="groupattribs"/></block></list></block></block></script></block><block s="doIf"><block s="reportGreaterThan"><block s="reportStringSize"><block var="havcond"/></block><l>2</l></block><script><block s="doSetVar"><l>result</l><block s="reportJoinWords"><list><block var="result"/><l> HAVING </l><block var="havcond"/></list></block></block></script></block><block s="doIf"><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block var="orderatts"/></block><l>0</l></block><script><block s="doSetVar"><l>result</l><block s="reportJoinWords"><list><block var="result"/><l> ORDER BY </l></list></block></block><block s="doSetVar"><l>i</l><l>1</l></block><block s="doUntil"><block s="reportGreaterThan"><block var="i"/><block s="reportDifference"><block s="reportListAttribute"><l><option>length</option></l><block var="orderatts"/></block><l>1</l></block></block><script><block s="doSetVar"><l>result</l><block s="reportJoinWords"><list><block var="result"/><block s="reportListItem"><block var="i"/><block var="orderatts"/></block><l>,</l></list></block></block><block s="doChangeVar"><l>i</l><l>1</l></block></script></block><block s="doSetVar"><l>result</l><block s="reportJoinWords"><list><block var="result"/><block s="reportListItem"><block var="i"/><block var="orderatts"/></block></list></block></block><block s="doIfElse"><block s="reportEquals"><block var="how"/><l>ASC</l></block><script><block s="doSetVar"><l>result</l><block s="reportJoinWords"><list><block var="result"/><l> ASC</l></list></block></block></script><script><block s="doIf"><block s="reportEquals"><block var="how"/><l>DESC</l></block><script><block s="doSetVar"><l>result</l><block s="reportJoinWords"><list><block var="result"/><l> DESC</l></list></block></block></script></block></script></block><block s="doIf"><block s="reportIsA"><block var="n"/><l><option>number</option></l></block><script><block s="doIf"><block s="reportGreaterThan"><block var="n"/><l>0</l></block><script><block s="doSetVar"><l>result</l><block s="reportJoinWords"><list><block var="result"/><l> LIMIT </l><block var="n"/></list></block></block></script></block></script></block></script></block><block s="doReport"><block var="result"/></block></script></block></script></block-definition><block-definition s="exec SQL-command %&apos;query&apos;" type="reporter" category="4. SQL tools"><comment x="0" y="0" w="113.33333333333334" collapsed="false">Executes an SQL query.</comment><header></header><code></code><translations></translations><inputs><input type="%txt"></input></inputs><script><block s="doDeclareVariables"><list><l>result</l></list></block><block s="doWarp"><script><block s="doIf"><block s="reportNot"><custom-block s="is SQL configured?"></custom-block></block><script><block s="doReport"><l>ERROR: SQL isn&apos;t configured yet!</l></block></script></block><block s="doIfElse"><block s="reportEquals"><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="query"/><l>:</l></block></block><l>ERROR</l></block><script><block s="doReport"><block var="query"/></block></script><script><block s="doSetVar"><l>result</l><block s="reportTextSplit"><block s="reportURL"><block s="reportJoinWords"><list><custom-block s="SciSnap! global property %s"><l>connection</l></custom-block><l>&amp;type=query&amp;query=</l><block var="query"/><l>&amp;database=</l><custom-block s="SciSnap! global property %s"><l>currentDatabase</l></custom-block></list></block></block><l><option>line</option></l></block></block></script></block><block s="doUntil"><block s="reportNot"><block s="reportEquals"><block s="reportListItem"><l><option>last</option></l><block var="result"/></block><l></l></block></block><script><block s="doDeleteFromList"><l><option>last</option></l><block var="result"/></block></script></block><block s="doReport"><block var="result"/></block></script></block></script></block-definition><block-definition s="%&apos;a&apos; = %&apos;b&apos;" type="predicate" category="4. SQL tools"><comment x="0" y="0" w="125.83333333333334" collapsed="false">Returns an SQL predicate.</comment><header></header><code></code><translations></translations><inputs><input type="%txt"></input><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><list><block var="a"/><l> = </l><block var="b"/></list></block></block></script></block-definition><block-definition s="%&apos;a&apos; &lt; %&apos;b&apos;" type="predicate" category="4. SQL tools"><comment x="0" y="0" w="125.83333333333334" collapsed="false">Returns an SQL predicate.</comment><header></header><code></code><translations></translations><inputs><input type="%txt"></input><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><list><block var="a"/><l> &lt; </l><block var="b"/></list></block></block></script></block-definition><block-definition s="%&apos;a&apos; &gt; %&apos;b&apos;" type="predicate" category="4. SQL tools"><comment x="0" y="0" w="127.5" collapsed="false">Returns an SQL predicate.</comment><header></header><code></code><translations></translations><inputs><input type="%txt"></input><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><list><block var="a"/><l> &gt; </l><block var="b"/></list></block></block></script></block-definition><block-definition s="%&apos;a&apos; OR %&apos;b&apos;" type="predicate" category="4. SQL tools"><comment x="0" y="0" w="124.16666666666667" collapsed="false">Returns an SQL predicate.</comment><header></header><code></code><translations></translations><inputs><input type="%txt"></input><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><list><block var="a"/><l> OR </l><block var="b"/></list></block></block></script></block-definition><block-definition s="%&apos;a&apos; AND %&apos;b&apos;" type="predicate" category="4. SQL tools"><comment x="0" y="0" w="131.66666666666669" collapsed="false">Returns an SQL predicate.</comment><header></header><code></code><translations></translations><inputs><input type="%txt"></input><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><list><l>(</l><block var="a"/><l> AND </l><block var="b"/><l>)</l></list></block></block></script></block-definition><block-definition s="NOT %&apos;a&apos;" type="predicate" category="4. SQL tools"><comment x="0" y="0" w="126.66666666666667" collapsed="false">Returns an SQL predicate.</comment><header></header><code></code><translations></translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><list><l>NOT(</l><block var="a"/><l>)</l></list></block></block></script></block-definition><block-definition s="%&apos;a&apos; IN ( %&apos;liste&apos; )" type="predicate" category="4. SQL tools"><comment x="0" y="0" w="124.16666666666667" collapsed="false">Returns an SQL predicate.</comment><header></header><code></code><translations></translations><inputs><input type="%txt"></input><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><list><block var="a"/><l> IN (</l><block var="liste"/><l>)</l></list></block></block></script></block-definition><block-definition s="%&apos;a&apos; LIKE %&apos;b&apos;" type="predicate" category="4. SQL tools"><comment x="0" y="0" w="130.83333333333334" collapsed="false">Returns an SQL predicate.</comment><header></header><code></code><translations></translations><inputs><input type="%txt"></input><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><list><block var="a"/><l> LIKE </l><block var="b"/></list></block></block></script></block-definition><block-definition s="AVG ( %&apos;a&apos; )" type="reporter" category="4. SQL tools"><comment x="0" y="0" w="125" collapsed="false">Returns an SQL value.</comment><header></header><code></code><translations></translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><list><l>AVG(</l><block var="a"/><l>)</l></list></block></block></script></block-definition><block-definition s="COUNT ( %&apos;a&apos; )" type="reporter" category="4. SQL tools"><comment x="0" y="0" w="115.83333333333334" collapsed="false">Returns an SQL value.</comment><header></header><code></code><translations></translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><list><l>COUNT(</l><block var="a"/><l>)</l></list></block></block></script></block-definition><block-definition s="MIN ( %&apos;a&apos; )" type="reporter" category="4. SQL tools"><comment x="0" y="0" w="112.5" collapsed="false">Returns an SQL value.</comment><header></header><code></code><translations></translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><list><l>MIN(</l><block var="a"/><l>)</l></list></block></block></script></block-definition><block-definition s="MAX ( %&apos;a&apos; )" type="reporter" category="4. SQL tools"><comment x="0" y="0" w="120.83333333333334" collapsed="false">Returns an SQL value.</comment><header></header><code></code><translations></translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><list><l>MAX(</l><block var="a"/><l>)</l></list></block></block></script></block-definition><block-definition s="SUM ( %&apos;a&apos; )" type="reporter" category="4. SQL tools"><comment x="0" y="0" w="118.33333333333334" collapsed="false">Returns an SQL value.</comment><header></header><code></code><translations></translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><list><l>SUM(</l><block var="a"/><l>)</l></list></block></block></script></block-definition><block-definition s="configure %&apos;sprite&apos; as a GraphPad width: %&apos;width&apos; $nl height: %&apos;height&apos; color: %&apos;r&apos; %&apos;g&apos; %&apos;b&apos;" type="command" category="7. GraphPad for graph operations"><comment x="0" y="0" w="301.6666666666667" collapsed="false">Creates a new  empty costume of the specified size and color and sets local properties. If sprite is the stage, the old costume# of stage is stored. So you can draw graphs on maps, for example.</comment><header></header><code></code><translations></translations><inputs><input type="%s">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input><input type="%n">400</input><input type="%n">300</input><input type="%n">245</input><input type="%n">245</input><input type="%n">245</input></inputs><script><block s="doWarp"><script><block s="doDeclareVariables"><list><l>target</l><l>props</l></list></block><block s="doIf"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><script><block s="doSetVar"><l>width</l><block s="reportAttributeOf"><l><option>width</option></l><l>Stage</l></block></block><block s="doSetVar"><l>height</l><block s="reportAttributeOf"><l><option>height</option></l><l>Stage</l></block></block></script></block><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportIsIdentical"><block var="target"/><block s="reportObject"><l>Stage</l></block></block><script><block s="doSetVar"><l>sprite</l><l>theStage</l></block><block s="doSetVar"><l>target</l><block s="reportObject"><l>Stage</l></block></block><block s="doSetVar"><l>width</l><block s="reportAttributeOf"><l><option>width</option></l><l>Stage</l></block></block><block s="doSetVar"><l>height</l><block s="reportAttributeOf"><l><option>height</option></l><l>Stage</l></block></block></script></block><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doApplyExtension"><l>var_declare(scope, name)</l><list><l>sprite</l><l>myProperties</l></list></block><block s="doApplyExtension"><l>var_declare(scope, name)</l><list><l>sprite</l><l>myData</l></list></block><block s="doApplyExtension"><l>var_declare(scope, name)</l><list><l>sprite</l><l>adjacencyMatrix</l></list></block><block s="doApplyExtension"><l>var_declare(scope, name)</l><list><l>sprite</l><l>vertexList</l></list></block><block s="doSetVar"><l>myProperties</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>myData</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>adjacencyMatrix</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>vertexList</l><block s="reportNewList"><list></list></block></block><block s="doAddToList"><block s="reportNewList"><list><l>typeOfConfiguration</l><l>GraphPad</l></list></block><block var="myProperties"/></block><block s="doAddToList"><block s="reportNewList"><list><l>typeOfData</l><l>none</l></list></block><block var="myProperties"/></block><block s="doAddToList"><block s="reportNewList"><list><l>costumeProperties</l><block s="reportNewList"><list><block var="width"/><block var="height"/><block var="r"/><block var="g"/><block var="b"/></list></block></list></block><block var="myProperties"/></block><block s="doAddToList"><block s="reportNewList"><list><l>vertexProperties</l><block s="reportNewList"><list><block s="reportNewList"><list><block s="reportRound"><block s="reportVariadicProduct"><list><l>0.1</l><block var="width"/></list></block></block><block s="reportRound"><block s="reportVariadicProduct"><list><l>0.9</l><block var="width"/></list></block></block><block s="reportRound"><block s="reportVariadicProduct"><list><l>0.1</l><block var="height"/></list></block></block><block s="reportRound"><block s="reportVariadicProduct"><list><l>0.9</l><block var="height"/></list></block></block></list></block><l>3</l><block s="reportBoolean"><l><bool>true</bool></l></block><block s="reportBoolean"><l><bool>false</bool></l></block></list></block></list></block><block var="myProperties"/></block><block s="doAddToList"><block s="reportNewList"><list><l>edgeProperties</l><block s="reportNewList"><list><l>1</l><l>0</l><l>0</l><l>0</l><block s="reportBoolean"><l><bool>false</bool></l></block><block s="reportBoolean"><l><bool>false</bool></l></block><block s="reportBoolean"><l><bool>false</bool></l></block></list></block></list></block><block var="myProperties"/></block></script><list></list></block><list></list></block><block s="doIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><script><block s="doTellTo"><l>Stage</l><block s="reifyScript"><script><block s="doApplyExtension"><l>var_declare(scope, name)</l><list><l>sprite</l><l>oldStageCostume</l></list></block><block s="doIfElse"><block s="reportIsA"><block s="reportAskFor"><l>Stage</l><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>costume</option></l></block></autolambda><list></list></block><list></list></block><l><option>costume</option></l></block><script><block s="doSetVar"><l>oldStageCostume</l><custom-block s="copy of costume %obj"><block s="reportGet"><l><option>costume</option></l></block></custom-block></block><block s="doSwitchToCostume"><block var="oldStageCostume"/></block><block s="doSetVar"><l>props</l><custom-block s="GraphPadProperty %txt of %txt"><l>costumeProperties</l><l>theStage</l></custom-block></block><block s="doReplaceInList"><l>1</l><block var="props"/><block s="reportAskFor"><l>Stage</l><block s="reifyReporter"><autolambda><block s="reportGetImageAttribute"><l><option>width</option></l><l><option>current</option></l></block></autolambda><list></list></block><list></list></block></block><block s="doReplaceInList"><l>2</l><block var="props"/><block s="reportAskFor"><l>Stage</l><block s="reifyReporter"><autolambda><block s="reportGetImageAttribute"><l><option>height</option></l><l><option>current</option></l></block></autolambda><list></list></block><list></list></block></block><custom-block s="set GraphPadProperty %txt of %txt to %s"><l>costumeProperties</l><l>theStage</l><block var="props"/></custom-block></script><script><block s="doSetVar"><l>oldStageCostume</l><l>null</l></block><block s="doSwitchToCostume"><block s="reportApplyExtension"><l>SciS_newcostume(w,h,r,g,b)</l><list><block var="width"/><block var="height"/><block var="r"/><block var="g"/><block var="b"/></list></block></block></script></block></script><list></list></block><list></list></block></script><script><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="doSwitchToCostume"><block s="reportApplyExtension"><l>SciS_newcostume(w,h,r,g,b)</l><list><block var="width"/><block var="height"/><block var="r"/><block var="g"/><block var="b"/></list></block></block><block s="show"></block></script><list></list></block><list></list></block></script></block></script></block></script><scripts><comment x="475" y="98.00000000000011" w="286.6666666666667" collapsed="false">costume properties:&#xD;1: width&#xD;2: height&#xD;3: back color red&#xD;4: back color green&#xD;5: back color blue&#xD;&#xD;vertex properties:&#xD;1: ranges for random coordinates (xLeft,xRight, yUpper,yLower)&#xD;2: minimal radius of a vertex, should be changed is vertices are &#xD;    not growing with number of edges&#xD;3: boolean: vertices grow with number of connected edges&#xD;4: boolean: vertex content is shown. If there is no content, &#xD;    the vertex number is shown&#xD;&#xD;edge properties:&#xD;1: line width&#xD;2: line color red&#xD;3: line color green&#xD;4: line color blue&#xD;5: boolean: edge is directed&#xD;6: boolean: edge has a weight&#xD;7: boolean: edge shows weight</comment></scripts></block-definition><block-definition s="is %&apos;sprite&apos; a GraphPad?" type="predicate" category="7. GraphPad for graph operations"><header></header><code></code><translations></translations><inputs><input type="%s">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doWarp"><script><block s="doIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><script><block s="doReport"><block s="reportAskFor"><block s="reportObject"><l><option>myself</option></l></block><block s="reifyReporter"><autolambda><custom-block s="is the global %b property %txt %br with value %s present ?"><l><bool>false</bool></l><l>typeOfConfiguration</l><l>GraphPad</l></custom-block></autolambda><list></list></block><list></list></block></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><script><block s="doReport"><block s="reportAskFor"><l>Stage</l><block s="reifyReporter"><autolambda><custom-block s="is the global %b property %txt %br with value %s present ?"><l><bool>false</bool></l><l>typeOfConfiguration</l><l>GraphPad</l></custom-block></autolambda><list></list></block><list></list></block></block></script><script><block s="doReport"><block s="reportAskFor"><block s="reportObject"><block var="sprite"/></block><block s="reifyReporter"><autolambda><custom-block s="is the global %b property %txt %br with value %s present ?"><l><bool>false</bool></l><l>typeOfConfiguration</l><l>GraphPad</l></custom-block></autolambda><list></list></block><list></list></block></block></script></block></script></block></script></block></script></block-definition><block-definition s="GraphPadProperty %&apos;name&apos; of %&apos;sprite&apos;" type="reporter" category="7. GraphPad for graph operations"><comment x="0" y="0" w="181.66666666666669" collapsed="false">Reads the value of an existing property.</comment><header></header><code></code><translations></translations><inputs><input type="%txt">costumeProperties<options>typeOfConfiguration&#xD;typeOfData&#xD;costumeProperties&#xD;vertexProperties&#xD;edgeProperties</options></input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>result</l><l>h</l><l>target</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a GraphPad?"><block var="target"/></custom-block></block><script><block s="doReport"><l>ERROR: target isn&apos;t configured as GraphPad!</l></block></script></block><block s="doSetVar"><l>result</l><l>not found</l></block><block s="doSetVar"><l>name</l><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="name"/><l> </l></block></block></block><block s="doSetVar"><l>h</l><block s="reportMap"><block s="reifyReporter"><script><block s="doIf"><block s="reportEquals"><block var="name"/><block s="reportListItem"><l>1</l><l/></block></block><script><block s="doSetVar"><l>result</l><block s="reportListItem"><l>2</l><l/></block></block></script></block><block s="doReport"><l></l></block></script><list></list></block><block s="reportAttributeOf"><l>myProperties</l><block var="target"/></block></block></block><block s="doReport"><block var="result"/></block></script></block></script></block-definition><block-definition s="set GraphPadProperty %&apos;name&apos; of %&apos;sprite&apos; to %&apos;value&apos;" type="command" category="7. GraphPad for graph operations"><comment x="0" y="0" w="132.5" collapsed="false">Sets the value of an existing property or inserts it anew.</comment><header></header><code></code><translations></translations><inputs><input type="%txt">costumeProperties<options>typeOfConfiguration&#xD;typeOfData&#xD;costumeProperties&#xD;vertexProperties&#xD;edgeProperties</options></input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>done</l><l>h</l><l>target</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a GraphPad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as GraphPad</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doSetVar"><l>name</l><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="name"/><l> </l></block></block></block><block s="doSetVar"><l>done</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doSetVar"><l>h</l><block s="reportMap"><block s="reifyReporter"><script><block s="doIf"><block s="reportEquals"><block var="name"/><block s="reportListItem"><l>1</l><l/></block></block><script><block s="doReplaceInList"><l>2</l><l/><block var="value"/></block><block s="doSetVar"><l>done</l><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block><block s="doReport"><l></l></block></script><list></list></block><block s="reportAttributeOf"><l>myProperties</l><block var="target"/></block></block></block><block s="doIf"><block s="reportNot"><block var="done"/></block><script><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doAddToList"><l></l><l/></block></script><list></list></block><list><block s="reportNewList"><list><block var="name"/><block var="value"/></list></block><block s="reportAttributeOf"><l>myProperties</l><block var="target"/></block></list></block></script></block></script></block></script></block-definition><block-definition s="set GraphPad costume properties width: %&apos;width&apos; $nl height: %&apos;height&apos; color: %&apos;r&apos; %&apos;g&apos; %&apos;b&apos; on %&apos;sprite&apos;" type="command" category="7. GraphPad for graph operations"><comment x="0" y="0" w="119.32706197102902" collapsed="false">a simple way to set some costume attributes.&#xD;1: width&#xD;2: height&#xD;3: back color red&#xD;4: back color green&#xD;5: back color blue</comment><header></header><code></code><translations></translations><inputs><input type="%n">400</input><input type="%n">300</input><input type="%n">245</input><input type="%n">245</input><input type="%n">245</input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doWarp"><script><block s="doDeclareVariables"><list><l>target</l></list></block><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a GraphPad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as GraphPad</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><custom-block s="set GraphPadProperty %txt of %txt to %s"><l>costumeProperties</l><block var="target"/><block s="reportNewList"><list><block var="width"/><block var="height"/><block var="r"/><block var="g"/><block var="b"/></list></block></custom-block><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doSwitchToCostume"><block s="reportApplyExtension"><l>SciS_newcostume(w,h,r,g,b)</l><list><block var="width"/><block var="height"/><block var="r"/><block var="g"/><block var="b"/></list></block></block></script><list></list></block><list></list></block></script></block></script></block-definition><block-definition s="set GraphPad vertex properties minSize: %&apos;minSize&apos; $nl growing? %&apos;isGrowing&apos; showsContent? %&apos;showsContent&apos; on %&apos;sprite&apos;" type="command" category="7. GraphPad for graph operations"><comment x="0" y="0" w="197.2010396321616" collapsed="false">a simple way to set some vertex attributes:&#xD;1: ranges for random coordinates&#xD;    (xLeft,xRight, yUpper,yLower)&#xD;2: minimal radius of a vertex, should be&#xD;    changed is vertices are not growing&#xD;    with number of edges&#xD;3: boolean: vertices grow with number&#xD;    of connected edges&#xD;4: boolean: vertex content is shown. &#xD;    If there is no content, the vertex&#xD;    number is shown</comment><header></header><code></code><translations></translations><inputs><input type="%n">3</input><input type="%b">true</input><input type="%b">false</input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doWarp"><script><block s="doDeclareVariables"><list><l>target</l></list></block><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a GraphPad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as GraphPad</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><custom-block s="set GraphPadProperty %txt of %txt to %s"><l>vertexProperties</l><block var="target"/><block s="reportNewList"><list><block s="reportListItem"><l>1</l><custom-block s="GraphPadProperty %txt of %txt"><l>vertexProperties</l><block var="target"/></custom-block></block><block var="minSize"/><block var="isGrowing"/><block var="showsContent"/></list></block><comment w="133.9111328125" collapsed="false">The ranges are maintained. </comment></custom-block></script></block></script></block-definition><block-definition s="set GraphPad edge properties lineWidth: %&apos;lineWidth&apos; $nl color: %&apos;r&apos; %&apos;g&apos; %&apos;b&apos; directed? %&apos;isDirected&apos; weighted? %&apos;withWeights&apos; $nl showsWeight? %&apos;showWeight&apos; on %&apos;sprite&apos;" type="command" category="7. GraphPad for graph operations"><comment x="0" y="0" w="119.32706197102902" collapsed="false">a simple way to set some edge attributes:&#xD;1: line width&#xD;2: line color red&#xD;3: line color green&#xD;4: line color blue&#xD;5: boolean: edge is directed&#xD;6: boolean: edge has a weight&#xD;7: boolean: edge shows&#xD;    weight</comment><header></header><code></code><translations></translations><inputs><input type="%n">1</input><input type="%n">0</input><input type="%n">0</input><input type="%n">0</input><input type="%b">false</input><input type="%b">false</input><input type="%b">false</input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doWarp"><script><block s="doDeclareVariables"><list><l>target</l></list></block><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a GraphPad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as GraphPad</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><custom-block s="set GraphPadProperty %txt of %txt to %s"><l>edgeProperties</l><block var="target"/><block s="reportNewList"><list><block var="lineWidth"/><block var="r"/><block var="g"/><block var="b"/><block var="isDirected"/><block var="withWeights"/><block var="showWeight"/></list></block></custom-block></script></block></script></block-definition><block-definition s="new vertex at %&apos;x&apos; %&apos;y&apos; content: %&apos;value&apos; on graph of %&apos;sprite&apos;" type="command" category="7. GraphPad for graph operations"><header></header><code></code><translations></translations><inputs><input type="%n">100</input><input type="%n">100</input><input type="%s"></input><input type="%s">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>target</l></list></block><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a GraphPad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as GraphPad</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><custom-block s="add %n random vertices to graph on %txt"><l>1</l><block var="target"/></custom-block><custom-block s="move vertex %n of graph on %txt to %n %n"><block s="reportListAttribute"><l><option>length</option></l><block s="reportAttributeOf"><l>vertexList</l><block var="target"/></block></block><block var="target"/><block var="x"/><block var="y"/></custom-block><custom-block s="change content of vertex %n to %txt of graph on %txt"><block s="reportListAttribute"><l><option>length</option></l><block s="reportAttributeOf"><l>vertexList</l><block var="target"/></block></block><block var="value"/><block var="target"/></custom-block><custom-block s="draw graph on %txt"><block var="target"/></custom-block></script></block-definition><block-definition s="add %&apos;n&apos; random vertices to graph on %&apos;sprite&apos;" type="command" category="7. GraphPad for graph operations"><comment x="0" y="0" w="214.16666666666686" collapsed="false">adds n vertices to the vertexList of a GraphPad:&#xD;Vertex attributes have the following order:&#xD;1: x&#xD;2: y&#xD;3: size&#xD;4: content&#xD;5: isMarked&#xD;6: colorNr&#xD;7: numberOfLinks</comment><header></header><code></code><translations></translations><inputs><input type="%n">1</input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>target</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a GraphPad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as GraphPad</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doSetVar"><l></l><l></l></block></script><list></list></block><list><l>vertexList</l><block s="reportApplyExtension"><l>SciS_addVerticesToVertexlist(n,vlist,vAttributes)</l><list><block var="n"/><block s="reportAttributeOf"><l>vertexList</l><block var="target"/></block><custom-block s="GraphPadProperty %txt of %txt"><l>vertexProperties</l><block var="target"/></custom-block></list></block></list></block><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doSetVar"><l></l><l></l></block></script><list></list></block><list><l>adjacencyMatrix</l><block s="reportApplyExtension"><l>SciS_addVerticesToAdjacencymatrix(n,amatrix)</l><list><block var="n"/><block s="reportAttributeOf"><l>adjacencyMatrix</l><block var="target"/></block></list></block></list></block><custom-block s="draw graph on %txt"><block var="target"/></custom-block></script></block></script></block-definition><block-definition s="move vertex %&apos;n&apos; of graph on %&apos;sprite&apos; to %&apos;x&apos; %&apos;y&apos;" type="command" category="7. GraphPad for graph operations"><comment x="0" y="0" w="130.83333333333334" collapsed="false">Moves a vertex to another position measured in Snap! sprite-coordinates</comment><header></header><code></code><translations></translations><inputs><input type="%n">1</input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input><input type="%n">100</input><input type="%n">100</input></inputs><script><block s="doDeclareVariables"><list><l>target</l><l>width</l><l>height</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a GraphPad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as GraphPad</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIfElse"><block s="reportLessThanOrEquals"><block var="n"/><block s="reportListAttribute"><l><option>length</option></l><block s="reportAttributeOf"><l>vertexList</l><block var="target"/></block></block></block><script><block s="doSetVar"><l>width</l><block s="reportListItem"><l>1</l><custom-block s="GraphPadProperty %txt of %txt"><l>costumeProperties</l><block var="target"/></custom-block></block></block><block s="doSetVar"><l>height</l><block s="reportListItem"><l>2</l><custom-block s="GraphPadProperty %txt of %txt"><l>costumeProperties</l><block var="target"/></custom-block></block></block><block s="doReplaceInList"><l>1</l><block s="reportListItem"><block var="n"/><block s="reportAttributeOf"><l>vertexList</l><block var="target"/></block></block><block s="reportRound"><block s="reportVariadicSum"><list><block s="reportQuotient"><block var="width"/><l>2</l></block><block var="x"/></list></block></block></block><block s="doReplaceInList"><l>2</l><block s="reportListItem"><block var="n"/><block s="reportAttributeOf"><l>vertexList</l><block var="target"/></block></block><block s="reportRound"><block s="reportDifference"><block s="reportQuotient"><block var="height"/><l>2</l></block><block var="y"/></block></block></block><custom-block s="draw graph on %txt"><block var="target"/></custom-block></script><script><custom-block s="report SciSnap! error %txt"><l>ERROR: index out of range!</l></custom-block></script></block></script></block></script></block-definition><block-definition s="add %&apos;n&apos; random edges to graph on %&apos;sprite&apos;" type="command" category="7. GraphPad for graph operations"><comment x="0" y="0" w="150" collapsed="false">Creates n new edges randomly.</comment><header></header><code></code><translations></translations><inputs><input type="%n">1</input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>target</l><l>result</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a GraphPad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as GraphPad</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doSetVar"><l>result</l><block s="reportApplyExtension"><l>SciS_addRandomEdgesToGraph(amatrix,n,lAttributes,vlist)</l><list><block s="reportAttributeOf"><l>adjacencyMatrix</l><block var="target"/></block><block var="n"/><custom-block s="GraphPadProperty %txt of %txt"><l>edgeProperties</l><block var="target"/></custom-block><block s="reportAttributeOf"><l>vertexList</l><block var="target"/></block></list></block></block><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doSetVar"><l></l><l></l></block></script><list></list></block><list><l>adjacencyMatrix</l><block s="reportListItem"><l>1</l><block var="result"/></block></list></block><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doSetVar"><l></l><l></l></block></script><list></list></block><list><l>vertexList</l><block s="reportListItem"><l>2</l><block var="result"/></block></list></block><custom-block s="draw graph on %txt"><block var="target"/></custom-block></script></block></script></block-definition><block-definition s="add edge from vertex %&apos;v1&apos; to vertex %&apos;v2&apos; to graph on %&apos;sprite&apos;" type="command" category="7. GraphPad for graph operations"><comment x="0" y="0" w="107.5" collapsed="false">Creates a new edge between two vertices.</comment><header></header><code></code><translations></translations><inputs><input type="%n">1</input><input type="%n">2</input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>target</l><l>vertex1</l><l>vertex2</l><l>weight</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a GraphPad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as GraphPad</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIfElse"><block s="reportAnd"><block s="reportAnd"><block s="reportGreaterThan"><block var="v1"/><l>0</l></block><block s="reportLessThanOrEquals"><block var="v1"/><block s="reportListAttribute"><l><option>length</option></l><block s="reportAttributeOf"><l>vertexList</l><block var="target"/></block></block></block></block><block s="reportAnd"><block s="reportGreaterThan"><block var="v2"/><l>0</l></block><block s="reportLessThanOrEquals"><block var="v2"/><block s="reportListAttribute"><l><option>length</option></l><block s="reportAttributeOf"><l>vertexList</l><block var="target"/></block></block></block></block></block><script><block s="doSetVar"><l>vertex1</l><block s="reportListItem"><block var="v1"/><block s="reportAttributeOf"><l>vertexList</l><block var="target"/></block></block></block><block s="doSetVar"><l>vertex2</l><block s="reportListItem"><block var="v2"/><block s="reportAttributeOf"><l>vertexList</l><block var="target"/></block></block></block><block s="doIfElse"><block s="reportListItem"><l>6</l><custom-block s="GraphPadProperty %txt of %txt"><l>edgeProperties</l><block var="target"/></custom-block></block><script><block s="doSetVar"><l>weight</l><block s="reportRound"><block s="reportQuotient"><block s="reportMonadic"><l><option>sqrt</option></l><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="vertex1"/></block><block s="reportListItem"><l>1</l><block var="vertex2"/></block></block><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="vertex1"/></block><block s="reportListItem"><l>1</l><block var="vertex2"/></block></block></list></block><block s="reportVariadicProduct"><list><block s="reportDifference"><block s="reportListItem"><l>2</l><block var="vertex1"/></block><block s="reportListItem"><l>2</l><block var="vertex2"/></block></block><block s="reportDifference"><block s="reportListItem"><l>2</l><block var="vertex1"/></block><block s="reportListItem"><l>2</l><block var="vertex2"/></block></block></list></block></list></block></block><l>10</l></block></block></block></script><script><block s="doSetVar"><l>weight</l><l>1</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportListItem"><block var="v2"/><block s="reportListItem"><block var="v1"/><block s="reportAttributeOf"><l>adjacencyMatrix</l><block var="target"/></block></block></block><l>X</l></block><script><block s="doReplaceInList"><l>7</l><block var="vertex1"/><block s="reportVariadicSum"><list><block s="reportListItem"><l>7</l><block var="vertex1"/></block><l>1</l></list></block></block><block s="doReplaceInList"><l>6</l><block var="vertex2"/><block s="reportListItem"><l>6</l><block var="vertex1"/></block></block><block s="doReplaceInList"><block var="v2"/><block s="reportListItem"><block var="v1"/><block s="reportAttributeOf"><l>adjacencyMatrix</l><block var="target"/></block></block><block var="weight"/></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportEquals"><block s="reportListItem"><block var="v1"/><block s="reportListItem"><block var="v2"/><block s="reportAttributeOf"><l>adjacencyMatrix</l><block var="target"/></block></block></block><l>X</l></block><block s="reportNot"><block s="reportListItem"><l>5</l><custom-block s="GraphPadProperty %txt of %txt"><l>edgeProperties</l><block var="target"/></custom-block></block></block></block><script><block s="doReplaceInList"><l>7</l><block var="vertex2"/><block s="reportVariadicSum"><list><block s="reportListItem"><l>7</l><block var="vertex2"/></block><l>1</l></list></block></block><block s="doReplaceInList"><block var="v1"/><block s="reportListItem"><block var="v2"/><block s="reportAttributeOf"><l>adjacencyMatrix</l><block var="target"/></block></block><block var="weight"/></block></script></block><custom-block s="draw graph on %txt"><block var="target"/></custom-block></script><script><custom-block s="report SciSnap! error %txt"><l>ERROR: index out of range!</l></custom-block></script></block></script></block></script></block-definition><block-definition s="draw graph on %&apos;sprite&apos;" type="command" category="7. GraphPad for graph operations"><comment x="0" y="0" w="155" collapsed="false">draws the graph on a GraphPad.</comment><header></header><code></code><translations></translations><inputs><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>target</l><l>oldCostume</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a GraphPad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as GraphPad</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIfElse"><block s="reportIsIdentical"><block var="target"/><block s="reportObject"><l>Stage</l></block></block><script><block s="doIfElse"><block s="reportIsA"><block s="reportAttributeOf"><l>oldStageCostume</l><l>Stage</l></block><l><option>costume</option></l></block><script><block s="doTellTo"><l>Stage</l><block s="reifyScript"><script><block s="doSwitchToCostume"><block s="reportAttributeOf"><l>oldStageCostume</l><l>Stage</l></block></block></script><list></list></block><list></list></block><block s="doSetVar"><l>oldCostume</l><custom-block s="copy of costume %obj"><custom-block s="costume of %obj"><block s="reportObject"><l>Stage</l></block></custom-block></custom-block></block></script><script><block s="doSetVar"><l>oldCostume</l><l>null</l></block></script></block></script><script><block s="doSetVar"><l>oldCostume</l><l>null</l></block></script></block><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doSwitchToCostume"><l></l></block></script><list></list></block><list><block s="reportApplyExtension"><l>SciS_drawGraph(amatrix,vlist,cAttributes,vAttributes,lAttributes,oldCostume)</l><list><block s="reportAttributeOf"><l>adjacencyMatrix</l><block var="target"/></block><block s="reportAttributeOf"><l>vertexList</l><block var="target"/></block><custom-block s="GraphPadProperty %txt of %txt"><l>costumeProperties</l><block var="target"/></custom-block><custom-block s="GraphPadProperty %txt of %txt"><l>vertexProperties</l><block var="target"/></custom-block><custom-block s="GraphPadProperty %txt of %txt"><l>edgeProperties</l><block var="target"/></custom-block><block var="oldCostume"/></list></block></list></block></script></block></script></block-definition><block-definition s="delete vertex %&apos;n&apos; of graph on %&apos;sprite&apos;" type="command" category="7. GraphPad for graph operations"><comment x="0" y="0" w="90" collapsed="false">Deletes a vertex.</comment><header></header><code></code><translations></translations><inputs><input type="%n">1</input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>target</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a GraphPad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as GraphPad</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportGreaterThan"><block var="n"/><l>0</l></block><block s="reportLessThanOrEquals"><block var="n"/><block s="reportListAttribute"><l><option>length</option></l><block s="reportAttributeOf"><l>vertexList</l><block var="target"/></block></block></block></block><script><block s="doIfElse"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block s="reportAttributeOf"><l>vertexList</l><block var="target"/></block></block><l>1</l></block><script><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doSetVar"><l></l><l></l></block></script><list></list></block><list><l>vertexList</l><block s="reportNewList"><list></list></block></list></block><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doSetVar"><l></l><l></l></block></script><list></list></block><list><l>adjacencyMatrix</l><block s="reportNewList"><list></list></block></list></block></script><script><block s="doDeleteFromList"><block var="n"/><block s="reportAttributeOf"><l>vertexList</l><block var="target"/></block></block><block s="doDeleteFromList"><block var="n"/><block s="reportAttributeOf"><l>adjacencyMatrix</l><block var="target"/></block></block><block s="doForEach"><l>item</l><block s="reportAttributeOf"><l>adjacencyMatrix</l><block var="target"/></block><script><block s="doDeleteFromList"><block var="n"/><block var="item"/></block></script></block></script></block><custom-block s="draw graph on %txt"><block var="target"/></custom-block></script></block></script></block></script></block-definition><block-definition s="delete edge from vertex %&apos;v1&apos; to vertex %&apos;v2&apos; $nl of graph on %&apos;sprite&apos;" type="command" category="7. GraphPad for graph operations"><comment x="0" y="0" w="90" collapsed="false">Deletes an edge.</comment><header></header><code></code><translations></translations><inputs><input type="%n">1</input><input type="%n">2</input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>target</l><l>vertex1</l><l>vertex2</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a GraphPad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as GraphPad</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIfElse"><block s="reportAnd"><block s="reportAnd"><block s="reportGreaterThan"><block var="v1"/><l>0</l></block><block s="reportLessThanOrEquals"><block var="v1"/><block s="reportListAttribute"><l><option>length</option></l><block s="reportAttributeOf"><l>vertexList</l><block var="target"/></block></block></block></block><block s="reportAnd"><block s="reportGreaterThan"><block var="v2"/><l>0</l></block><block s="reportLessThanOrEquals"><block var="v2"/><block s="reportListAttribute"><l><option>length</option></l><block s="reportAttributeOf"><l>vertexList</l><block var="target"/></block></block></block></block></block><script><block s="doSetVar"><l>vertex1</l><block s="reportListItem"><block var="v1"/><block s="reportAttributeOf"><l>vertexList</l><block var="target"/></block></block></block><block s="doSetVar"><l>vertex2</l><block s="reportListItem"><block var="v2"/><block s="reportAttributeOf"><l>vertexList</l><block var="target"/></block></block></block><block s="doIf"><block s="reportGreaterThan"><block s="reportListItem"><block var="v2"/><block s="reportListItem"><block var="v1"/><block s="reportAttributeOf"><l>adjacencyMatrix</l><block var="target"/></block></block></block><l>0</l></block><script><block s="doReplaceInList"><l>7</l><block var="vertex1"/><block s="reportDifference"><block s="reportListItem"><l>7</l><block var="vertex1"/></block><l>1</l></block></block><block s="doReplaceInList"><block var="v2"/><block s="reportListItem"><block var="v1"/><block s="reportAttributeOf"><l>adjacencyMatrix</l><block var="target"/></block></block><l>X</l></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportGreaterThan"><block s="reportListItem"><block var="v1"/><block s="reportListItem"><block var="v2"/><block s="reportAttributeOf"><l>adjacencyMatrix</l><block var="target"/></block></block></block><l>0</l></block><block s="reportNot"><block s="reportListItem"><l>5</l><custom-block s="GraphPadProperty %txt of %txt"><l>edgeProperties</l><block var="target"/></custom-block></block></block></block><script><block s="doReplaceInList"><l>7</l><block var="vertex2"/><block s="reportDifference"><block s="reportListItem"><l>7</l><block var="vertex2"/></block><l>1</l></block></block><block s="doReplaceInList"><block var="v1"/><block s="reportListItem"><block var="v2"/><block s="reportAttributeOf"><l>adjacencyMatrix</l><block var="target"/></block></block><l>X</l></block></script></block><custom-block s="draw graph on %txt"><block var="target"/></custom-block></script><script><custom-block s="report SciSnap! error %txt"><l>ERROR: index out of range!</l></custom-block></script></block></script></block></script></block-definition><block-definition s="weight of edge from vertex %&apos;v1&apos; to vertex %&apos;v2&apos; $nl of graph on %&apos;sprite&apos;" type="reporter" category="7. GraphPad for graph operations"><header></header><code></code><translations></translations><inputs><input type="%n">1</input><input type="%s">2</input><input type="%s">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>target</l><l>vertex1</l><l>vertex2</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a GraphPad?"><block var="target"/></custom-block></block><script><block s="doReport"><l>ERROR: target isn&apos;t configured as GraphPad!</l></block></script></block><block s="doIfElse"><block s="reportAnd"><block s="reportAnd"><block s="reportGreaterThan"><block var="v1"/><l>0</l></block><block s="reportLessThanOrEquals"><block var="v1"/><block s="reportListAttribute"><l><option>length</option></l><block s="reportAttributeOf"><l>vertexList</l><block var="target"/></block></block></block></block><block s="reportAnd"><block s="reportGreaterThan"><block var="v2"/><l>0</l></block><block s="reportLessThanOrEquals"><block var="v2"/><block s="reportListAttribute"><l><option>length</option></l><block s="reportAttributeOf"><l>vertexList</l><block var="target"/></block></block></block></block></block><script><block s="doSetVar"><l>vertex1</l><block s="reportListItem"><block var="v1"/><block s="reportAttributeOf"><l>vertexList</l><block var="target"/></block></block></block><block s="doSetVar"><l>vertex2</l><block s="reportListItem"><block var="v2"/><block s="reportAttributeOf"><l>vertexList</l><block var="target"/></block></block></block><block s="doIfElse"><block s="reportListItem"><l>6</l><custom-block s="GraphPadProperty %txt of %txt"><l>edgeProperties</l><block var="target"/></custom-block></block><script><block s="doIfElse"><block s="reportNotEquals"><block s="reportListItem"><block var="v2"/><block s="reportListItem"><block var="v1"/><block s="reportAttributeOf"><l>adjacencyMatrix</l><block var="target"/></block></block></block><l>X</l></block><script><block s="doReport"><block s="reportListItem"><block var="v2"/><block s="reportListItem"><block var="v1"/><block s="reportAttributeOf"><l>adjacencyMatrix</l><block var="target"/></block></block></block></block></script><script><block s="doReport"><l>ERROR: there is no connection between these vertices!</l></block></script></block></script><script><block s="doReport"><l>ERROR: in this Graph edges have no weights!</l></block></script></block></script><script><block s="doReport"><l>ERROR: index out of range!</l></block></script></block></script></block></script></block-definition><block-definition s="change weight of edge from vertex %&apos;v1&apos; to vertex %&apos;v2&apos; $nl to %&apos;weight&apos; of graph on %&apos;sprite&apos;" type="command" category="7. GraphPad for graph operations"><comment x="0" y="0" w="132.5" collapsed="false">Sets the weight of an edge.</comment><header></header><code></code><translations></translations><inputs><input type="%n">1</input><input type="%n">2</input><input type="%n">1</input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>target</l><l>vertex1</l><l>vertex2</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a GraphPad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as GraphPad</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIfElse"><block s="reportAnd"><block s="reportAnd"><block s="reportGreaterThan"><block var="v1"/><l>0</l></block><block s="reportLessThanOrEquals"><block var="v1"/><block s="reportListAttribute"><l><option>length</option></l><block s="reportAttributeOf"><l>vertexList</l><block var="target"/></block></block></block></block><block s="reportAnd"><block s="reportGreaterThan"><block var="v2"/><l>0</l></block><block s="reportLessThanOrEquals"><block var="v2"/><block s="reportListAttribute"><l><option>length</option></l><block s="reportAttributeOf"><l>vertexList</l><block var="target"/></block></block></block></block></block><script><block s="doSetVar"><l>vertex1</l><block s="reportListItem"><block var="v1"/><block s="reportAttributeOf"><l>vertexList</l><block var="target"/></block></block></block><block s="doSetVar"><l>vertex2</l><block s="reportListItem"><block var="v2"/><block s="reportAttributeOf"><l>vertexList</l><block var="target"/></block></block></block><block s="doIfElse"><block s="reportListItem"><l>6</l><custom-block s="GraphPadProperty %txt of %txt"><l>edgeProperties</l><block var="target"/></custom-block></block><script><block s="doIfElse"><block s="reportNotEquals"><block s="reportListItem"><block var="v2"/><block s="reportListItem"><block var="v1"/><block s="reportAttributeOf"><l>adjacencyMatrix</l><block var="target"/></block></block></block><l>X</l></block><script><block s="doReplaceInList"><block var="v2"/><block s="reportListItem"><block var="v1"/><block s="reportAttributeOf"><l>adjacencyMatrix</l><block var="target"/></block></block><block var="weight"/></block><block s="doIf"><block s="reportAnd"><block s="reportNotEquals"><block s="reportListItem"><block var="v1"/><block s="reportListItem"><block var="v2"/><block s="reportAttributeOf"><l>adjacencyMatrix</l><block var="target"/></block></block></block><l>X</l></block><block s="reportNot"><block s="reportListItem"><l>5</l><custom-block s="GraphPadProperty %txt of %txt"><l>edgeProperties</l><block var="target"/></custom-block></block></block></block><script><block s="doReplaceInList"><block var="v1"/><block s="reportListItem"><block var="v2"/><block s="reportAttributeOf"><l>adjacencyMatrix</l><block var="target"/></block></block><block var="weight"/></block></script></block><custom-block s="draw graph on %txt"><block var="target"/></custom-block></script><script><custom-block s="report SciSnap! error %txt"><l>ERROR: there is no connection between these vertices!</l></custom-block></script></block></script><script><custom-block s="report SciSnap! error %txt"><l>ERROR: in this Graph edges have no weights!</l></custom-block></script></block></script><script><custom-block s="report SciSnap! error %txt"><l>ERROR: index out of range!</l></custom-block></script></block></script></block></script></block-definition><block-definition s="ask for new weight of graph on %&apos;sprite&apos;" type="command" category="7. GraphPad for graph operations"><header></header><code></code><translations></translations><inputs><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>target</l><l>n1</l><l>n2</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a GraphPad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as GraphPad</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doAsk"><l>from vertex nr</l></block><block s="doIf"><block s="reportIsA"><block s="getLastAnswer"></block><l><option>number</option></l></block><script><block s="doSetVar"><l>n1</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>to vertex nr</l></block><block s="doIf"><block s="reportIsA"><block s="getLastAnswer"></block><l><option>number</option></l></block><script><block s="doSetVar"><l>n2</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>new weight</l></block><block s="doIf"><block s="reportIsA"><block s="getLastAnswer"></block><l><option>number</option></l></block><script><custom-block s="change weight of edge from vertex %n to vertex %n %br to %n of graph on %txt"><block var="n1"/><block var="n2"/><block s="getLastAnswer"></block><block var="target"/></custom-block></script></block></script></block></script></block></script></block></script></block-definition><block-definition s="ask for new start vertex width of graph on %&apos;sprite&apos;" type="command" category="7. GraphPad for graph operations"><comment x="0" y="0" w="142.5" collapsed="false">Input for start vertex.</comment><header></header><code></code><translations></translations><inputs><input type="%s">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>target</l><l>property</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a GraphPad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as GraphPad</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doAsk"><l>new start vertexwidth (1....20)</l></block><block s="doIf"><block s="reportIsA"><block s="getLastAnswer"></block><l><option>number</option></l></block><script><block s="doIf"><block s="reportAnd"><block s="reportGreaterThan"><block s="getLastAnswer"></block><l>0</l></block><block s="reportLessThan"><block s="getLastAnswer"></block><l>21</l></block></block><script><block s="doSetVar"><l>property</l><custom-block s="GraphPadProperty %txt of %txt"><l>vertexProperties</l><block var="target"/></custom-block></block><block s="doReplaceInList"><l>2</l><block var="property"/><block s="getLastAnswer"></block></block><custom-block s="set GraphPadProperty %txt of %txt to %s"><l>vertexProperties</l><block var="target"/><block var="property"/></custom-block></script></block></script></block></script></block></script></block-definition><block-definition s="content of vertex %&apos;n&apos; of graph on %&apos;sprite&apos;" type="reporter" category="7. GraphPad for graph operations"><header></header><code></code><translations></translations><inputs><input type="%n">1</input><input type="%s">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>target</l><l>vertex1</l><l>vertex2</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a GraphPad?"><block var="target"/></custom-block></block><script><block s="doReport"><l>ERROR: target isn&apos;t configured as GraphPad!</l></block></script></block><block s="doIfElse"><block s="reportAnd"><block s="reportGreaterThan"><block var="n"/><l>0</l></block><block s="reportLessThanOrEquals"><block var="n"/><block s="reportListAttribute"><l><option>length</option></l><block s="reportAttributeOf"><l>vertexList</l><block var="target"/></block></block></block></block><script><block s="doReport"><block s="reportListItem"><l>4</l><block s="reportListItem"><block var="n"/><block s="reportAttributeOf"><l>vertexList</l><block var="target"/></block></block></block></block></script><script><block s="doReport"><l>ERROR: index out of range!</l></block></script></block></script></block></script></block-definition><block-definition s="change content of vertex %&apos;n1&apos; to %&apos;value&apos; of graph on %&apos;sprite&apos;" type="command" category="7. GraphPad for graph operations"><comment x="0" y="0" w="133.33333333333334" collapsed="false">Sets the content of a vertex.</comment><header></header><code></code><translations></translations><inputs><input type="%n">1</input><input type="%txt"></input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>target</l><l>vertex</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a GraphPad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as GraphPad</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIfElse"><block s="reportAnd"><block s="reportGreaterThan"><block var="n1"/><l>0</l></block><block s="reportLessThanOrEquals"><block var="n1"/><block s="reportListAttribute"><l><option>length</option></l><block s="reportAttributeOf"><l>vertexList</l><block var="target"/></block></block></block></block><script><block s="doSetVar"><l>vertex</l><block s="reportListItem"><block var="n1"/><block s="reportAttributeOf"><l>vertexList</l><block var="target"/></block></block></block><block s="doReplaceInList"><l>4</l><block s="reportListItem"><block var="n1"/><block s="reportAttributeOf"><l>vertexList</l><block var="target"/></block></block><block var="value"/></block><custom-block s="draw graph on %txt"><block var="target"/></custom-block></script><script><custom-block s="report SciSnap! error %txt"><l>ERROR: index out of range!</l></custom-block></script></block></script></block></script></block-definition><block-definition s="ask for new vertex content in graph on %&apos;sprite&apos;" type="command" category="7. GraphPad for graph operations"><comment x="0" y="0" w="145" collapsed="false">Input for a new vertex content.</comment><header></header><code></code><translations></translations><inputs><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>target</l><l>nr</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a GraphPad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as GraphPad</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doAsk"><l>vertex number</l></block><block s="doIf"><block s="reportIsA"><block s="getLastAnswer"></block><l><option>number</option></l></block><script><block s="doSetVar"><l>nr</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>new value</l></block><custom-block s="change content of vertex %n to %txt of graph on %txt"><block var="nr"/><block s="getLastAnswer"></block><block var="target"/></custom-block></script></block></script></block></script></block-definition><block-definition s="set marker of vertex %&apos;n&apos; of graph on %&apos;sprite&apos;" type="command" category="7. GraphPad for graph operations"><comment x="0" y="0" w="131.5491383870445" collapsed="false">Tells a vertex to be marked.</comment><header></header><code></code><translations></translations><inputs><input type="%n">1</input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>target</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a GraphPad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as GraphPad</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportGreaterThan"><block var="n"/><l>0</l></block><block s="reportLessThanOrEquals"><block var="n"/><block s="reportListAttribute"><l><option>length</option></l><block s="reportAttributeOf"><l>vertexList</l><block var="target"/></block></block></block></block><script><block s="doReplaceInList"><l>5</l><block s="reportListItem"><block var="n"/><block s="reportAttributeOf"><l>vertexList</l><block var="target"/></block></block><block s="reportBoolean"><l><bool>true</bool></l></block></block><custom-block s="draw graph on %txt"><block var="target"/></custom-block></script></block></script></block></script></block-definition><block-definition s="remove marker of vertex %&apos;n&apos; of graph on %&apos;sprite&apos;" type="command" category="7. GraphPad for graph operations"><comment x="0" y="0" w="94.04913838704452" collapsed="false">Deletes a marker.</comment><header></header><code></code><translations></translations><inputs><input type="%n">1</input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>target</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a GraphPad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as GraphPad</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportGreaterThan"><block var="n"/><l>0</l></block><block s="reportLessThanOrEquals"><block var="n"/><block s="reportListAttribute"><l><option>length</option></l><block s="reportAttributeOf"><l>vertexList</l><block var="target"/></block></block></block></block><script><block s="doReplaceInList"><l>5</l><block s="reportListItem"><block var="n"/><block s="reportAttributeOf"><l>vertexList</l><block var="target"/></block></block><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="draw graph on %txt"><block var="target"/></custom-block></script></block></script></block></script></block-definition><block-definition s="remove all markers of graph on %&apos;sprite&apos;" type="command" category="7. GraphPad for graph operations"><comment x="0" y="0" w="94.04913838704452" collapsed="false">Deletes all markers.</comment><header></header><code></code><translations></translations><inputs><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>target</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a GraphPad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as GraphPad</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doForEach"><l>item</l><block s="reportAttributeOf"><l>vertexList</l><block var="target"/></block><script><block s="doReplaceInList"><l>5</l><block var="item"/><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block><custom-block s="draw graph on %txt"><block var="target"/></custom-block></script></block></script></block-definition><block-definition s="depth first search of content %&apos;cont&apos; $nl starting at vertex %&apos;nr&apos; of graph on %&apos;sprite&apos;" type="reporter" category="7. GraphPad for graph operations"><comment x="0" y="0" w="132.5" collapsed="false">Depth first search in a graph.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%n">1</input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>target</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a GraphPad?"><block var="target"/></custom-block></block><script><block s="doReport"><l>ERROR: target isn&apos;t configured as GraphPad!</l></block></script></block><block s="doIfElse"><block s="reportAnd"><block s="reportGreaterThan"><block var="nr"/><l>0</l></block><block s="reportLessThanOrEquals"><block var="nr"/><block s="reportListAttribute"><l><option>length</option></l><block s="reportAttributeOf"><l>vertexList</l><block var="target"/></block></block></block></block><script><block s="doReport"><block s="reportApplyExtension"><l>SciS_depthFirstSearch(amatrix,vlist,cont,n)</l><list><block s="reportAttributeOf"><l>adjacencyMatrix</l><block var="target"/></block><block s="reportAttributeOf"><l>vertexList</l><block var="target"/></block><block var="cont"/><block var="nr"/></list></block></block></script><script><block s="doReport"><l>ERROR: index out of range!</l></block></script></block></script></block></script></block-definition><block-definition s="breadth first search of content %&apos;cont&apos; $nl starting at vertex %&apos;nr&apos; of graph on %&apos;sprite&apos;" type="reporter" category="7. GraphPad for graph operations"><comment x="0" y="0" w="146.66666666666669" collapsed="false">Breadth first search in a graph.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%n">1</input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>target</l><l>nextVertices</l><l>vertexNr</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a GraphPad?"><block var="target"/></custom-block></block><script><block s="doReport"><l>ERROR: target isn&apos;t configured as GraphPad!</l></block></script></block><block s="doIfElse"><block s="reportAnd"><block s="reportGreaterThan"><block var="nr"/><l>0</l></block><block s="reportLessThanOrEquals"><block var="nr"/><block s="reportListAttribute"><l><option>length</option></l><block s="reportAttributeOf"><l>vertexList</l><block var="target"/></block></block></block></block><script><block s="doReport"><block s="reportApplyExtension"><l>SciS_breadthFirstSearch(amatrix,vlist,cont,n)</l><list><block s="reportAttributeOf"><l>adjacencyMatrix</l><block var="target"/></block><block s="reportAttributeOf"><l>vertexList</l><block var="target"/></block><block var="cont"/><block var="nr"/></list></block></block></script><script><block s="doReport"><l>ERROR: index out of range!</l></block></script></block></script></block></script></block-definition><block-definition s="distance on %&apos;sprite&apos; from vertex %&apos;v1&apos; to vertex %&apos;v2&apos;" type="reporter" category="7. GraphPad for graph operations"><comment x="0" y="0" w="111.66666666666667" collapsed="false">Reports the distance of two vertices.</comment><header></header><code></code><translations></translations><inputs><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input><input type="%n">1</input><input type="%n">2</input></inputs><script><block s="doDeclareVariables"><list><l>target</l><l>vertex1</l><l>vertex2</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a GraphPad?"><block var="target"/></custom-block></block><script><block s="doReport"><l>ERROR: target isn&apos;t configured as GraphPad!</l></block></script></block><block s="doIfElse"><block s="reportAnd"><block s="reportAnd"><block s="reportGreaterThan"><block var="v1"/><l>0</l></block><block s="reportLessThanOrEquals"><block var="v1"/><block s="reportListAttribute"><l><option>length</option></l><block s="reportAttributeOf"><l>vertexList</l><block var="target"/></block></block></block></block><block s="reportAnd"><block s="reportGreaterThan"><block var="v2"/><l>0</l></block><block s="reportLessThanOrEquals"><block var="v2"/><block s="reportListAttribute"><l><option>length</option></l><block s="reportAttributeOf"><l>vertexList</l><block var="target"/></block></block></block></block></block><script><block s="doSetVar"><l>vertex1</l><block s="reportListItem"><block var="v1"/><block s="reportAttributeOf"><l>vertexList</l><block var="target"/></block></block></block><block s="doSetVar"><l>vertex2</l><block s="reportListItem"><block var="v2"/><block s="reportAttributeOf"><l>vertexList</l><block var="target"/></block></block></block><block s="doReport"><block s="reportRound"><block s="reportQuotient"><block s="reportMonadic"><l><option>sqrt</option></l><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="vertex1"/></block><block s="reportListItem"><l>1</l><block var="vertex2"/></block></block><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="vertex1"/></block><block s="reportListItem"><l>1</l><block var="vertex2"/></block></block></list></block><block s="reportVariadicProduct"><list><block s="reportDifference"><block s="reportListItem"><l>2</l><block var="vertex1"/></block><block s="reportListItem"><l>2</l><block var="vertex2"/></block></block><block s="reportDifference"><block s="reportListItem"><l>2</l><block var="vertex1"/></block><block s="reportListItem"><l>2</l><block var="vertex2"/></block></block></list></block></list></block></block><l>10</l></block></block></block></script><script><block s="doReport"><l>ERROR: index out of range!</l></block></script></block></script></block></script></block-definition><block-definition s="shortest path in graph from vertex %&apos;startVertex&apos; $nl to vertex %&apos;endVertex&apos; on %&apos;sprite&apos;" type="reporter" category="7. GraphPad for graph operations"><comment x="0" y="0" w="147.8313293457031" collapsed="false">Shortes path between two vertices, using Dijkstra-method.</comment><header></header><code></code><translations></translations><inputs><input type="%n">1</input><input type="%n">2</input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>completedVertices</l><l>distances</l><l>openTuples</l><l>result</l><l>actualTuple</l><l>i</l><l>j</l><l>k</l><l>actualDistance</l><l>target</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a GraphPad?"><block var="target"/></custom-block></block><script><block s="doReport"><l>ERROR: target isn&apos;t configured as GraphPad!</l></block></script></block><block s="doIfElse"><block s="reportAnd"><block s="reportAnd"><block s="reportGreaterThan"><block var="startVertex"/><l>0</l></block><block s="reportLessThanOrEquals"><block var="startVertex"/><block s="reportListAttribute"><l><option>length</option></l><block s="reportAttributeOf"><l>vertexList</l><block var="target"/></block></block></block></block><block s="reportAnd"><block s="reportGreaterThan"><block var="endVertex"/><l>0</l></block><block s="reportLessThanOrEquals"><block var="endVertex"/><block s="reportListAttribute"><l><option>length</option></l><block s="reportAttributeOf"><l>vertexList</l><block var="target"/></block></block></block></block></block><script><block s="doReport"><block s="reportApplyExtension"><l>SciS_shortestPath(amatrix,start,end)</l><list><block s="reportAttributeOf"><l>adjacencyMatrix</l><block var="target"/></block><block var="startVertex"/><block var="endVertex"/></list></block></block></script><script><block s="doReport"><l>ERROR: index out of range!</l></block></script></block></script></block></script></block-definition><block-definition s="list of all shortest paths in graph from vertex %&apos;startVertex&apos; $nl to all connected vertices of graph on %&apos;sprite&apos;" type="reporter" category="7. GraphPad for graph operations"><comment x="0" y="0" w="195.11549479166644" collapsed="false">Shortes paths between startVertex and all connected vertices, using Dijkstra-method.</comment><header></header><code></code><translations></translations><inputs><input type="%n">1</input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>completedVertices</l><l>distances</l><l>openTuples</l><l>result</l><l>actualTuple</l><l>i</l><l>j</l><l>k</l><l>actualDistance</l><l>target</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a GraphPad?"><block var="target"/></custom-block></block><script><block s="doReport"><l>ERROR: target isn&apos;t configured as GraphPad!</l></block></script></block><block s="doIfElse"><block s="reportAnd"><block s="reportGreaterThan"><block var="startVertex"/><l>0</l></block><block s="reportLessThanOrEquals"><block var="startVertex"/><block s="reportListAttribute"><l><option>length</option></l><block s="reportAttributeOf"><l>vertexList</l><block var="target"/></block></block></block></block><script><block s="doReport"><block s="reportApplyExtension"><l>SciS_allShortestPaths(amatrix,start)</l><list><block s="reportAttributeOf"><l>adjacencyMatrix</l><block var="target"/></block><block var="startVertex"/></list></block></block></script><script><block s="doReport"><l>ERROR: index out of range!</l></block></script></block></script></block></script></block-definition><block-definition s="vertexnumber at %&apos;x&apos; %&apos;y&apos; of graph on %&apos;sprite&apos;" type="reporter" category="7. GraphPad for graph operations"><comment x="0" y="0" w="155" collapsed="false">Returns the vertexnumber of a vertex near (x|y), if there is one.</comment><header></header><code></code><translations></translations><inputs><input type="%n">100</input><input type="%n">50</input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>target</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a GraphPad?"><block var="target"/></custom-block></block><script><block s="doReport"><l>ERROR: target isn&apos;t configured as GraphPad!</l></block></script></block><block s="doReport"><block s="reportApplyExtension"><l>SciS_vertexnumberAtGraph(vlist,cAttributes,vAttributes,x,y)</l><list><block s="reportAttributeOf"><l>vertexList</l><block var="target"/></block><custom-block s="GraphPadProperty %txt of %txt"><l>costumeProperties</l><block var="target"/></custom-block><custom-block s="GraphPadProperty %txt of %txt"><l>vertexProperties</l><block var="target"/></custom-block><block var="x"/><block var="y"/></list></block></block></script></block></script></block-definition><block-definition s="point %&apos;x&apos; %&apos;y&apos; on sprite/stage $arrowRightOutline point on graph %&apos;sprite&apos;" type="reporter" category="7. GraphPad for graph operations"><header></header><code></code><translations></translations><inputs><input type="%n">0</input><input type="%n">0</input><input type="%s">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>target</l><l>targetSize</l><l>targetX</l><l>targetY</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a GraphPad?"><block var="target"/></custom-block></block><script><block s="doReport"><l>ERROR: target isn&apos;t configured as GraphPad!</l></block></script></block><block s="doSetVar"><l>targetSize</l><block s="reportAttributeOf"><l><option>size</option></l><block var="target"/></block></block><block s="doReport"><block s="reportNewList"><list><block s="reportRound"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>100</l><block s="reportQuotient"><block s="reportDifference"><block var="x"/><block s="reportAttributeOf"><l><option>x position</option></l><block var="target"/></block></block><block var="targetSize"/></block></list></block><l>1</l></list></block></block><block s="reportRound"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>100</l><block s="reportQuotient"><block s="reportDifference"><block var="y"/><block s="reportAttributeOf"><l><option>y position</option></l><block var="target"/></block></block><block var="targetSize"/></block></list></block><l>1</l></list></block></block></list></block></block></script></block></script></block-definition><block-definition s="vertexnumber of %&apos;content&apos; in graph of %&apos;sprite&apos;" type="reporter" category="7. GraphPad for graph operations"><comment x="0" y="0" w="150.83333333333334" collapsed="false">Reports the vertexnumber of the vertex with the specified content. If not found then reports 0.</comment><header></header><code></code><translations></translations><inputs><input type="%s">Peter</input><input type="%s">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>nr</l><l>target</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a GraphPad?"><block var="target"/></custom-block></block><script><block s="doReport"><l>ERROR: target isn&apos;t configured as GraphPad!</l></block></script></block><block s="doSetVar"><l>nr</l><l>0</l></block><block s="doForEach"><l>item</l><block s="reportAttributeOf"><l>vertexList</l><l>FamilyTree</l></block><script><block s="doChangeVar"><l>nr</l><l>1</l></block><block s="doIf"><block s="reportEquals"><block s="reportListItem"><l>4</l><block var="item"/></block><block var="content"/></block><script><block s="doReport"><block var="nr"/></block></script></block></script></block><block s="doReport"><block var="nr"/></block></script></block></script></block-definition><block-definition s="Graph example 1: small worlds (needs some seconds)" type="reporter" category="7. GraphPad for graph operations"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="configure %s as a GraphPad width: %n %br height: %n color: %n %n %n"><l>thisSprite</l><l>400</l><l>300</l><l>245</l><l>245</l><l>245</l></custom-block><custom-block s="add %n random vertices to graph on %txt"><l>100</l><l>thisSprite</l></custom-block><custom-block s="add %n random edges to graph on %txt"><l>100</l><l>thisSprite</l></custom-block><block s="doSayFor"><l>mean distance between the nodes: ...</l><l>2</l></block><block s="doReport"><custom-block s="%s of vector %l"><l>mean</l><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="%s of vector %l"><l>mean</l><custom-block s="%s %s of %s with first item? %b"><l>column</l><l>2</l><custom-block s="list of all shortest paths in graph from vertex %n %br to all connected vertices of graph on %txt"><l></l><l>thisSprite</l></custom-block><l><bool>true</bool></l></custom-block></custom-block></autolambda><list></list></block><block s="reportNumbers"><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="vertexList"/></block></block></block></custom-block></block></script></block-definition><block-definition s="Graph example 2: distribution of links" type="command" category="7. GraphPad for graph operations"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>diagramSprite</l></list></block><custom-block s="configure %s as a GraphPad width: %n %br height: %n color: %n %n %n"><l>thisSprite</l><l>400</l><l>300</l><l>245</l><l>245</l><l>245</l></custom-block><custom-block s="add %n random vertices to graph on %txt"><l>100</l><l>thisSprite</l></custom-block><custom-block s="add %n random edges to graph on %txt"><l>100</l><l>thisSprite</l></custom-block><block s="doWait"><l>1</l></block><block s="doSetVar"><l>SciSnap!Data</l><block s="reportMap"><block s="reifyReporter"><script><block s="doIfElse"><block s="reportIsA"><l></l><l><option>number</option></l></block><script><block s="doReport"><l></l></block></script><script><block s="doReport"><l>0</l></block></script></block></script><list></list></block><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="%s of vector %l"><l>number</l><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportNotEquals"><l></l><l>X</l></block></autolambda><list></list></block><l/></block></custom-block></autolambda><list></list></block><block var="adjacencyMatrix"/></block></block></block><block s="doSetVar"><l>diagramSprite</l><custom-block s="create a duplicate of %obj %br with name %txt"><block s="reportGet"><l><option>self</option></l></block><l>DiagramSprite</l></custom-block></block><custom-block s="configure %txt as a PlotPad width: %n %br height: %n color: %n %n %n"><l>DiagramSprite</l><l>400</l><l>300</l><l>245</l><l>245</l><l>245</l></custom-block><custom-block s="set PlotPad labels on %s to %br title: %txt titleheight: %n %br x-label: %txt xLabelheight: %n %br y-label: %txt yLabelheight: %n"><l>DiagramSprite</l><l>Edges per Node</l><l>18</l><l>Number of Edges</l><l>16</l><l>Number of Vertices</l><l>16</l></custom-block><custom-block s="add histogram of %s with %n groups %br pretty formated? %b to PlotPad %txt"><block var="SciSnap!Data"/><l>10</l><l><bool>true</bool></l><l>DiagramSprite</l></custom-block><custom-block s="add axes and scales to PlotPad %txt"><l>DiagramSprite</l></custom-block></script></block-definition><block-definition s="create a duplicate of %&apos;sprite&apos; $nl with name %&apos;spriteName&apos;" type="reporter" category="control" helper="true"><header></header><code></code><translations></translations><inputs><input type="%obj"></input><input type="%txt">spriteName</input></inputs><script><block s="doDeclareVariables"><list><l>existingSprites</l><l>newSprite</l></list></block><block s="doSetVar"><l>existingSprites</l><block s="reportGet"><l><option>other sprites</option></l></block></block><block s="doApplyExtension"><l>SciS_createDuplicate(sprite,spriteName)</l><list><block var="sprite"/><block var="spriteName"/></list></block><block s="doForEach"><l>item</l><block s="reportGet"><l><option>other sprites</option></l></block><script><block s="doIf"><block s="reportNot"><block s="reportListContainsItem"><block var="existingSprites"/><block var="item"/></block></block><script><block s="doSetVar"><l>newSprite</l><block var="item"/></block></script></block></script></block><block s="doReport"><block var="newSprite"/></block></script></block-definition><block-definition s="create a permanent clone of %&apos;sprite&apos; $nl with name %&apos;spriteName&apos;" type="reporter" category="control" helper="true"><header></header><code></code><translations></translations><inputs><input type="%obj"></input><input type="%txt">spriteName</input></inputs><script><block s="doDeclareVariables"><list><l>existingSprites</l><l>newSprite</l></list></block><block s="doSetVar"><l>existingSprites</l><block s="reportGet"><l><option>other sprites</option></l></block></block><block s="doApplyExtension"><l>SciS_createPermanentClone(sprite,spriteName)</l><list><block var="sprite"/><block var="spriteName"/></list></block><block s="doForEach"><l>item</l><block s="reportGet"><l><option>other sprites</option></l></block><script><block s="doIf"><block s="reportNot"><block s="reportListContainsItem"><block var="existingSprites"/><block var="item"/></block></block><script><block s="doSetVar"><l>newSprite</l><block var="item"/></block></script></block></script></block><block s="doReport"><block var="newSprite"/></block></script></block-definition><block-definition s="import Sprite" type="command" category="control"><comment x="0" y="0" w="203.01093750000027" collapsed="false">Imports a stored sprite from a file.</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>ready</l></list></block><block s="doSetVar"><l>ready</l><block s="reportApplyExtension"><l>SciS_importSprite1()</l><list></list></block></block><block s="doWaitUntil"><block s="reportListItem"><l>1</l><block s="evaluate"><block var="ready"/><list></list></block></block></block><block s="doApplyExtension"><l>SciS_importSprite2(data)</l><list><block s="reportListItem"><l>2</l><block s="evaluate"><block var="ready"/><list></list></block></block></list></block></script></block-definition><block-definition s="change SpriteName to %&apos;newName&apos;" type="command" category="control" helper="true"><header></header><code></code><translations></translations><inputs><input type="%txt">new name</input></inputs><script><block s="doApplyExtension"><l>SciS_changeSpritenameTo(newName)</l><list><block var="newName"/></list></block></script></block-definition><block-definition s="import library to category %&apos;category&apos;" type="command" category="1. SciSnap! globals"><comment x="0" y="0" w="402.9591145833335" collapsed="false">Imports stored blocks to another palette. All blocks should be from the same category!</comment><header></header><code></code><translations></translations><inputs><input type="%s">Looks</input></inputs><script><block s="doDeclareVariables"><list><l>library</l><l>oldcat</l><l>begin</l><l>end</l><l>ok</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>category</l><custom-block s="lower case %s"><block var="category"/></custom-block></block><block s="doSetVar"><l>ok</l><block s="reportApplyExtension"><l>SciS_importLibrary1(catName)</l><list><block var="category"/></list></block></block><block s="doIf"><block s="reportNot"><block var="ok"/></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: unknown category!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doSetVar"><l>library</l><custom-block s="read file with filepicker"></custom-block></block><block s="doSetVar"><l>begin</l><block s="reportVariadicSum"><list><custom-block s="index of %txt in %txt"><l>category=</l><block var="library"/></custom-block><l>10</l></list></block></block><block s="doSetVar"><l>end</l><custom-block s="index of %txt in %txt"><l>"</l><custom-block s="substring of %txt from %n to %n"><block var="library"/><block var="begin"/><block s="reportVariadicSum"><list><block var="begin"/><l>50</l></list></block></custom-block></custom-block></block><block s="doSetVar"><l>oldcat</l><custom-block s="substring of %txt from %n to %n"><block var="library"/><block var="begin"/><block s="reportDifference"><block s="reportVariadicSum"><list><block var="begin"/><block var="end"/></list></block><l>2</l></block></custom-block></block><block s="doSetVar"><l>library</l><custom-block s="replace %txt %txt with %txt in %txt"><l>all</l><block s="reportJoinWords"><list><l>"</l><block var="oldcat"/><l>"</l></list></block><block s="reportJoinWords"><list><l>"</l><custom-block s="lower case %s"><block var="category"/></custom-block><l>"</l></list></block><block var="library"/></custom-block></block><block s="doApplyExtension"><l>SciS_importLibrary2(src)</l><list><block var="library"/></list></block></script></block></script></block-definition><block-definition s="configure %&apos;sprite&apos; as a NeuralNetPad width: %&apos;width&apos; $nl height: %&apos;height&apos; color: %&apos;r&apos; %&apos;g&apos; %&apos;b&apos;" type="command" category="8. NNPad for neural networks"><comment x="0" y="0" w="178.33333333333334" collapsed="false">Creates a new  empty costume of the specified size and color ans sets local properties for a NeuralNet.</comment><header></header><code></code><translations></translations><inputs><input type="%s">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input><input type="%n">400</input><input type="%n">300</input><input type="%n">245</input><input type="%n">245</input><input type="%n">245</input></inputs><script><block s="doWarp"><script><block s="doDeclareVariables"><list><l>target</l><l>costumeWidth</l><l>costumeHeight</l></list></block><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIfElse"><block s="reportIsIdentical"><block var="target"/><block s="reportObject"><l>Stage</l></block></block><script><block s="doSetVar"><l>sprite</l><l>theStage</l></block><block s="doSetVar"><l>costumeWidth</l><block s="reportAttributeOf"><l><option>width</option></l><l>Stage</l></block></block><block s="doSetVar"><l>costumeHeight</l><block s="reportAttributeOf"><l><option>height</option></l><l>Stage</l></block></block></script><script><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="show"></block></script><list></list></block><list></list></block><block s="doSetVar"><l>costumeWidth</l><block var="width"/></block><block s="doSetVar"><l>costumeHeight</l><block var="height"/></block></script></block><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doApplyExtension"><l>var_declare(scope, name)</l><list><l>sprite</l><l>myProperties</l></list></block><block s="doApplyExtension"><l>var_declare(scope, name)</l><list><l>sprite</l><l>myData</l></list></block><block s="doSetVar"><l>myProperties</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>myData</l><block s="reportNewList"><list></list></block></block><block s="doSwitchToCostume"><block s="reportApplyExtension"><l>SciS_newcostume(w,h,r,g,b)</l><list><block var="costumeWidth"/><block var="costumeHeight"/><block var="r"/><block var="g"/><block var="b"/></list></block></block><block s="doAddToList"><block s="reportNewList"><list><l>typeOfConfiguration</l><l>NNPad</l></list></block><block var="myProperties"/></block><block s="doAddToList"><block s="reportNewList"><list><l>typeOfData</l><l>weights</l></list></block><block var="myProperties"/></block><block s="doAddToList"><block s="reportNewList"><list><l>netProperties</l><block s="reportNewList"><list><l>0</l><l>0</l><block var="width"/><block var="height"/></list></block></list></block><block var="myProperties"/></block><block s="doAddToList"><block s="reportNewList"><list><l>edgeProperties</l><block s="reportNewList"><list><l>1</l><l>0</l><l>0</l><l>0</l><block s="reportBoolean"><l><bool>false</bool></l></block><block s="reportBoolean"><l><bool>false</bool></l></block><block s="reportBoolean"><l><bool>false</bool></l></block></list></block></list></block><block var="myProperties"/></block></script><list></list></block><list></list></block><block s="doIfElse"><block s="reportIsIdentical"><block var="target"/><block s="reportObject"><l>Stage</l></block></block><script><block s="doTellTo"><l>Stage</l><block s="reifyScript"><script><block s="doAddToList"><block s="reportNewList"><list><l>costumeProperties</l><block s="reportNewList"><list><block s="reportAttributeOf"><l><option>width</option></l><l>Stage</l></block><block s="reportAttributeOf"><l><option>height</option></l><l>Stage</l></block><block var="r"/><block var="g"/><block var="b"/><block s="reportQuotient"><block s="reportDifference"><block s="reportAttributeOf"><l><option>width</option></l><l>Stage</l></block><block var="width"/></block><l>2</l></block><block s="reportQuotient"><block s="reportDifference"><block s="reportAttributeOf"><l><option>height</option></l><l>Stage</l></block><block var="height"/></block><l>2</l></block></list></block></list></block><block var="myProperties"/></block></script><list></list></block><list></list></block></script><script><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doAddToList"><block s="reportNewList"><list><l>costumeProperties</l><block s="reportNewList"><list><block var="width"/><block var="height"/><block var="r"/><block var="g"/><block var="b"/><l>0</l><l>0</l></list></block></list></block><block var="myProperties"/></block></script><list></list></block><list></list></block></script></block></script></block></script><scripts><comment x="462.61067708333337" y="113.30555555555554" w="192.5" collapsed="false">costume properties:&#xD;1: width&#xD;2: height&#xD;3: back color red&#xD;4: back color green&#xD;5: back color blue&#xD;6: left offset for NN position on stage&#xD;7: upper offset for NN position on stage&#xD;&#xD;neural net properties:&#xD;1: number of layers&#xD;2: layer width&#xD;3: width of NN image&#xD;4: height of NN image</comment></scripts></block-definition><block-definition s="is %&apos;sprite&apos; a NNPad?" type="predicate" category="8. NNPad for neural networks"><header></header><code></code><translations></translations><inputs><input type="%s">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doWarp"><script><block s="doIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><script><block s="doReport"><block s="reportAskFor"><block s="reportObject"><l><option>myself</option></l></block><block s="reifyReporter"><autolambda><custom-block s="is the global %b property %txt %br with value %s present ?"><l><bool>false</bool></l><l>typeOfConfiguration</l><l>NNPad</l></custom-block></autolambda><list></list></block><list></list></block></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><script><block s="doReport"><block s="reportAskFor"><l>Stage</l><block s="reifyReporter"><autolambda><custom-block s="is the global %b property %txt %br with value %s present ?"><l><bool>false</bool></l><l>typeOfConfiguration</l><l>NNPad</l></custom-block></autolambda><list></list></block><list></list></block></block></script><script><block s="doReport"><block s="reportAskFor"><block s="reportObject"><block var="sprite"/></block><block s="reifyReporter"><autolambda><custom-block s="is the global %b property %txt %br with value %s present ?"><l><bool>false</bool></l><l>typeOfConfiguration</l><l>NNPad</l></custom-block></autolambda><list></list></block><list></list></block></block></script></block></script></block></script></block></script></block-definition><block-definition s="NNPadProperty %&apos;name&apos; of %&apos;sprite&apos;" type="reporter" category="8. NNPad for neural networks"><comment x="0" y="0" w="92.5" collapsed="false">Reads the value of an existing property.</comment><header></header><code></code><translations></translations><inputs><input type="%txt">netProperties<options>typeOfConfiguration&#xD;typeOfData&#xD;costumeProperties&#xD;netProperties</options></input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>result</l><l>h</l><l>target</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a NNPad?"><block var="target"/></custom-block></block><script><block s="doReport"><l>ERROR: target isn&apos;t configured as NNPad!</l></block></script></block><block s="doSetVar"><l>result</l><l>not found</l></block><block s="doSetVar"><l>name</l><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="name"/><l> </l></block></block></block><block s="doSetVar"><l>h</l><block s="reportMap"><block s="reifyReporter"><script><block s="doIf"><block s="reportEquals"><block var="name"/><block s="reportListItem"><l>1</l><l/></block></block><script><block s="doSetVar"><l>result</l><block s="reportListItem"><l>2</l><l/></block></block></script></block><block s="doReport"><l></l></block></script><list></list></block><block s="reportAttributeOf"><l>myProperties</l><block var="target"/></block></block></block><block s="doReport"><block var="result"/></block></script></block></script></block-definition><block-definition s="set NNPadProperty %&apos;name&apos; of %&apos;sprite&apos; to %&apos;value&apos;" type="command" category="8. NNPad for neural networks"><comment x="0" y="0" w="131.66666666666669" collapsed="false">Sets the value of an existing property or inserts it anew.</comment><header></header><code></code><translations></translations><inputs><input type="%txt">netProperties<options>typeOfConfiguration&#xD;typeOfData&#xD;costumeProperties&#xD;netProperties</options></input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>done</l><l>h</l><l>target</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a NNPad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as NNPad</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doSetVar"><l>name</l><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="name"/><l> </l></block></block></block><block s="doSetVar"><l>done</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doSetVar"><l>h</l><block s="reportMap"><block s="reifyReporter"><script><block s="doIf"><block s="reportEquals"><block var="name"/><block s="reportListItem"><l>1</l><l/></block></block><script><block s="doReplaceInList"><l>2</l><l/><block var="value"/></block><block s="doSetVar"><l>done</l><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block><block s="doReport"><l></l></block></script><list></list></block><block s="reportAttributeOf"><l>myProperties</l><block var="target"/></block></block></block><block s="doIf"><block s="reportNot"><block var="done"/></block><script><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doAddToList"><l></l><l/></block></script><list></list></block><list><block s="reportNewList"><list><block var="name"/><block var="value"/></list></block><block s="reportAttributeOf"><l>myProperties</l><block var="target"/></block></list></block></script></block></script></block></script></block-definition><block-definition s="set NNPad costume properties width: %&apos;width&apos; $nl height: %&apos;height&apos; color: %&apos;r&apos; %&apos;g&apos; %&apos;b&apos; $nl offsets: %&apos;leftOffset&apos; %&apos;upperOffset&apos; on %&apos;sprite&apos;" type="command" category="8. NNPad for neural networks"><comment x="0" y="0" w="214.32706197102902" collapsed="false">a simple way to set some costume attributes:&#xD;1: width&#xD;2: height&#xD;3: back color red&#xD;4: back color green&#xD;5: back color blue&#xD;6: left offset for NN&#xD;    position on stage&#xD;7: upper offset for NN&#xD;    position on stage</comment><header></header><code></code><translations></translations><inputs><input type="%n">400</input><input type="%n">300</input><input type="%n">245</input><input type="%n">245</input><input type="%n">245</input><input type="%n">0</input><input type="%n">0</input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>target</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a NNPad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as NNPad</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><custom-block s="set NNPadProperty %txt of %txt to %s"><l>costumeProperties</l><block var="target"/><block s="reportNewList"><list><block var="width"/><block var="height"/><block var="r"/><block var="g"/><block var="b"/><block var="leftOffset"/><block var="upperOffset"/></list></block></custom-block><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doSwitchToCostume"><block s="reportApplyExtension"><l>SciS_newcostume(w,h,r,g,b)</l><list><block var="width"/><block var="height"/><block var="r"/><block var="g"/><block var="b"/></list></block></block></script><list></list></block><list></list></block></script></block></script></block-definition><block-definition s="set NNPad properties numberOfLayers: %&apos;layers&apos; layerWidth: %&apos;layerWidth&apos; $nl imageWidth: %&apos;netWidth&apos; imageHeight: %&apos;netHeight&apos; on %&apos;sprite&apos;" type="command" category="8. NNPad for neural networks"><comment x="0" y="0" w="196.82706197102902" collapsed="false">a simple way to set some net attributes:&#xD;1: number of layers&#xD;2: layer width&#xD;3: width of NN image&#xD;4: height of NN image</comment><header></header><code></code><translations></translations><inputs><input type="%n">2</input><input type="%n">3</input><input type="%n">400</input><input type="%n">300</input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>target</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a NNPad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as NNPad</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><custom-block s="set NNPadProperty %txt of %txt to %s"><l>netProperties</l><block var="target"/><block s="reportNewList"><list><block var="layers"/><block var="layerWidth"/><block var="netWidth"/><block var="netHeight"/></list></block></custom-block></script></block></script></block-definition><block-definition s="NN output of %&apos;n&apos; layer with input %&apos;input&apos; on %&apos;sprite&apos;" type="reporter" category="8. NNPad for neural networks"><comment x="0" y="0" w="173.33333333333334" collapsed="false">Reports the output of the nth layer of a neural network with given input.</comment><header></header><code></code><translations></translations><inputs><input type="%s">last<options>1&#xD;last</options></input><input type="%l"></input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>target</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a NNPad?"><block var="target"/></custom-block></block><script><block s="doReport"><l>ERROR: target isn&apos;t configured as NNPad!</l></block></script></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a %txt"><block var="input"/><l>vector</l></custom-block></block><script><block s="doReport"><l>ERROR: wrong data format, numerical input required!</l></block></script></block><block s="doIfElse"><block s="reportNot"><block s="reportEquals"><block s="reportListItem"><l>2</l><custom-block s="NNPadProperty %txt of %txt"><l>netProperties</l><block var="target"/></custom-block></block><block s="reportListAttribute"><l><option>length</option></l><block var="input"/></block></block></block><script><block s="doReport"><l>ERROR: the input should match the net width</l></block></script><script><block s="doReport"><block s="reportApplyExtension"><l>SciS_NNoutput(weights,width,depth,n,input)</l><list><block s="reportAttributeOf"><l>myData</l><block var="target"/></block><block s="reportListItem"><l>2</l><custom-block s="NNPadProperty %txt of %txt"><l>netProperties</l><block var="target"/></custom-block></block><block s="reportListItem"><l>1</l><custom-block s="NNPadProperty %txt of %txt"><l>netProperties</l><block var="target"/></custom-block></block><block var="n"/><block var="input"/></list></block></block></script></block></script></block></script></block-definition><block-definition s="NN add new weights for %&apos;depth&apos; layers of width %&apos;width&apos; on %&apos;sprite&apos;" type="command" category="8. NNPad for neural networks"><comment x="0" y="0" w="146.42857142857167" collapsed="false">Creates a fully connected neural network of perceptrons. Inputs should be connected to layer 1, outputs to last layer.</comment><header></header><code></code><translations></translations><inputs><input type="%n">2</input><input type="%n">3</input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>weights</l><l>row</l><l>matrix</l><l>target</l><l>properties</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a NNPad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as NNPad</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doSetVar"><l></l><l></l></block></script><list></list></block><list><l>myData</l><block s="reportNewList"><list></list></block></list></block><block s="doRepeat"><block var="depth"><comment w="115.85714185714295" collapsed="false">one matrix for each layer</comment></block><script><block s="doSetVar"><l>matrix</l><block s="reportNewList"><list></list></block></block><block s="doFor"><l>i</l><l>1</l><block var="width"/><script><block s="doSetVar"><l>row</l><block s="reportNewList"><list></list></block></block><block s="doFor"><l>j</l><l>1</l><block var="width"/><script><block s="doAddToList"><custom-block s="random"></custom-block><block var="row"/></block></script></block><block s="doAddToList"><l>1</l><block var="row"/></block><block s="doAddToList"><block var="row"/><block var="matrix"/></block></script></block><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doAddToList"><l></l><l/></block></script><list></list></block><list><block var="matrix"/><block s="reportAttributeOf"><l>myData</l><block var="target"/></block></list></block></script></block><block s="doSetVar"><l>properties</l><custom-block s="NNPadProperty %txt of %txt"><l>netProperties</l><block var="target"/></custom-block></block><custom-block s="set NNPadProperty %txt of %txt to %s"><l>netProperties</l><block var="target"/><block s="reportNewList"><list><block var="depth"/><block var="width"/><block s="reportListItem"><l>3</l><block var="properties"/></block><block s="reportListItem"><l>4</l><block var="properties"/></block></list></block></custom-block><custom-block s="set NNPadProperty %txt of %txt to %s"><l>typeOfData</l><block var="target"/><l>weights</l></custom-block></script></block></script></block-definition><block-definition s="NN show status with input %&apos;input&apos; on %&apos;sprite&apos;" type="command" category="8. NNPad for neural networks"><comment x="0" y="0" w="133.33333333333334" collapsed="false">Draws the nodes and current status of connections of an NN as new costume.</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>depth</l><l>layerOutputs</l><l>netWidth</l><l>target</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a NNPad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as NNPad</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doSetVar"><l>netWidth</l><block s="reportListItem"><l>2</l><custom-block s="NNPadProperty %txt of %txt"><l>netProperties</l><block var="target"/></custom-block></block></block><block s="doIfElse"><block s="reportNot"><block s="reportEquals"><block var="netWidth"/><block s="reportListAttribute"><l><option>length</option></l><block var="input"/></block></block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: input doesn&apos;t match netwidth!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><script><block s="doSetVar"><l>depth</l><block s="reportListItem"><l>1</l><custom-block s="NNPadProperty %txt of %txt"><l>netProperties</l><block var="target"/></custom-block></block></block><block s="doSetVar"><l>layerOutputs</l><block s="reportNewList"><list></list></block></block><block s="doAddToList"><block var="input"/><block var="layerOutputs"/></block><block s="doFor"><l>i</l><l>1</l><block var="depth"/><script><block s="doAddToList"><custom-block s="NN output of %s layer with input %l on %txt"><block var="i"/><block var="input"/><block var="target"/></custom-block><block var="layerOutputs"/></block></script></block></script></block><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doSwitchToCostume"><l></l></block></script><list></list></block><list><block s="reportApplyExtension"><l>SciS_NNshowStatus(cAttributes,nAttributes,weights,outputs,costume,sprite)</l><list><custom-block s="NNPadProperty %txt of %txt"><l>costumeProperties</l><block var="target"/></custom-block><custom-block s="NNPadProperty %txt of %txt"><l>netProperties</l><block var="target"/></custom-block><block s="reportAttributeOf"><l>myData</l><block var="target"/></block><block var="layerOutputs"/><block s="reportAskFor"><block var="target"/><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>costume</option></l></block></autolambda><list></list></block><list></list></block><block var="sprite"/></list></block></list></block></script></block></script></block-definition><block-definition s="teach NN with input %&apos;input&apos; and target output %&apos;output&apos; by back- $nl propagation with learning factor %&apos;eta&apos; on %&apos;sprite&apos;" type="command" category="8. NNPad for neural networks"><comment x="0" y="0" w="154.83333333333331" collapsed="false">A block for teaching a neural net.</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%l"></input><input type="%n">0.1</input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>target</l><l>width</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a NNPad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as NNPad</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doSetVar"><l>width</l><block s="reportListItem"><l>2</l><custom-block s="NNPadProperty %txt of %txt"><l>netProperties</l><block var="target"/></custom-block></block></block><block s="doIfElse"><block s="reportNot"><block s="reportAnd"><block s="reportEquals"><block var="width"/><block s="reportListAttribute"><l><option>length</option></l><block var="input"/></block></block><block s="reportEquals"><block var="width"/><block s="reportListAttribute"><l><option>length</option></l><block var="output"/></block></block></block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: data don&apos;t match netwidth!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><script><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doSetVar"><l></l><l></l></block></script><list></list></block><list><l>myData</l><block s="reportApplyExtension"><l>SciS_NNteach(weights,width,depth,input,output,eta)</l><list><block s="reportAttributeOf"><l>myData</l><block var="target"/></block><block var="width"/><block s="reportListItem"><l>1</l><custom-block s="NNPadProperty %txt of %txt"><l>netProperties</l><block var="target"/></custom-block></block><block var="input"/><block var="output"/><block var="eta"/></list></block></list></block></script></block></script></block></script></block-definition><block-definition s="NN Example 1 on %&apos;sprite&apos;" type="command" category="8. NNPad for neural networks"><header></header><code></code><translations></translations><inputs><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><custom-block s="configure %s as a NeuralNetPad width: %n %br height: %n color: %n %n %n"><block var="sprite"/><l>600</l><l>300</l><l>245</l><l>245</l><l>245</l></custom-block><custom-block s="NN add new weights for %n layers of width %n on %txt"><l>2</l><l>20</l><block var="sprite"/></custom-block><block s="doRepeat"><l>100</l><script><custom-block s="teach NN with input %l and target output %l by back- %br propagation with learning factor %n on %txt"><block s="reportNumbers"><l>1</l><l>20</l></block><block s="reportNewList"><list><l>1</l><l>0</l><l>0</l><l>-1</l><l>0</l><l>0</l><l>0</l><l>1</l><l>0</l><l>0</l><l>0</l><l>0</l><l>0</l><l>1</l><l>-1</l><l>-1</l><l>-1</l><l>0</l><l>0</l><l>0</l></list></block><l>0.1</l><block var="sprite"/></custom-block><custom-block s="NN show status with input %l on %txt"><block s="reportNumbers"><l>1</l><l>20</l></block><block var="sprite"/></custom-block></script></block></script></block-definition><block-definition s="new ( temporary? %&apos;temporary&apos; ) sprite" type="reporter" category="control" helper="true"><comment x="0" y="0" w="165.58447588584482" collapsed="false">creates a temporary or static Sprite.</comment><header></header><code></code><translations></translations><inputs><input type="%b">true</input></inputs><script><block s="doDeclareVariables"><list><l>newSprite</l><l>copy</l></list></block><block s="doWarp"><script><block s="doRun"><block s="reportJSFunction"><list></list><l>this.parent.parent.addNewSprite();</l></block><list></list></block><block s="doSetVar"><l>newSprite</l><block s="reportListItem"><l><option>last</option></l><block s="reportGet"><l><option>other sprites</option></l></block></block></block><block s="doIf"><block var="temporary"/><script><block s="doSetVar"><l>copy</l><block s="newClone"><block var="newSprite"/></block></block><block s="doTellTo"><block var="newSprite"/><block s="reifyScript"><script><block s="doApplyExtension"><l>SciS_removeThisSprite()</l><list></list></block></script><list></list></block><list></list></block><block s="doSetVar"><l>newSprite</l><block var="copy"/></block></script></block><block s="doTellTo"><block var="newSprite"/><block s="reifyScript"><script><block s="gotoXY"><block s="reportRandom"><l>-100</l><l>-50</l></block><block s="reportRandom"><l>100</l><l>150</l></block></block></script><list></list></block><list></list></block><block s="doReport"><block var="newSprite"/></block></script></block></script><scripts><script x="532.0000000000001" y="103.58333333333334"><block s="doApplyExtension"><l>SciS_createNewSprite()</l><list></list></block></script></scripts></block-definition><block-definition s="Example 4: regression line" type="command" category="5. PlotPad for data plots"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>regressionData</l><l>data</l></list></block><block s="doSetVar"><l>data</l><custom-block s="%n random points near a straight x-range %n %n %br gradient %n y-axis-intercept %n range %n"><l>150</l><l>-5</l><l>5</l><l>1</l><l>0</l><l>4</l></custom-block></block><block s="doSetVar"><l>regressionData</l><custom-block s="regression line parameters of %s"><block var="data"/></custom-block></block><custom-block s="configure %txt as a PlotPad width: %n %br height: %n color: %n %n %n"><l>thisSprite</l><l>400</l><l>300</l><l>245</l><l>245</l><l>245</l></custom-block><custom-block s="set PlotPad labels on %s to %br title: %txt titleheight: %n %br x-label: %txt xLabelheight: %n %br y-label: %txt yLabelheight: %n"><l>thisSprite</l><l>Random data with regression line</l><l>18</l><l>x-values</l><l>16</l><l>y-values</l><l>16</l></custom-block><custom-block s="set PlotPad marker properties style: %txt width: %n %br color: %n %n %n connected? %b on %txt"><l>square</l><l>5</l><l>0</l><l>255</l><l>0</l><l><bool>false</bool></l><l>thisSprite</l></custom-block><custom-block s="set PlotPad ranges for x: %n %n y: %n %n %br with border? %b of %n pretty formatted? %b %br on %txt"><l>-5</l><l>5</l><l>-5</l><l>5</l><l><bool>false</bool></l><l>0.1</l><l><bool>true</bool></l><l>thisSprite</l></custom-block><custom-block s="add dataplot of numeric data: %s to PlotPad %txt"><block var="data"/><l>thisSprite</l></custom-block><custom-block s="set PlotPad line properties style: %txt %br width: %n color: %n %n %n on %txt"><l>continuous</l><l>2</l><l>255</l><l>0</l><l>0</l><l>thisSprite</l></custom-block><custom-block s="add graph %s to PlotPad %txt"><block var="regressionData"/><l>thisSprite</l></custom-block><custom-block s="add axes and scales to PlotPad %txt"><l>thisSprite</l></custom-block></script></block-definition><block-definition s="remove this sprite" type="command" category="control"><comment x="0" y="0" w="142.46510416666678" collapsed="false">Removes the calling sprite.</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doApplyExtension"><l>SciS_removeThisSprite()</l><list></list></block></script></block-definition><block-definition s="%&apos;choice&apos; %&apos;name&apos; of %&apos;table&apos; $arrowRightOutline number" type="reporter" category="other" helper="true"><comment x="0" y="0" w="272.1666666666668" collapsed="false">Reports the row or column number of the row or column with the name entered, or reports an error message. If the the name is a number You can mark this with a  # (e.g. #123).</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">column<options>column&#xD;row</options></input><input type="%s">name</input><input type="%s">SciSnap!Data</input></inputs><script><block s="doDeclareVariables"><list><l>firstLine</l><l>data</l><l>i</l><l>n</l></list></block><block s="doWarp"><script><block s="doIfElse"><block s="reportEquals"><block var="table"/><l>SciSnap!Data</l></block><script><block s="doSetVar"><l>data</l><block var="SciSnap!Data"/></block></script><script><block s="doSetVar"><l>data</l><block var="table"/></block></script></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a %txt"><block var="data"/><l>table</l></custom-block></block><script><block s="doReport"><l>ERROR: only tables supported!</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="data"/></block><l>0</l></block><script><block s="doReport"><l>ERROR: table is empty!</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="data"/></block></block><l>0</l></block><script><block s="doReport"><l>ERROR: table is empty!</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>column</l></block><script><block s="doSetVar"><l>firstLine</l><block s="reportListItem"><l>1</l><block var="data"/></block></block><block s="doIf"><block s="reportIsA"><block var="name"/><l><option>number</option></l></block><script><block s="doIfElse"><block s="reportAnd"><block s="reportGreaterThan"><block var="name"/><l>0</l></block><block s="reportLessThanOrEquals"><block var="name"/><block s="reportListAttribute"><l><option>length</option></l><block var="firstLine"/></block></block></block><script><block s="doReport"><block var="name"/></block></script><script><block s="doReport"><l>ERROR: index out of range!</l></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="name"/><l>first</l></block><script><block s="doReport"><l>1</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="name"/><l>last</l></block><script><block s="doReport"><block s="reportListAttribute"><l><option>length</option></l><block var="firstLine"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportLetter"><l>1</l><block var="name"/></block><l>#</l></block><script><block s="doSetVar"><l>name</l><custom-block s="substring of %txt from %n to %n"><block var="name"/><l>2</l><block s="reportStringSize"><block var="name"/></block></custom-block></block></script></block><block s="doSetVar"><l>n</l><l>0</l></block><block s="doSetVar"><l>i</l><l>1</l></block><block s="doUntil"><block s="reportOr"><block s="reportGreaterThan"><block var="n"/><l>0</l></block><block s="reportGreaterThan"><block var="i"/><block s="reportListAttribute"><l><option>length</option></l><block var="firstLine"/></block></block></block><script><block s="doIf"><block s="reportEquals"><block s="reportListItem"><block var="i"/><block var="firstLine"/></block><block var="name"/></block><script><block s="doSetVar"><l>n</l><block var="i"/></block></script></block><block s="doChangeVar"><l>i</l><l>1</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="n"/><l>0</l></block><script><block s="doIf"><block s="reportAnd"><block s="reportEquals"><block s="reportStringSize"><block var="name"/></block><l>1</l></block><block s="reportAnd"><block s="reportGreaterThanOrEquals"><block s="reportUnicode"><block var="name"/></block><block s="reportUnicode"><l>A</l></block></block><block s="reportLessThanOrEquals"><block s="reportUnicode"><block var="name"/></block><block s="reportUnicode"><l>Z</l></block></block></block></block><script><block s="doSetVar"><l>n</l><block s="reportDifference"><block s="reportUnicode"><block var="name"/></block><l>64</l></block></block><block s="doIf"><block s="reportGreaterThan"><block var="n"/><block s="reportListAttribute"><l><option>length</option></l><block var="firstLine"/></block></block><script><block s="doSetVar"><l>n</l><l>0</l></block></script></block></script></block></script></block><block s="doReport"><block s="reportIfElse"><block s="reportGreaterThan"><block var="n"/><l>0</l></block><block var="n"/><l>ERROR: name not found!</l></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>row</l></block><script><block s="doIf"><block s="reportIsA"><block var="name"/><l><option>number</option></l></block><script><block s="doIfElse"><block s="reportAnd"><block s="reportGreaterThan"><block var="name"/><l>0</l></block><block s="reportLessThanOrEquals"><block var="name"/><block s="reportListAttribute"><l><option>length</option></l><block var="data"/></block></block></block><script><block s="doReport"><block var="name"/></block></script><script><block s="doReport"><l>ERROR: index out of range!</l></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="name"/><l>first</l></block><script><block s="doReport"><l>1</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="name"/><l>last</l></block><script><block s="doReport"><block s="reportListAttribute"><l><option>length</option></l><block var="data"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportLetter"><l>1</l><block var="name"/></block><l>#</l></block><script><block s="doSetVar"><l>name</l><custom-block s="substring of %txt from %n to %n"><block var="name"/><l>2</l><block s="reportStringSize"><block var="name"/></block></custom-block></block></script></block><block s="doSetVar"><l>n</l><l>0</l></block><block s="doSetVar"><l>i</l><l>1</l></block><block s="doUntil"><block s="reportOr"><block s="reportGreaterThan"><block var="n"/><l>0</l></block><block s="reportGreaterThan"><block var="i"/><block s="reportListAttribute"><l><option>length</option></l><block var="data"/></block></block></block><script><block s="doIf"><block s="reportEquals"><block s="reportListItem"><l>1</l><block s="reportListItem"><block var="i"/><block var="data"/></block></block><block var="name"/></block><script><block s="doSetVar"><l>n</l><block var="i"/></block></script></block><block s="doChangeVar"><l>i</l><l>1</l></block></script></block><block s="doReport"><block s="reportIfElse"><block s="reportGreaterThan"><block var="n"/><l>0</l></block><block var="n"/><l>ERROR: name not found!</l></block></block></script></block><block s="doReport"><l>ERROR: something wrong!</l></block></script></block></script></block-definition><block-definition s="input dialog on %&apos;sprite&apos; with title %&apos;title&apos; $nl and items %&apos;items&apos;" type="reporter" category="sensing"><comment x="0" y="0" w="140.83333333333334" collapsed="false">Input dialog for a list of items. Click item by mouse and then ok. Returns the selected item.</comment><header></header><code></code><translations></translations><inputs><input type="%s">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input><input type="%txt">title</input><input type="%l"></input></inputs><script><block s="doWarp"><script><block s="doDeclareVariables"><list><l>target</l><l>result</l><l>height</l><l>width</l><l>clickpoint</l><l>ok</l><l>x</l><l>y</l><l>costume</l></list></block><block s="doSetVar"><l>result</l><l>0</l></block><block s="doSetVar"><l>height</l><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportListAttribute"><l><option>length</option></l><block var="items"/></block><l>25</l></list></block><l>70</l></list></block></block><block s="doSetVar"><l>width</l><l>0</l></block><block s="doFor"><l>i</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="items"/></block><script><block s="doIf"><block s="reportGreaterThan"><block s="reportStringSize"><block s="reportListItem"><block var="i"/><block var="items"/></block></block><block var="width"/></block><script><block s="doSetVar"><l>width</l><block s="reportStringSize"><block s="reportListItem"><block var="i"/><block var="items"/></block></block></block></script></block></script></block><block s="doSetVar"><l>width</l><block s="reportVariadicProduct"><list><l>9</l><block var="width"/></list></block></block><block s="doSetVar"><l>costume</l><block s="reportGet"><l><option>costume</option></l></block></block><custom-block s="configure %s as an ImagePad width: %n %br height: %n color: %n %n %n"><block var="sprite"/><l>400</l><block var="height"/><l>245</l><l>245</l><l>245</l></custom-block><custom-block s="set ImagePad line properties style: %txt %br width: %n color: %n %n %n %br fill color: %n %n %n on %txt"><l>continuous</l><l>1</l><l>0</l><l>0</l><l>0</l><l>245</l><l>245</l><l>245</l><block var="sprite"/></custom-block><custom-block s="draw text %txt at %n %n height: %n %br horizontal? %b on %txt"><block s="reportJoinWords"><list><block var="title"/><l> (click on it)</l></list></block><l>10</l><l>20</l><l>18</l><l><bool>true</bool></l><block var="sprite"/></custom-block><block s="doFor"><l>i</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="items"/></block><script><custom-block s="draw text %txt at %n %n height: %n %br horizontal? %b on %txt"><block s="reportJoinWords"><list><block var="i"/><l>: </l><block s="reportListItem"><block var="i"/><block var="items"/></block></list></block><l>15</l><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block var="i"/><l>25</l></list></block><l>30</l></list></block><l>16</l><l><bool>true</bool></l><block var="sprite"/></custom-block></script></block><custom-block s="draw rectangle from %n %n to %n %n on %txt"><l>25</l><block s="reportDifference"><block var="height"/><l>30</l></block><l>50</l><block s="reportDifference"><block var="height"/><l>5</l></block><block var="sprite"/></custom-block><custom-block s="draw text %txt at %n %n height: %n %br horizontal? %b on %txt"><block var="result"/><l>28</l><block s="reportDifference"><block var="height"/><l>12</l></block><l>18</l><l><bool>true</bool></l><block var="sprite"/></custom-block><custom-block s="draw rectangle from %n %n to %n %n on %txt"><l>70</l><block s="reportDifference"><block var="height"/><l>30</l></block><l>100</l><block s="reportDifference"><block var="height"/><l>5</l></block><block var="sprite"/></custom-block><custom-block s="draw text %txt at %n %n height: %n %br horizontal? %b on %txt"><l>ok</l><l>75</l><block s="reportDifference"><block var="height"/><l>12</l></block><l>18</l><l><bool>true</bool></l><block var="sprite"/></custom-block><block s="doSetVar"><l>ok</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block><block s="doUntil"><block var="ok"/><script><block s="doIf"><block s="reportMouseDown"></block><script><block s="doSetVar"><l>clickpoint</l><custom-block s="%s on %txt by mouse"><l>costume-coordinates</l><block var="sprite"/></custom-block></block><block s="doWarp"><script><block s="doSetVar"><l>x</l><block s="reportListItem"><l>1</l><block var="clickpoint"/></block></block><block s="doSetVar"><l>y</l><block s="reportListItem"><l>2</l><block var="clickpoint"/></block></block><block s="doIf"><block s="reportAnd"><block s="reportAnd"><block s="reportGreaterThanOrEquals"><block var="x"/><l>15</l></block><block s="reportLessThanOrEquals"><block var="x"/><block s="reportVariadicSum"><list><block var="width"/><l>35</l></list></block></block></block><block s="reportAnd"><block s="reportGreaterThanOrEquals"><block var="y"/><l>38</l></block><block s="reportLessThanOrEquals"><block var="y"/><block s="reportDifference"><block var="height"/><l>35</l></block></block></block></block><script><block s="doSetVar"><l>result</l><block s="reportVariadicSum"><list><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block s="reportDifference"><block var="y"/><l>38</l></block><l>25</l></block></block><l>1</l></list></block></block><custom-block s="fill rectangle from %n %n to %n %n on %txt"><l>27</l><block s="reportDifference"><block var="height"/><l>28</l></block><l>48</l><block s="reportDifference"><block var="height"/><l>7</l></block><block var="sprite"/></custom-block><custom-block s="draw text %txt at %n %n height: %n %br horizontal? %b on %txt"><block var="result"/><l>28</l><block s="reportDifference"><block var="height"/><l>12</l></block><l>18</l><l><bool>true</bool></l><block var="sprite"/></custom-block></script></block><block s="doIf"><block s="reportAnd"><block s="reportAnd"><block s="reportGreaterThanOrEquals"><block var="x"/><l>70</l></block><block s="reportLessThanOrEquals"><block var="x"/><l>100</l></block></block><block s="reportAnd"><block s="reportGreaterThanOrEquals"><block var="y"/><block s="reportDifference"><block var="height"/><l>30</l></block></block><block s="reportLessThanOrEquals"><block var="x"/><block s="reportDifference"><block var="height"/><l>5</l></block></block></block></block><script><block s="doSwitchToCostume"><block var="costume"/></block><block s="doIfElse"><block s="reportGreaterThan"><block var="result"/><l>0</l></block><script><block s="doReport"><block s="reportListItem"><block var="result"/><block var="items"/></block></block></script><script><block s="doReport"><l>ERROR: index out of bounds!</l></block></script></block></script></block></script></block></script></block></script></block></script></block-definition><block-definition s="empty table" type="reporter" category="3. Data tools"><comment x="0" y="0" w="114.1666666666667" collapsed="false">Returns an empty table.</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block-definition><block-definition s="%&apos;n&apos; x %&apos;m&apos; table initialized with %&apos;value&apos;" type="reporter" category="3. Data tools"><comment x="0" y="0" w="191.6666666666667" collapsed="false">Reports a new table initialized with value.</comment><header></header><code></code><translations></translations><inputs><input type="%n">2</input><input type="%n">3</input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>result</l><l>row</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>row</l><block s="reportNewList"><list></list></block></block><block s="doRepeat"><block var="n"/><script><block s="doAddToList"><block var="value"/><block var="row"/></block></script></block><block s="doSetVar"><l>result</l><block s="reportNewList"><list></list></block></block><block s="doRepeat"><block var="m"/><script><block s="doAddToList"><custom-block s="copy of %l"><block var="row"/></custom-block><block var="result"/></block></script></block><block s="doReport"><block var="result"/></block></script></block></script></block-definition><block-definition s="new %&apos;n&apos; by %&apos;m&apos; table with labels: %&apos;labels&apos;" type="reporter" category="3. Data tools"><comment x="0" y="0" w="172.5" collapsed="false">Reports a table with labeled columns.</comment><header></header><code></code><translations></translations><inputs><input type="%n">2</input><input type="%n">0</input><input type="%mult%s"></input></inputs><script><block s="doDeclareVariables"><list><l>result</l><l>row</l><l>i</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>result</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>row</l><block s="reportNewList"><list></list></block></block><block s="doIf"><block s="reportIsA"><block var="labels"/><l><option>list</option></l></block><script><block s="doSetVar"><l>i</l><l>1</l></block><block s="doUntil"><block s="reportGreaterThan"><block var="i"/><block var="n"/></block><script><block s="doIfElse"><block s="reportLessThanOrEquals"><block var="i"/><block s="reportListAttribute"><l><option>length</option></l><block var="labels"/></block></block><script><block s="doAddToList"><block s="reportListItem"><block var="i"/><block var="labels"/></block><block var="row"/></block></script><script><block s="doAddToList"><l>...</l><block var="row"/></block></script></block><block s="doChangeVar"><l>i</l><l>1</l></block></script></block><block s="doAddToList"><block var="row"/><block var="result"/></block><block s="doSetVar"><l>row</l><block s="reportNewList"><list></list></block></block><block s="doRepeat"><block var="n"/><script><block s="doAddToList"><l></l><block var="row"/></block></script></block><block s="doRepeat"><block var="m"/><script><block s="doAddToList"><custom-block s="copy of %l"><block var="row"/></custom-block><block var="result"/></block></script></block><block s="doReport"><block var="result"/></block></script></block><block s="doReport"><l>ERROR: labels required!</l></block></script></block></script></block-definition><block-definition s="copy of %&apos;list&apos;" type="reporter" category="3. Data tools"><comment x="0" y="0" w="198.83333333333326" collapsed="false">Reports the copy of a list or an empty list.</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>SciS_copyOf(theList)</l><list><block var="list"/></list></block></block></script></block-definition><block-definition s="import %&apos;choice&apos; from $nl %&apos;source&apos; to SciSnap!Data" type="command" category="3. Data tools"><comment x="0" y="0" w="373.6977306547621" collapsed="false">Imports table-CSV-data, costume-data, SQL-data or FITS-data to SciSnap!Data.</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">costume-(RGB)-data<options>table-(CSV)-data&#xD;costume-(RGB)-data&#xD;SQL-(query)-data&#xD;FITS-data</options></input><input type="%s">current-costume<options>current-costume&#xD;filepicker&#xD;other-source</options></input></inputs><script><block s="doDeclareVariables"><list><l>header</l><l>imagedata</l><l>h</l><l>min</l><l>max</l><l>w</l><l>h</l><l>copy</l><l>ready</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>choice</l><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="choice"/><l> </l></block></block></block><block s="doIf"><block s="reportEquals"><block var="source"/><l>filepicker</l></block><script><block s="doSetVar"><l>ready</l><block s="reportApplyExtension"><l>SciS_readFileWithFilepicker()</l><list></list></block></block><block s="doWaitUntil"><block s="reportListItem"><l>1</l><block s="evaluate"><block var="ready"/><list></list></block></block></block><block s="doSetVar"><l>source</l><block s="reportListItem"><l>2</l><block s="evaluate"><block var="ready"/><list></list></block></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>FITS-data</l></block><script><block s="doIfElse"><block s="reportNot"><block s="reportIsA"><block var="source"/><l><option>text</option></l></block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: FITS data have to be text!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><script><block s="doSetVar"><l>imagedata</l><block s="reportApplyExtension"><l>SciS_extractFITSdata(FITSdata)</l><list><block var="source"/></list></block></block><custom-block s="set SciSnap! global variables and properties"></custom-block><block s="doSetVar"><l>SciSnap!Data</l><block s="reportListItem"><l>6</l><block var="imagedata"/></block></block><custom-block s="set SciSnap! global property %s to %s"><l>typeOfData</l><l>FITS</l></custom-block><custom-block s="set SciSnap! global property %s to %s"><l>width</l><block s="reportListItem"><l>1</l><block var="imagedata"/></block></custom-block><custom-block s="set SciSnap! global property %s to %s"><l>height</l><block s="reportListItem"><l>2</l><block var="imagedata"/></block></custom-block><custom-block s="set SciSnap! global property %s to %s"><l>minValue</l><block s="reportListItem"><l>3</l><block var="imagedata"/></block></custom-block><custom-block s="set SciSnap! global property %s to %s"><l>maxValue</l><block s="reportListItem"><l>4</l><block var="imagedata"/></block></custom-block><custom-block s="set SciSnap! global property %s to %s"><l>columns</l><l>1</l></custom-block><custom-block s="set SciSnap! global property %s to %s"><l>rows</l><block s="reportListAttribute"><l><option>length</option></l><block var="SciSnap!Data"/></block></custom-block><block s="doSetVar"><l>header</l><block s="reportListItem"><l>5</l><block var="imagedata"/></block></block><block s="doUntil"><block s="reportOr"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="header"/></block><l>0</l></block><block s="reportEquals"><block s="reportListItem"><l>1</l><block s="reportListItem"><l>1</l><block var="header"/></block></block><l></l></block></block><script><custom-block s="set SciSnap! global property %s to %s"><block s="reportListItem"><l>1</l><block s="reportListItem"><l>1</l><block var="header"/></block></block><block s="reportListItem"><l>2</l><block s="reportListItem"><l>1</l><block var="header"/></block></block></custom-block><block s="doDeleteFromList"><l>1</l><block var="header"/></block></script></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>table-(CSV)-data</l></block><script><block s="doIfElse"><block s="reportNot"><block s="reportIsA"><block var="source"/><l><option>list</option></l></block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: only import from tables!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><script><block s="doSetVar"><l>w</l><custom-block s="SciSnap! global property %s"><l>width</l></custom-block></block><block s="doSetVar"><l>h</l><custom-block s="SciSnap! global property %s"><l>height</l></custom-block></block><custom-block s="set SciSnap! global variables and properties"></custom-block><custom-block s="set SciSnap! global property %s to %s"><l>width</l><block var="w"/></custom-block><custom-block s="set SciSnap! global property %s to %s"><l>height</l><block var="h"/></custom-block><block s="doSetVar"><l>copy</l><custom-block s="copy of %l"><block var="source"/></custom-block></block><block s="doSetVar"><l>SciSnap!Data</l><block s="reportApplyExtension"><l>SciS_importCSVdata(data)</l><list><block var="copy"/></list></block></block><custom-block s="set SciSnap! global property %s to %s"><l>typeOfData</l><l>table</l></custom-block><block s="doIfElse"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="SciSnap!Data"/></block><l>0</l></block><script><custom-block s="set SciSnap! global property %s to %s"><l>columns</l><l>0</l></custom-block><custom-block s="set SciSnap! global property %s to %s"><l>rows</l><l>0</l></custom-block></script><script><custom-block s="set SciSnap! global property %s to %s"><l>rows</l><block s="reportListAttribute"><l><option>length</option></l><block var="SciSnap!Data"/></block></custom-block><block s="doIfElse"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="SciSnap!Data"/></block><l><option>list</option></l></block><script><custom-block s="set SciSnap! global property %s to %s"><l>columns</l><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="SciSnap!Data"/></block></block></custom-block></script><script><custom-block s="set SciSnap! global property %s to %s"><l>columns</l><l>1</l></custom-block></script></block></script></block><block s="doIfElse"><block s="reportAnd"><block s="reportLessThan"><custom-block s="SciSnap! global property %s"><l>columns</l></custom-block><l>10</l></block><block s="reportLessThan"><custom-block s="SciSnap! global property %s"><l>rows</l></custom-block><l>1000</l></block></block><script><block s="doSetVar"><l>min</l><custom-block s="%s of vector %l"><l>min</l><custom-block s="%s %s of %s with first item? %b"><l>column</l><l>1</l><l>SciSnap!Data</l><l><bool>true</bool></l></custom-block></custom-block></block><block s="doSetVar"><l>max</l><custom-block s="%s of vector %l"><l>max</l><custom-block s="%s %s of %s with first item? %b"><l>column</l><l>1</l><l>SciSnap!Data</l><l><bool>true</bool></l></custom-block></custom-block></block><block s="doIf"><block s="reportGreaterThan"><custom-block s="SciSnap! global property %s"><l>columns</l></custom-block><l>1</l></block><script><block s="doFor"><l>i</l><l>2</l><custom-block s="SciSnap! global property %s"><l>columns</l></custom-block><script><block s="doSetVar"><l>h</l><custom-block s="%s of vector %l"><l>min</l><custom-block s="%s %s of %s with first item? %b"><l>column</l><block var="i"/><l>SciSnap!Data</l><l><bool>true</bool></l></custom-block></custom-block></block><block s="doIf"><block s="reportLessThan"><block var="h"/><block var="min"/></block><script><block s="doSetVar"><l>min</l><block var="h"/></block></script></block><block s="doSetVar"><l>h</l><custom-block s="%s of vector %l"><l>max</l><custom-block s="%s %s of %s with first item? %b"><l>column</l><block var="i"/><l>SciSnap!Data</l><l><bool>true</bool></l></custom-block></custom-block></block><block s="doIf"><block s="reportGreaterThan"><block var="h"/><block var="max"/></block><script><block s="doSetVar"><l>max</l><block var="h"/></block></script></block></script></block></script></block><custom-block s="set SciSnap! global property %s to %s"><l>minValue</l><block var="min"/></custom-block><custom-block s="set SciSnap! global property %s to %s"><l>maxValue</l><block var="max"/></custom-block></script><script><custom-block s="set SciSnap! global property %s to %s"><l>minValue</l><l>not set</l></custom-block><custom-block s="set SciSnap! global property %s to %s"><l>maxValue</l><l>not set</l></custom-block></script></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>costume-(RGB)-data</l></block><script><block s="doIfElse"><block s="reportEquals"><block var="source"/><l>current-costume</l></block><script><block s="doSetVar"><l>source</l><block s="reportGet"><l><option>costume</option></l></block></block></script><script><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="source"/><l><option>costume</option></l></block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: only import from costumes!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block></script></block><block s="doIf"><block s="reportIsA"><block var="source"/><l><option>costume</option></l></block><script><custom-block s="set SciSnap! global variables and properties"></custom-block><block s="doSetVar"><l>SciSnap!Data</l><block s="reportGetImageAttribute"><l><option>pixels</option></l><block var="source"/></block></block><custom-block s="set SciSnap! global property %s to %s"><l>typeOfData</l><l>RGB</l></custom-block><custom-block s="set SciSnap! global property %s to %s"><l>width</l><block s="reportGetImageAttribute"><l><option>width</option></l><block var="source"/></block></custom-block><custom-block s="set SciSnap! global property %s to %s"><l>height</l><block s="reportGetImageAttribute"><l><option>height</option></l><block var="source"/></block></custom-block><custom-block s="set SciSnap! global property %s to %s"><l>rows</l><block s="reportListAttribute"><l><option>length</option></l><block var="SciSnap!Data"/></block></custom-block><custom-block s="set SciSnap! global property %s to %s"><l>columns</l><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="SciSnap!Data"/></block></block></custom-block><block s="doSetVar"><l>min</l><l></l></block><block s="doSetVar"><l>max</l><l></l></block><block s="doFor"><l>i</l><l>2</l><custom-block s="SciSnap! global property %s"><l>columns</l></custom-block><script><block s="doSetVar"><l>h</l><l></l></block><block s="doIf"><block s="reportLessThan"><block var="h"/><block var="min"/></block><script><block s="doSetVar"><l>min</l><block var="h"/></block></script></block><block s="doSetVar"><l>h</l><l></l></block><block s="doIf"><block s="reportGreaterThan"><block var="h"/><block var="max"/></block><script><block s="doSetVar"><l>max</l><block var="h"/></block></script></block></script></block><custom-block s="set SciSnap! global property %s to %s"><l>minValue</l><block var="min"/></custom-block><custom-block s="set SciSnap! global property %s to %s"><l>maxValue</l><block var="max"/></custom-block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>SQL-(query)-data</l></block><script><block s="doSetVar"><l>SciSnap!Data</l><block s="reportNewList"><list></list></block></block><block s="doIfElse"><block s="reportIsA"><block var="source"/><l><option>list</option></l></block><script><block s="doFor"><l>i</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="source"/></block><script><block s="doAddToList"><block s="reportTextSplit"><block s="reportListItem"><block var="i"/><block var="source"/></block><l>,</l></block><block var="SciSnap!Data"/></block></script></block><custom-block s="set SciSnap! global property %s to %s"><l>typeOfData</l><l>table</l></custom-block><block s="doIfElse"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="SciSnap!Data"/></block><l>0</l></block><script><custom-block s="set SciSnap! global property %s to %s"><l>columns</l><l>0</l></custom-block><custom-block s="set SciSnap! global property %s to %s"><l>rows</l><l>0</l></custom-block></script><script><custom-block s="set SciSnap! global property %s to %s"><l>rows</l><block s="reportListAttribute"><l><option>length</option></l><block var="SciSnap!Data"/></block></custom-block><block s="doIfElse"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="SciSnap!Data"/></block><l><option>list</option></l></block><script><custom-block s="set SciSnap! global property %s to %s"><l>columns</l><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="SciSnap!Data"/></block></block></custom-block></script><script><custom-block s="set SciSnap! global property %s to %s"><l>columns</l><l>1</l></custom-block></script></block></script></block><block s="doIfElse"><block s="reportAnd"><block s="reportLessThan"><custom-block s="SciSnap! global property %s"><l>columns</l></custom-block><l>10</l></block><block s="reportLessThan"><custom-block s="SciSnap! global property %s"><l>rows</l></custom-block><l>1000</l></block></block><script><block s="doSetVar"><l>min</l><custom-block s="%s of vector %l"><l>min</l><custom-block s="%s %s of %s with first item? %b"><l>column</l><l>1</l><block var="SciSnap!Data"/><l><bool>true</bool></l></custom-block></custom-block></block><block s="doSetVar"><l>max</l><custom-block s="%s of vector %l"><l>max</l><custom-block s="%s %s of %s with first item? %b"><l>column</l><l>1</l><block var="SciSnap!Data"/><l><bool>true</bool></l></custom-block></custom-block></block><block s="doIf"><block s="reportGreaterThan"><custom-block s="SciSnap! global property %s"><l>columns</l></custom-block><l>1</l></block><script><block s="doFor"><l>i</l><l>2</l><custom-block s="SciSnap! global property %s"><l>columns</l></custom-block><script><block s="doSetVar"><l>h</l><custom-block s="%s of vector %l"><l>min</l><custom-block s="%s %s of %s with first item? %b"><l>column</l><block var="i"/><block var="SciSnap!Data"/><l><bool>true</bool></l></custom-block></custom-block></block><block s="doIf"><block s="reportLessThan"><block var="h"/><block var="min"/></block><script><block s="doSetVar"><l>min</l><block var="h"/></block></script></block><block s="doSetVar"><l>h</l><custom-block s="%s of vector %l"><l>max</l><custom-block s="%s %s of %s with first item? %b"><l>column</l><block var="i"/><block var="SciSnap!Data"/><l><bool>true</bool></l></custom-block></custom-block></block><block s="doIf"><block s="reportGreaterThan"><block var="h"/><block var="max"/></block><script><block s="doSetVar"><l>max</l><block var="h"/></block></script></block></script></block></script></block><custom-block s="set SciSnap! global property %s to %s"><l>minValue</l><block var="min"/></custom-block><custom-block s="set SciSnap! global property %s to %s"><l>maxValue</l><block var="max"/></custom-block></script><script><custom-block s="set SciSnap! global property %s to %s"><l>minValue</l><l>not set</l></custom-block><custom-block s="set SciSnap! global property %s to %s"><l>maxValue</l><l>not set</l></custom-block></script></block></script><script><custom-block s="report SciSnap! error %txt"><l>ERROR: only import from tables!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block></script></block></script></block></script></block-definition><block-definition s="read file with filepicker" type="reporter" category="3. Data tools" helper="true"><comment x="0" y="0" w="153.5" collapsed="false">Reads a file using the filepicker.</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>ready</l></list></block><block s="doSetVar"><l>ready</l><block s="reportApplyExtension"><l>SciS_readFileWithFilepicker()</l><list></list></block></block><block s="doWaitUntil"><block s="reportListItem"><l>1</l><block s="evaluate"><block var="ready"/><list></list></block></block></block><block s="doReport"><block s="reportListItem"><l>2</l><block s="evaluate"><block var="ready"/><list></list></block></block></block></script></block-definition><block-definition s="write %&apos;data&apos; to CSV-file %&apos;filename&apos;" type="command" category="3. Data tools"><comment x="0" y="0" w="170.1791359325606" collapsed="false">Stores a list in a CSV file.&#xD;JS-code copied from Snap!-code.</comment><header></header><code></code><translations></translations><inputs><input type="%s">SciSnap!Data</input><input type="%txt">filename</input></inputs><script><block s="doDeclareVariables"><list><l>source</l></list></block><block s="doIfElse"><block s="reportEquals"><block var="data"/><l>SciSnap!Data</l></block><script><block s="doSetVar"><l>source</l><block var="SciSnap!Data"/></block></script><script><block s="doSetVar"><l>source</l><block var="data"/></block></script></block><block s="doIfElse"><block s="reportNot"><block s="reportIsA"><block var="source"/><l><option>list</option></l></block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: only lists supported!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><script><block s="doApplyExtension"><l>SciS_writetoCSVfile(data,filename)</l><list><block var="source"/><block var="filename"/></list></block></script></block></script></block-definition><block-definition s="%&apos;n&apos; random points with ranges x: %&apos;xmin&apos; %&apos;xmax&apos; $nl y: %&apos;ymin&apos; %&apos;ymax&apos; inside of a %&apos;shape&apos;" type="reporter" category="3. Data tools"><comment x="0" y="0" w="357.75641025641033" collapsed="false">Reports randomly distributed points in the form of a rectangle, circle, or ring.</comment><header></header><code></code><translations></translations><inputs><input type="%n">100</input><input type="%n">-100</input><input type="%n">100</input><input type="%n">-100</input><input type="%n">100</input><input type="%s" readonly="true">square<options>square&#xD;circle&#xD;ring</options></input></inputs><script><block s="doDeclareVariables"><list><l>result</l><l>r</l><l>alpha</l><l>d</l><l>x0</l><l>y0</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>result</l><block s="reportNewList"><list></list></block></block><block s="doIf"><block s="reportEquals"><block var="shape"/><l>square</l></block><script><block s="doRepeat"><block var="n"/><script><block s="doAddToList"><block s="reportNewList"><list><block s="reportRandom"><block var="xmin"/><block var="xmax"/></block><block s="reportRandom"><block var="ymin"/><block var="ymax"/></block></list></block><block var="result"/></block></script></block><block s="doReport"><block var="result"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="shape"/><l>circle</l></block><script><block s="doSetVar"><l>r</l><block s="reportQuotient"><custom-block s="%s of vector %l"><l>min</l><block s="reportNewList"><list><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block var="xmax"/><block var="xmin"/></block></block><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block var="ymax"/><block var="ymin"/></block></block></list></block></custom-block><l>2</l></block></block><block s="doSetVar"><l>x0</l><block s="reportQuotient"><block s="reportVariadicSum"><list><block var="xmin"/><block var="xmax"/></list></block><l>2</l></block></block><block s="doSetVar"><l>y0</l><block s="reportQuotient"><block s="reportVariadicSum"><list><block var="ymin"/><block var="ymax"/></list></block><l>2</l></block></block><block s="doRepeat"><block var="n"/><script><block s="doSetVar"><l>alpha</l><block s="reportVariadicProduct"><list><l>360</l><custom-block s="random"></custom-block></list></block></block><block s="doSetVar"><l>d</l><block s="reportVariadicProduct"><list><block var="r"/><custom-block s="random"></custom-block></list></block></block><block s="doAddToList"><block s="reportNewList"><list><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block var="d"/><block s="reportMonadic"><l><option>sin</option></l><block var="alpha"/></block></list></block><block var="x0"/></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block var="d"/><block s="reportMonadic"><l><option>cos</option></l><block var="alpha"/></block></list></block><block var="y0"/></list></block></list></block><block var="result"/></block></script></block><block s="doReport"><block var="result"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="shape"/><l>ring</l></block><script><block s="doSetVar"><l>r</l><block s="reportQuotient"><custom-block s="%s of vector %l"><l>min</l><block s="reportNewList"><list><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block var="xmax"/><block var="xmin"/></block></block><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block var="ymax"/><block var="ymin"/></block></block></list></block></custom-block><l>2</l></block></block><block s="doSetVar"><l>x0</l><block s="reportQuotient"><block s="reportVariadicSum"><list><block var="xmin"/><block var="xmax"/></list></block><l>2</l></block></block><block s="doSetVar"><l>y0</l><block s="reportQuotient"><block s="reportVariadicSum"><list><block var="ymin"/><block var="ymax"/></list></block><l>2</l></block></block><block s="doRepeat"><block var="n"/><script><block s="doSetVar"><l>alpha</l><block s="reportVariadicProduct"><list><l>360</l><custom-block s="random"></custom-block></list></block></block><block s="doSetVar"><l>d</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="r"/><block s="reportVariadicSum"><list><custom-block s="random"></custom-block><l>2</l></list></block></list></block><l>3</l></block></block><block s="doAddToList"><block s="reportNewList"><list><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block var="d"/><block s="reportMonadic"><l><option>sin</option></l><block var="alpha"/></block></list></block><block var="x0"/></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block var="d"/><block s="reportMonadic"><l><option>cos</option></l><block var="alpha"/></block></list></block><block var="y0"/></list></block></list></block><block var="result"/></block></script></block><block s="doReport"><block var="result"/></block></script></block></script></block></script></block-definition><block-definition s="%&apos;n&apos; random points near a straight x-range %&apos;xmin&apos; %&apos;xmax&apos; $nl gradient %&apos;m&apos; y-axis-intercept %&apos;b&apos; range %&apos;delta&apos;" type="reporter" category="3. Data tools"><comment x="0" y="0" w="336.55251141552526" collapsed="false">Creates new random data in the specified ranges swaying by a straight.</comment><header></header><code></code><translations></translations><inputs><input type="%n">10</input><input type="%n">-5</input><input type="%n">5</input><input type="%n">1</input><input type="%n">0</input><input type="%n">2</input></inputs><script><block s="doDeclareVariables"><list><l>data</l><l>x</l><l>y</l><l>diff</l><l>i</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>data</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>diff</l><block s="reportDifference"><block var="xmax"/><block var="xmin"/></block></block><block s="doSetVar"><l>i</l><l>1</l></block><block s="doUntil"><block s="reportGreaterThan"><block var="i"/><block var="n"/></block><script><block s="doSetVar"><l>x</l><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><custom-block s="random"></custom-block><block var="diff"/></list></block><block var="xmin"/></list></block></block><block s="doSetVar"><l>y</l><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block var="m"/><block var="x"/></list></block><block s="reportVariadicProduct"><list><block var="delta"/><block s="reportDifference"><custom-block s="random"></custom-block><l>0.5</l></block></list></block></list></block><block var="b"/></list></block></block><block s="doAddToList"><block s="reportNewList"><list><block var="x"/><block var="y"/></list></block><block var="data"/></block><block s="doChangeVar"><l>i</l><l>1</l></block></script></block><block s="doReport"><block var="data"/></block></script></block></script></block-definition><block-definition s="%&apos;n&apos; random points near %&apos;f&apos; $nl between %&apos;xmin&apos; and %&apos;xmax&apos; range %&apos;range&apos;" type="reporter" category="3. Data tools"><comment x="0" y="0" w="217.11538461538473" collapsed="false">Generates a list of points &quot;near&quot; a given graph.</comment><header></header><code></code><translations></translations><inputs><input type="%n">20</input><input type="%repRing"></input><input type="%n">-5</input><input type="%n">5</input><input type="%n">2</input></inputs><script><block s="doDeclareVariables"><list><l>x</l><l>y</l><l>data</l><l>random</l></list></block><block s="doWarp"><script><block s="doIfElse"><block s="reportIsA"><block var="f"/><l><option>reporter</option></l></block><script><block s="doSetVar"><l>data</l><block s="reportNewList"><list></list></block></block><block s="doRepeat"><block var="n"/><script><block s="doSetVar"><l>random</l><custom-block s="random"></custom-block></block><block s="doSetVar"><l>x</l><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="xmax"/><block var="xmin"/></block><block var="random"/></list></block><block var="xmin"/></list></block></block><block s="doSetVar"><l>y</l><block s="evaluate"><block var="f"/><list><block var="x"/></list></block></block><block s="doSetVar"><l>random</l><custom-block s="random"></custom-block></block><block s="doAddToList"><block s="reportNewList"><list><block var="x"/><block s="reportVariadicSum"><list><block var="y"/><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="random"/><l>0.5</l></block><block var="range"/></list></block></list></block></list></block><block var="data"/></block></script></block><block s="doReport"><block var="data"/></block></script><script><block s="doReport"><l>ERROR: reporter with ring required!</l></block></script></block></script></block></script></block-definition><block-definition s="transpose table or list %&apos;data&apos;" type="reporter" category="3. Data tools"><comment x="0" y="0" w="198.0136986301369" collapsed="false">Creates the transpose of a table or a list.</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>result</l></list></block><block s="doWarp"><script><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="data"/><l><option>list</option></l></block></block><script><block s="doReport"><l>ERROR: data are not transposable!</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="data"/></block><l>0</l></block><script><block s="doReport"><block var="data"/></block></script></block><block s="doIfElse"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="data"/></block><l><option>list</option></l></block><script><block s="doIf"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="data"/></block></block><l>1</l></block><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="value"/></block></block></script><list><l>value</l></list></block><block var="data"/></block></block></script></block></script><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><script><block s="doReport"><block s="reportNewList"><list><block var="value"/></list></block></block></script><list><l>value</l></list></block><block var="data"/></block></block></script></block><block s="doIf"><custom-block s="is %s a %txt"><block var="data"/><l>table</l></custom-block><script><block s="doReport"><block s="reportListAttribute"><l><option>columns</option></l><block var="data"/></block></block></script></block><block s="doReport"><l>ERROR: data are not transposable!</l></block></script></block></script></block-definition><block-definition s="add %&apos;choice&apos; %&apos;newContent&apos; to %&apos;table&apos;" type="command" category="3. Data tools"><comment x="0" y="0" w="256.1904761904763" collapsed="false">Adds a row, a column, or  column headers to a table.</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">row<options>row&#xD;column&#xD;column-headers</options></input><input type="%l"></input><input type="%s">SciSnap!Data</input></inputs><script><block s="doDeclareVariables"><list><l>tablewidth</l><l>item</l><l>target</l><l>i</l></list></block><block s="doWarp"><script><block s="doIfElse"><block s="reportEquals"><block var="table"/><l>SciSnap!Data</l></block><script><block s="doSetVar"><l>target</l><block var="SciSnap!Data"/></block></script><script><block s="doSetVar"><l>target</l><block var="table"/></block></script></block><block s="doSetVar"><l>choice</l><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="choice"/><l> </l></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a %txt"><block var="target"/><l>table</l></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: only tables supported!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>row</l></block><script><block s="doIfElse"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="target"/></block><l>0</l></block><script><block s="doIfElse"><block s="reportIsA"><block var="newContent"/><l><option>list</option></l></block><script><block s="doAddToList"><block var="newContent"/><block var="target"/></block></script><script><block s="doAddToList"><block s="reportNewList"><list><block var="newContent"/></list></block><block var="target"/></block></script></block></script><script><block s="doSetVar"><l>tablewidth</l><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="target"/></block></block></block><block s="doIfElse"><block s="reportIsA"><block var="newContent"/><l><option>list</option></l></block><script><block s="doSetVar"><l>item</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>i</l><l>1</l></block><block s="doUntil"><block s="reportGreaterThan"><block var="i"/><block var="tablewidth"/></block><script><block s="doIfElse"><block s="reportGreaterThan"><block var="i"/><block s="reportListAttribute"><l><option>length</option></l><block var="newContent"/></block></block><script><block s="doAddToList"><l></l><block var="item"/></block></script><script><block s="doAddToList"><block s="reportListItem"><block var="i"/><block var="newContent"/></block><block var="item"/></block></script></block><block s="doChangeVar"><l>i</l><l>1</l></block></script></block></script><script><block s="doSetVar"><l>item</l><block s="reportNewList"><list><block var="newContent"/></list></block></block><block s="doSetVar"><l>i</l><l>2</l></block><block s="doUntil"><block s="reportGreaterThan"><block var="i"/><block var="tablewidth"/></block><script><block s="doAddToList"><l></l><block var="item"/></block><block s="doChangeVar"><l>i</l><l>1</l></block></script></block></script></block><block s="doAddToList"><block var="item"/><block var="target"/></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>column</l></block><script><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="newContent"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>newContent</l><block s="reportNewList"><list><block var="newContent"/></list></block></block></script></block><block s="doIfElse"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="target"/></block><l>0</l></block><script><block s="doSetVar"><l>i</l><l>1</l></block><block s="doUntil"><block s="reportGreaterThan"><block var="i"/><block s="reportListAttribute"><l><option>length</option></l><block var="newContent"/></block></block><script><block s="doAddToList"><block s="reportNewList"><list><block s="reportListItem"><block var="i"/><block var="newContent"/></block></list></block><block var="target"/></block><block s="doChangeVar"><l>i</l><l>1</l></block></script></block></script><script><block s="doSetVar"><l>i</l><l>1</l></block><block s="doUntil"><block s="reportGreaterThan"><block var="i"/><block s="reportListAttribute"><l><option>length</option></l><block var="target"/></block></block><script><block s="doIfElse"><block s="reportGreaterThan"><block var="i"/><block s="reportListAttribute"><l><option>length</option></l><block var="newContent"/></block></block><script><block s="doAddToList"><l></l><block s="reportListItem"><block var="i"/><block var="target"/></block></block></script><script><block s="doAddToList"><block s="reportListItem"><block var="i"/><block var="newContent"/></block><block s="reportListItem"><block var="i"/><block var="target"/></block></block></script></block><block s="doChangeVar"><l>i</l><l>1</l></block></script></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>column-headers</l></block><script><block s="doIfElse"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="target"/></block><l>0</l></block><script><block s="doIfElse"><block s="reportIsA"><block var="newContent"/><l><option>list</option></l></block><script><block s="doIf"><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block var="newContent"/></block><l>0</l></block><script><block s="doAddToList"><block var="newContent"/><block var="target"/></block></script></block></script><script><block s="doAddToList"><block s="reportNewList"><list><block var="newContent"/></list></block><block var="target"/></block></script></block></script><script><block s="doSetVar"><l>tablewidth</l><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="target"/></block></block></block><block s="doIfElse"><block s="reportIsA"><block var="newContent"/><l><option>list</option></l></block><script><block s="doSetVar"><l>item</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>i</l><l>1</l></block><block s="doUntil"><block s="reportGreaterThan"><block var="i"/><block var="tablewidth"/></block><script><block s="doIfElse"><block s="reportGreaterThan"><block var="i"/><block s="reportListAttribute"><l><option>length</option></l><block var="newContent"/></block></block><script><block s="doAddToList"><l></l><block var="item"/></block></script><script><block s="doAddToList"><block s="reportListItem"><block var="i"/><block var="newContent"/></block><block var="item"/></block></script></block><block s="doChangeVar"><l>i</l><l>1</l></block></script></block></script><script><block s="doSetVar"><l>item</l><block s="reportNewList"><list><block var="newContent"/></list></block></block><block s="doSetVar"><l>i</l><l>2</l></block><block s="doUntil"><block s="reportGreaterThan"><block var="i"/><block var="tablewidth"/></block><script><block s="doAddToList"><l></l><block var="item"/></block><block s="doChangeVar"><l>i</l><l>1</l></block></script></block></script></block><block s="doInsertInList"><block var="item"/><l>1</l><block var="target"/></block></script></block></script></block></script></block></script></block-definition><block-definition s="%&apos;choice&apos; %&apos;name&apos; of %&apos;data&apos; with first item? %&apos;WithFirstItem&apos;" type="reporter" category="3. Data tools"><comment x="0" y="0" w="277.16666666666663" collapsed="false">Reports the row or column of a table identified by number or name, or reports an error message. If the the name is a number You can mark this with a  # (e.g. #123).</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">row<options>row&#xD;column</options></input><input type="%s">numberOrName<options>first&#xD;last&#xD;numberOrName</options></input><input type="%s">SciSnap!Data</input><input type="%b">true</input></inputs><script><block s="doDeclareVariables"><list><l>table</l><l>result</l><l>n</l></list></block><block s="doWarp"><script><block s="doIfElse"><block s="reportEquals"><block var="data"/><l>SciSnap!Data</l></block><script><block s="doSetVar"><l>table</l><block var="SciSnap!Data"/></block></script><script><block s="doSetVar"><l>table</l><block var="data"/></block></script></block><block s="doSetVar"><l>choice</l><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="choice"/><l> </l></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a %txt"><block var="table"/><l>table</l></custom-block></block><script><block s="doReport"><l>ERROR: only tables supported!</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>row</l></block><script><block s="doSetVar"><l>n</l><custom-block s="%s %s of %s $arrowRightOutline number"><l>row</l><block var="name"/><block var="table"/></custom-block></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="n"/><l><option>number</option></l></block></block><script><block s="doIf"><block s="reportEquals"><block var="name"/><l>first</l></block><script><block s="doSetVar"><l>n</l><l>1</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="name"/><l>last</l></block><script><block s="doSetVar"><l>n</l><block s="reportListAttribute"><l><option>length</option></l><block var="table"/></block></block></script></block></script></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="n"/><l><option>number</option></l></block></block><script><block s="doReport"><l>ERROR: unknown row name!</l></block></script></block><block s="doIfElse"><block s="reportOr"><block s="reportLessThan"><block var="n"/><l>1</l></block><block s="reportGreaterThan"><block var="n"/><block s="reportListAttribute"><l><option>length</option></l><block var="table"/></block></block></block><script><block s="doReport"><l>ERROR: row index out of range!</l></block></script><script><block s="doSetVar"><l>result</l><custom-block s="copy of %l"><block s="reportListItem"><block var="n"/><block var="table"/></block></custom-block></block><block s="doIf"><block s="reportNot"><block var="WithFirstItem"/></block><script><block s="doDeleteFromList"><l>1</l><block var="result"/></block></script></block><block s="doReport"><block var="result"/></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>column</l></block><script><block s="doSetVar"><l>n</l><custom-block s="%s %s of %s $arrowRightOutline number"><l>column</l><block var="name"/><block var="table"/></custom-block></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="n"/><l><option>number</option></l></block></block><script><block s="doIf"><block s="reportEquals"><block var="name"/><l>first</l></block><script><block s="doSetVar"><l>n</l><l>1</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="name"/><l>last</l></block><script><block s="doSetVar"><l>n</l><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="table"/></block></block></block></script></block></script></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="n"/><l><option>number</option></l></block></block><script><block s="doReport"><l>ERROR: unknown column name!</l></block></script></block><block s="doIfElse"><block s="reportOr"><block s="reportLessThan"><block var="n"/><l>1</l></block><block s="reportGreaterThan"><block var="n"/><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="table"/></block></block></block></block><script><block s="doReport"><l>ERROR: column index out of range!</l></block></script><script><block s="doSetVar"><l>result</l><block s="reportMap"><block s="reifyReporter"><script><block s="doReport"><block s="reportListItem"><block var="n"/><l/></block></block></script><list></list></block><block var="table"/></block></block><block s="doIf"><block s="reportNot"><block var="WithFirstItem"/></block><script><block s="doDeleteFromList"><l>1</l><block var="result"/></block></script></block><block s="doReport"><block var="result"/></block></script></block></script></block><block s="doReport"><l>ERROR: something wrong!</l></block></script></block></script></block-definition><block-definition s="delete %&apos;choice&apos; %&apos;name&apos; of %&apos;data&apos;" type="command" category="3. Data tools"><comment x="0" y="0" w="159.6666666666666" collapsed="false">Deletes a row or column of a table. identified by number or name, or reports an error message. If the the name is a number You can mark this with a  # (e.g. #123).</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">row<options>row&#xD;column</options></input><input type="%s">numberOrName<options>first&#xD;last&#xD;numberOrName</options></input><input type="%s">SciSnap!Data</input></inputs><script><block s="doDeclareVariables"><list><l>table</l><l>result</l><l>n</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>choice</l><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="choice"/><l> </l></block></block></block><block s="doIfElse"><block s="reportEquals"><block var="data"/><l>SciSnap!Data</l></block><script><block s="doSetVar"><l>table</l><block var="SciSnap!Data"/></block></script><script><block s="doSetVar"><l>table</l><block var="data"/></block></script></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a %txt"><block var="table"/><l>table</l></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: only data in tables are deletable!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>row</l></block><script><block s="doSetVar"><l>n</l><custom-block s="%s %s of %s $arrowRightOutline number"><l>row</l><block var="name"/><block var="table"/></custom-block></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="n"/><l><option>number</option></l></block></block><script><block s="doIf"><block s="reportEquals"><block var="name"/><l>first</l></block><script><block s="doSetVar"><l>n</l><l>1</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="name"/><l>last</l></block><script><block s="doSetVar"><l>n</l><block s="reportListAttribute"><l><option>length</option></l><block var="table"/></block></block></script></block></script></block><block s="doIf"><block s="reportIsA"><block var="n"/><l><option>number</option></l></block><script><block s="doDeleteFromList"><block var="n"/><block var="table"/></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>column</l></block><script><block s="doSetVar"><l>n</l><custom-block s="%s %s of %s $arrowRightOutline number"><l>column</l><block var="name"/><block var="table"/></custom-block></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="n"/><l><option>number</option></l></block></block><script><block s="doIf"><block s="reportEquals"><block var="name"/><l>first</l></block><script><block s="doSetVar"><l>n</l><l>1</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="name"/><l>last</l></block><script><block s="doSetVar"><l>n</l><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="table"/></block></block></block></script></block></script></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="n"/><l><option>number</option></l></block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: unknown column name!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIfElse"><block s="reportOr"><block s="reportLessThan"><block var="n"/><l>1</l></block><block s="reportGreaterThan"><block var="n"/><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="table"/></block></block></block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: column index out of range!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><script><block s="doIfElse"><block s="reportAnd"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="table"/></block></block><l>1</l></block><block s="reportEquals"><block var="n"/><l>1</l></block></block><script><block s="doDeleteFromList"><l><option>all</option></l><block var="table"/></block></script><script><block s="doSetVar"><l>result</l><block s="reportMap"><block s="reifyReporter"><script><block s="doDeleteFromList"><block var="n"/><block var="item"/></block><block s="doReport"><l></l></block></script><list><l>item</l></list></block><block var="table"/></block></block></script></block></script></block></script></block></script></block></script></block-definition><block-definition s="element %&apos;xName&apos; %&apos;yName&apos; of %&apos;table&apos;" type="reporter" category="3. Data tools"><comment x="0" y="0" w="175.83333333333334" collapsed="false">Reports the element a position x|y of a table, identified by numbers or names.</comment><header></header><code></code><translations></translations><inputs><input type="%s">numberOrName</input><input type="%s">numberOrName</input><input type="%s">SciSnap!Data</input></inputs><script><block s="doDeclareVariables"><list><l>source</l><l>x</l><l>y</l></list></block><block s="doWarp"><script><block s="doIfElse"><block s="reportEquals"><block var="table"/><l>SciSnap!Data</l></block><script><block s="doSetVar"><l>source</l><block var="SciSnap!Data"/></block></script><script><block s="doSetVar"><l>source</l><block var="table"/></block></script></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a %txt"><block var="source"/><l>table</l></custom-block></block><script><block s="doReport"><l>ERROR: only tables supported!</l></block></script></block><block s="doSetVar"><l>x</l><custom-block s="%s %s of %s $arrowRightOutline number"><l>column</l><block var="xName"/><block var="source"/></custom-block></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="x"/><l><option>number</option></l></block></block><script><block s="doReport"><l>ERROR: unknown column name!</l></block></script></block><block s="doSetVar"><l>y</l><custom-block s="%s %s of %s $arrowRightOutline number"><l>row</l><block var="yName"/><block var="source"/></custom-block></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="y"/><l><option>number</option></l></block></block><script><block s="doReport"><l>ERROR: unknown row name!</l></block></script></block><block s="doIfElse"><block s="reportNot"><block s="reportAnd"><block s="reportAnd"><block s="reportGreaterThan"><block var="y"/><l>0</l></block><block s="reportLessThanOrEquals"><block var="y"/><block s="reportListAttribute"><l><option>length</option></l><block var="source"/></block></block></block><block s="reportAnd"><block s="reportGreaterThan"><block var="x"/><l>0</l></block><block s="reportLessThanOrEquals"><block var="x"/><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="source"/></block></block></block></block></block></block><script><block s="doReport"><l>ERROR: coordinates out of range!</l></block></script><script><block s="doReport"><block s="reportListItem"><block var="x"/><block s="reportListItem"><block var="y"/><block var="source"/></block></block></block></script></block></script></block></script></block-definition><block-definition s="set element %&apos;xName&apos; %&apos;yName&apos; of %&apos;table&apos; to %&apos;value&apos;" type="command" category="3. Data tools"><comment x="0" y="0" w="205.83333333333314" collapsed="false">Replaces the value at position x|y of a table.</comment><header></header><code></code><translations></translations><inputs><input type="%s">numberOrName</input><input type="%s">numberOrName</input><input type="%s">SciSnap!Data</input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>source</l><l>x</l><l>y</l></list></block><block s="doWarp"><script><block s="doIfElse"><block s="reportEquals"><block var="table"/><l>SciSnap!Data</l></block><script><block s="doSetVar"><l>source</l><block var="SciSnap!Data"/></block></script><script><block s="doSetVar"><l>source</l><block var="table"/></block></script></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a %txt"><block var="source"/><l>table</l></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: operation only defined for tables!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doSetVar"><l>x</l><custom-block s="%s %s of %s $arrowRightOutline number"><l>column</l><block var="xName"/><block var="source"/></custom-block></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="x"/><l><option>number</option></l></block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: unknown column name!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doSetVar"><l>y</l><custom-block s="%s %s of %s $arrowRightOutline number"><l>row</l><block var="yName"/><block var="source"/></custom-block></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="y"/><l><option>number</option></l></block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: unknown row name!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIfElse"><block s="reportNot"><block s="reportAnd"><block s="reportAnd"><block s="reportGreaterThan"><block var="y"/><l>0</l></block><block s="reportLessThanOrEquals"><block var="y"/><block s="reportListAttribute"><l><option>length</option></l><block var="source"/></block></block></block><block s="reportAnd"><block s="reportGreaterThan"><block var="x"/><l>0</l></block><block s="reportLessThanOrEquals"><block var="x"/><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="source"/></block></block></block></block></block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: coordinates out of range!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><script><block s="doReplaceInList"><block var="x"/><block s="reportListItem"><block var="y"/><block var="source"/></block><block var="value"/></block></script></block></script></block></script></block-definition><block-definition s="columns %&apos;columns&apos; of %&apos;table&apos; $nl from row %&apos;startnr&apos; to %&apos;endnr&apos;" type="reporter" category="3. Data tools"><comment x="0" y="0" w="118.99999999999933" collapsed="false">Reports the columns from row startnr to row endnr.</comment><header></header><code></code><translations></translations><inputs><input type="%mult%s"></input><input type="%s">SciSnap!Data</input><input type="%s">numberOrName</input><input type="%s">last<options>last&#xD;numberOrName</options></input></inputs><script><block s="doDeclareVariables"><list><l>source</l><l>colNumbers</l><l>n</l><l>result</l></list></block><block s="doWarp"><script><block s="doIfElse"><block s="reportEquals"><block var="table"/><l>SciSnap!Data</l></block><script><block s="doSetVar"><l>source</l><block var="SciSnap!Data"/></block></script><script><block s="doSetVar"><l>source</l><block var="table"/></block></script></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a %txt"><block var="source"/><l>table</l></custom-block></block><script><block s="doReport"><l>ERROR: only tables supported!</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="endnr"/><l>last</l></block><script><block s="doSetVar"><l>endnr</l><block s="reportListAttribute"><l><option>length</option></l><block var="source"/></block></block></script></block><block s="doSetVar"><l>startnr</l><custom-block s="%s %s of %s $arrowRightOutline number"><l>row</l><block var="startnr"/><block var="source"/></custom-block></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="startnr"/><l><option>number</option></l></block></block><script><block s="doReport"><l>ERROR: unknown row name!</l></block></script></block><block s="doSetVar"><l>endnr</l><custom-block s="%s %s of %s $arrowRightOutline number"><l>row</l><block var="endnr"/><block var="source"/></custom-block></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="endnr"/><l><option>number</option></l></block></block><script><block s="doReport"><l>ERROR: unknown row name!</l></block></script></block><block s="doSetVar"><l>colNumbers</l><block s="reportNewList"><list></list></block></block><block s="doForEach"><l>item</l><block var="columns"/><script><block s="doIfElse"><block s="reportIsA"><block var="item"/><l><option>number</option></l></block><script><block s="doAddToList"><block var="item"/><block var="colNumbers"/></block></script><script><block s="doSetVar"><l>n</l><custom-block s="%s %s of %s $arrowRightOutline number"><l>column</l><block var="item"/><block var="source"/></custom-block></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="n"/><l><option>number</option></l></block></block><script><block s="doReport"><l>ERROR: unknown column name!</l></block></script></block><block s="doAddToList"><block var="n"/><block var="colNumbers"/></block></script></block></script></block><block s="doReport"><block s="reportApplyExtension"><l>SciS_columncopy(data,cols,start,stop)</l><list><block var="source"/><block var="colNumbers"/><block var="startnr"/><block var="endnr"/></list></block></block></script></block></script></block-definition><block-definition s="subsection of %&apos;choice&apos; in %&apos;data&apos; from $nl %&apos;b1Name&apos; %&apos;b2Name&apos; to %&apos;e1Name&apos; %&apos;e2Name&apos;" type="reporter" category="3. Data tools"><comment x="0" y="0" w="196" collapsed="false">Reports a subsection of an image or table.</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">RGB-data<options>table-data&#xD;matrix-data&#xD;list-data&#xD;RGB-data&#xD;FITS-data</options></input><input type="%s">SciSnap!Data</input><input type="%s">numberOrName</input><input type="%s">numberOrName</input><input type="%s">numberOrName</input><input type="%s">numberOrName</input></inputs><script><block s="doDeclareVariables"><list><l>source</l><l>width</l><l>height</l><l>begin</l><l>end</l><l>b1</l><l>b2</l><l>e1</l><l>e2</l><l>result</l><l>dummy</l></list></block><block s="doWarp"><script><block s="doIfElse"><block s="reportEquals"><block var="data"/><l>SciSnap!Data</l></block><script><block s="doSetVar"><l>source</l><block var="SciSnap!Data"/></block></script><script><block s="doSetVar"><l>source</l><block var="data"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>list-data</l></block><script><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="b1Name"/><l><option>number</option></l></block></block><script><block s="doReport"><l>ERROR: unknown start number!</l></block></script></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="e1Name"/><l><option>number</option></l></block></block><script><block s="doReport"><l>ERROR: unknown end number!</l></block></script></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="source"/><l><option>list</option></l></block></block><script><block s="doReport"><l>ERROR: list required</l></block></script></block><block s="doSetVar"><l>result</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>dummy</l><block s="reportMap"><block s="reifyReporter"><script><block s="doIf"><block s="reportAnd"><block s="reportGreaterThanOrEquals"><block var="index"/><block var="b1Name"/></block><block s="reportLessThanOrEquals"><block var="index"/><block var="e1Name"/></block></block><script><block s="doAddToList"><block var="value"/><block var="result"/></block></script></block><block s="doReport"><l></l></block></script><list><l>value</l><l>index</l></list></block><block var="source"/></block></block><block s="doReport"><block var="result"/></block></script></block><block s="doIf"><block s="reportOr"><block s="reportEquals"><block var="choice"/><l>table-data</l></block><block s="reportEquals"><block var="choice"/><l>matrix-data</l></block></block><script><block s="doIf"><block s="reportNot"><block s="reportOr"><custom-block s="is %s a %txt"><block var="source"/><l>table</l></custom-block><custom-block s="is %s a %txt"><block var="source"/><l>matrix</l></custom-block></block></block><script><block s="doReport"><l>ERROR: table or matrix required</l></block></script></block><block s="doSetVar"><l>b1</l><custom-block s="%s %s of %s $arrowRightOutline number"><l>column</l><block var="b1Name"/><block var="source"/></custom-block></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="b1"/><l><option>number</option></l></block></block><script><block s="doReport"><l>ERROR: unknown column name!</l></block></script></block><block s="doSetVar"><l>b2</l><custom-block s="%s %s of %s $arrowRightOutline number"><l>row</l><block var="b2Name"/><block var="source"/></custom-block></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="b2"/><l><option>number</option></l></block></block><script><block s="doReport"><l>ERROR: unknown row name!</l></block></script></block><block s="doSetVar"><l>e1</l><custom-block s="%s %s of %s $arrowRightOutline number"><l>column</l><block var="e1Name"/><block var="source"/></custom-block></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="e1"/><l><option>number</option></l></block></block><script><block s="doReport"><l>XXXERROR: unknown column name!</l></block></script></block><block s="doSetVar"><l>e2</l><custom-block s="%s %s of %s $arrowRightOutline number"><l>row</l><block var="e2Name"/><block var="source"/></custom-block></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="e2"/><l><option>number</option></l></block></block><script><block s="doReport"><l>ERROR: unknown row name!</l></block></script></block><block s="doSetVar"><l>begin</l><block s="reportNewList"><list><block var="b1"/><block var="b2"/></list></block></block><block s="doSetVar"><l>end</l><block s="reportNewList"><list><block var="e1"/><block var="e2"/></list></block></block><block s="doReport"><block s="reportApplyExtension"><l>SciS_subsection(data,begin,end)</l><list><block var="source"/><block var="begin"/><block var="end"/></list></block></block></script></block><block s="doIf"><block s="reportOr"><block s="reportEquals"><block var="choice"/><l>RGB-data</l></block><block s="reportEquals"><block var="choice"/><l>FITS-data</l></block></block><script><block s="doIf"><block s="reportNot"><block s="reportEquals"><block var="data"/><l>SciSnap!Data</l></block></block><script><block s="doReport"><l>ERROR: please import image-data to SciSnap!Data first!</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>RGB-data</l></block><script><block s="doIf"><block s="reportNot"><block s="reportAnd"><block s="reportEquals"><custom-block s="SciSnap! global property %s"><l>typeOfData</l></custom-block><l>RGB</l></block><custom-block s="is %s a %txt"><block var="SciSnap!Data"/><l>matrix</l></custom-block></block></block><script><block s="doReport"><l>ERROR: wrong data!</l></block></script></block><block s="doSetVar"><l>width</l><custom-block s="SciSnap! global property %s"><l>width</l></custom-block></block><block s="doSetVar"><l>height</l><custom-block s="SciSnap! global property %s"><l>height</l></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>FITS-data</l></block><script><block s="doIf"><block s="reportNot"><block s="reportAnd"><block s="reportEquals"><custom-block s="SciSnap! global property %s"><l>typeOfData</l></custom-block><l>FITS</l></block><custom-block s="is %s a %txt"><block var="SciSnap!Data"/><l>vector</l></custom-block></block></block><script><block s="doReport"><l>ERROR: wrong data!</l></block></script></block><block s="doSetVar"><l>width</l><custom-block s="SciSnap! global property %s"><l>width</l></custom-block></block><block s="doSetVar"><l>height</l><custom-block s="SciSnap! global property %s"><l>height</l></custom-block></block></script></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="source"/><l><option>list</option></l></block></block><script><block s="doReport"><l>ERROR: list required</l></block></script></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="b1Name"/><l><option>number</option></l></block></block><script><block s="doReport"><l>ERROR: unknown start number!</l></block></script></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="b2Name"/><l><option>number</option></l></block></block><script><block s="doReport"><l>ERROR: unknown start number!</l></block></script></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="e1Name"/><l><option>number</option></l></block></block><script><block s="doReport"><l>ERROR: unknown end number!</l></block></script></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="e2Name"/><l><option>number</option></l></block></block><script><block s="doReport"><l>ERROR: unknown end number!</l></block></script></block><block s="doSetVar"><l>begin</l><block s="reportNewList"><list><block var="b1Name"/><block var="b2Name"/></list></block></block><block s="doSetVar"><l>end</l><block s="reportNewList"><list><block var="e1Name"/><block var="e2Name"/></list></block></block><block s="doReport"><block s="reportApplyExtension"><l>SciS_subsectionImage(data,begin,end,width,height)</l><list><block var="source"/><block var="begin"/><block var="end"/><block var="width"/><block var="height"/></list></block></block></script></block></script></block></script></block-definition><block-definition s="select rows of %&apos;table&apos; where $nl column %&apos;name&apos; is %&apos;op&apos; %&apos;value&apos;" type="reporter" category="3. Data tools"><comment x="0" y="0" w="138.33333333333334" collapsed="false">Determines the rows of a table with certain properties.</comment><header></header><code></code><translations></translations><inputs><input type="%s">SciSnap!Data</input><input type="%s">numberOrName</input><input type="%s" readonly="true">less-than<options>less-than&#xD;greater-than&#xD;equal-to&#xD;different-from</options></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>source</l><l>n</l></list></block><block s="doWarp"><script><block s="doIfElse"><block s="reportEquals"><block var="table"/><l>SciSnap!Data</l></block><script><block s="doSetVar"><l>source</l><custom-block s="copy of %l"><block var="SciSnap!Data"/></custom-block></block></script><script><block s="doSetVar"><l>source</l><custom-block s="copy of %l"><block var="table"/></custom-block></block></script></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a %txt"><block var="source"/><l>table</l></custom-block></block><script><block s="doReport"><l>ERROR: only tables supported!</l></block></script></block><block s="doSetVar"><l>n</l><custom-block s="%s %s of %s $arrowRightOutline number"><l>column</l><block var="name"/><block var="source"/></custom-block></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="n"/><l><option>number</option></l></block></block><script><block s="doReport"><l>ERROR: unknown column name!</l></block></script></block><block s="doIf"><block s="reportOr"><block s="reportLessThan"><block var="n"/><l>1</l></block><block s="reportGreaterThan"><block var="n"/><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="source"/></block></block></block></block><script><block s="doReport"><l>ERROR: column index out of range!</l></block></script></block><block s="doSetVar"><l>op</l><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="op"/><l><option>whitespace</option></l></block></block></block><block s="doIf"><block s="reportEquals"><block var="op"/><l>less-than</l></block><script><block s="doReport"><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportLessThan"><block s="reportListItem"><block var="n"/><l/></block><block var="value"/></block></autolambda><list></list></block><block var="source"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="op"/><l>greater-than</l></block><script><block s="doReport"><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportGreaterThan"><block s="reportListItem"><block var="n"/><l/></block><block var="value"/></block></autolambda><list></list></block><block var="source"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="op"/><l>equal-to</l></block><script><block s="doReport"><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportEquals"><block s="reportListItem"><block var="n"/><l/></block><block var="value"/></block></autolambda><list></list></block><block var="source"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="op"/><l>different-from</l></block><script><block s="doReport"><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportEquals"><block s="reportListItem"><block var="n"/><l/></block><block var="value"/></block></block></autolambda><list></list></block><block var="source"/></block></block></script></block></script></block></script></block-definition><block-definition s="count values in %&apos;data&apos;" type="reporter" category="3. Data tools"><comment x="0" y="0" w="220" collapsed="false">counts the appearances of the values of a list.</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>sortedData</l><l>countedValues</l><l>value</l><l>n</l></list></block><block s="doWarp"><script><block s="doIf"><block s="reportNotEquals"><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportIsA"><l></l><l><option>list</option></l></block></autolambda><list></list></block><block s="reportNewList"><list><l>A</l><l>B</l><l>C</l></list></block></block><l></l></block><script><block s="doReport"><l>ERROR: simple list required!</l></block></script></block><block s="doSetVar"><l>sortedData</l><custom-block s="sort %l with predicate %predRing"><block var="data"/><block s="reifyPredicate"><autolambda><block s="reportLessThan"><l></l><l></l></block></autolambda><list></list></block></custom-block></block><block s="doSetVar"><l>countedValues</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>value</l><block s="reportListItem"><l>1</l><block var="sortedData"/></block></block><block s="doSetVar"><l>n</l><l>0</l></block><block s="doForEach"><l>item</l><block var="sortedData"/><script><block s="doIfElse"><block s="reportEquals"><block var="item"/><block var="value"/></block><script><block s="doChangeVar"><l>n</l><l>1</l></block></script><script><block s="doAddToList"><block s="reportNewList"><list><block var="value"/><block var="n"/></list></block><block var="countedValues"/></block><block s="doSetVar"><l>value</l><block var="item"/></block><block s="doSetVar"><l>n</l><l>1</l></block></script></block></script></block><block s="doAddToList"><block s="reportNewList"><list><block var="value"/><block var="n"/></list></block><block var="countedValues"/></block><block s="doReport"><block var="countedValues"/></block></script></block></script></block-definition><block-definition s="entropy of %&apos;data&apos;" type="reporter" category="3. Data tools"><comment x="0" y="0" w="168" collapsed="false">returns the entropy of a list of data</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>result</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>result</l><l>0</l></block><block s="doForEach"><l>item</l><custom-block s="count values in %l"><block var="data"/></custom-block><script><block s="doIf"><block s="reportGreaterThan"><block s="reportListItem"><l>2</l><block var="item"/></block><l>0</l></block><script><block s="doChangeVar"><l>result</l><block s="reportMonadic"><l><option>neg</option></l><block s="reportVariadicProduct"><list><block s="reportQuotient"><block s="reportListItem"><l>2</l><block var="item"/></block><block s="reportListAttribute"><l><option>length</option></l><block var="data"/></block></block><block s="reportMonadic"><l><option>ln</option></l><block s="reportQuotient"><block s="reportListItem"><l>2</l><block var="item"/></block><block s="reportListAttribute"><l><option>length</option></l><block var="data"/></block></block></block></list></block></block></block></script></block></script></block><block s="doReport"><block var="result"/></block></script></block></script></block-definition><block-definition s="%&apos;data&apos; without duplicates" type="reporter" category="3. Data tools"><comment x="0" y="0" w="222.33333333333348" collapsed="false">Copy of corresponding Snap!-library-block: &#xD;Reports a new list whose items are the same as in the input list, except that if two or more equal items appear in the input list, only the last one is kept in the result.</comment><header></header><code></code><translations></translations><inputs><input type="%s">SciSnap!Data</input></inputs><script><block s="doDeclareVariables"><list><l>source</l></list></block><block s="doWarp"><script><block s="doIfElse"><block s="reportEquals"><block var="data"/><l>SciSnap!Data</l></block><script><block s="doSetVar"><l>source</l><block var="SciSnap!Data"/></block></script><script><block s="doSetVar"><l>source</l><block var="data"/></block></script></block><block s="doIfElse"><block s="reportNot"><block s="reportOr"><custom-block s="is %s a %txt"><block var="source"/><l>table</l></custom-block><block s="reportIsA"><block var="source"/><l><option>list</option></l></block></block></block><script><block s="doReport"><l>ERROR: only tables supported!</l></block></script><script><block s="doReport"><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportEquals"><block s="reportListIndex"><block var="value"/><block var="list"/></block><block var="index"/></block></autolambda><list><l>value</l><l>index</l><l>list</l></list></block><block var="source"/></block></block></script></block></script></block></script></block-definition><block-definition s="%&apos;data&apos; normalized by %&apos;choice&apos;" type="reporter" category="3. Data tools"><comment x="0" y="0" w="142.5" collapsed="false">Normalizes a table by dividing it by the specified value.</comment><header></header><code></code><translations></translations><inputs><input type="%s">SciSnap!Data</input><input type="%s">mean<options>mean&#xD;max&#xD;number&#xD;sum&#xD;median&#xD;softmax</options></input></inputs><script><block s="doDeclareVariables"><list><l>divisor</l><l>source</l><l>n</l><l>sum</l></list></block><block s="doWarp"><script><block s="doIfElse"><block s="reportEquals"><block var="data"/><l>SciSnap!Data</l></block><script><block s="doSetVar"><l>source</l><block var="SciSnap!Data"/></block></script><script><block s="doSetVar"><l>source</l><block var="data"/></block></script></block><block s="doSetVar"><l>choice</l><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="choice"/><l> </l></block></block></block><block s="doIfElse"><block s="reportNot"><custom-block s="is %s a %txt"><block var="source"/><l>vector</l></custom-block></block><script><block s="doReport"><l>ERROR: only vectors supported!</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="choice"/><l>mean</l></block><script><block s="doSetVar"><l>divisor</l><custom-block s="%s of vector %l"><l>mean</l><block var="source"/></custom-block></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="choice"/><l>max</l></block><script><block s="doSetVar"><l>divisor</l><custom-block s="%s of vector %l"><l>max</l><block var="source"/></custom-block></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="choice"/><l>number</l></block><script><block s="doSetVar"><l>divisor</l><custom-block s="%s of vector %l"><l>number</l><block var="source"/></custom-block></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="choice"/><l>sum</l></block><script><block s="doSetVar"><l>divisor</l><custom-block s="%s of vector %l"><l>sum</l><block var="source"/></custom-block></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="choice"/><l>median</l></block><script><block s="doSetVar"><l>divisor</l><custom-block s="%s of vector %l"><l>median</l><block var="source"/></custom-block></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="choice"/><l>softmax</l></block><script><block s="doReport"><custom-block s="%s of vector %l"><l>softmax</l><block var="source"/></custom-block></block></script><script><block s="doIfElse"><block s="reportIsA"><block var="choice"/><l><option>number</option></l></block><script><block s="doSetVar"><l>divisor</l><block var="choice"/></block></script><script><block s="doReport"><l>ERROR: illegal operation!</l></block></script></block></script></block></script></block></script></block></script></block></script></block></script></block><block s="doIfElse"><block s="reportNot"><block s="reportEquals"><block var="divisor"/><l>0</l></block></block><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportQuotient"><l></l><block var="divisor"/></block></autolambda><list></list></block><block var="source"/></block></block></script><script><block s="doReport"><l>ERROR: divisor is 0!</l></block></script></block></script></block></script></block></script></block-definition><block-definition s="%&apos;data&apos; compressed with $nl factor %&apos;n&apos; by averaging" type="reporter" category="3. Data tools"><comment x="0" y="0" w="137.85714285714297" collapsed="false">Reports a compressed version of a vector or matrix.</comment><header></header><code></code><translations></translations><inputs><input type="%s">SciSnap!Data</input><input type="%n">2</input></inputs><script><block s="doDeclareVariables"><list><l>result</l><l>h</l><l>source</l><l>i</l><l>j</l><l>isMatrix</l><l>columnNr</l></list></block><block s="doWarp"><script><block s="doIfElse"><block s="reportEquals"><block var="data"/><l>SciSnap!Data</l></block><script><block s="doSetVar"><l>source</l><block var="SciSnap!Data"/></block></script><script><block s="doSetVar"><l>source</l><block var="data"/></block></script></block><block s="doSetVar"><l>isMatrix</l><custom-block s="is %s a %txt"><block var="source"/><l>matrix</l></custom-block></block><block s="doIf"><block s="reportNot"><block s="reportOr"><custom-block s="is %s a %txt"><block var="source"/><l>vector</l></custom-block><block var="isMatrix"/></block></block><script><block s="doReport"><l>ERROR: vector required!</l></block></script></block><block s="doIf"><block s="reportOr"><block s="reportLessThan"><block s="reportListAttribute"><l><option>length</option></l><block var="source"/></block><l>1</l></block><block s="reportLessThan"><block var="n"/><l>1</l></block></block><script><block s="doReport"><l>ERROR: impossible operation!</l></block></script></block><block s="doIf"><block s="reportNot"><block var="isMatrix"/></block><script><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="source"/></block><l><option>list</option></l></block><script><block s="doSetVar"><l>source</l><custom-block s="transpose table or list %l"><block var="source"/></custom-block></block></script></block><block s="doSetVar"><l>result</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>i</l><l>1</l></block><block s="doUntil"><block s="reportGreaterThan"><block var="i"/><block s="reportVariadicSum"><list><block s="reportDifference"><block s="reportListAttribute"><l><option>length</option></l><block var="source"/></block><block var="n"/></block><l>1</l></list></block></block><script><block s="doSetVar"><l>h</l><block s="reportListItem"><block var="i"/><block var="source"/></block></block><block s="doSetVar"><l>j</l><l>1</l></block><block s="doUntil"><block s="reportGreaterThanOrEquals"><block var="j"/><block var="n"/></block><script><block s="doSetVar"><l>h</l><block s="reportVariadicSum"><list><block var="h"/><block s="reportListItem"><block s="reportVariadicSum"><list><block var="i"/><block var="j"/></list></block><block var="source"/></block></list></block></block><block s="doChangeVar"><l>j</l><l>1</l></block></script></block><block s="doAddToList"><block s="reportQuotient"><block var="h"/><block var="n"/></block><block var="result"/></block><block s="doChangeVar"><l>i</l><block var="n"/></block></script></block><block s="doReport"><block var="result"/></block></script></block><block s="doSetVar"><l>result</l><custom-block s="empty table"></custom-block></block><block s="doSetVar"><l>columnNr</l><l>1</l></block><block s="doUntil"><block s="reportGreaterThan"><block var="columnNr"/><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="source"/></block></block></block><script><custom-block s="add %s %l to %s"><l>column</l><custom-block s="%s compressed with %br factor %n by averaging"><custom-block s="%s %s of %s with first item? %b"><l>column</l><block var="columnNr"/><block var="source"/><l><bool>true</bool></l></custom-block><block var="n"/></custom-block><block var="result"/></custom-block><block s="doChangeVar"><l>columnNr</l><l>1</l></block></script></block><block s="doReport"><block var="result"/></block></script></block></script></block-definition><block-definition s="%&apos;typeOfPooling&apos; pooling of %&apos;data&apos; $nl with stride %&apos;stride&apos;" type="reporter" category="3. Data tools"><comment x="0" y="0" w="141" collapsed="false">Pooling operation with matrices, images and vectors.</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">max<options>max&#xD;mean</options></input><input type="%s">SciSnap!Data</input><input type="%n">2</input></inputs><script><block s="doDeclareVariables"><list><l>source</l><l>typeOfData</l><l>width</l><l>height</l></list></block><block s="doWarp"><script><block s="doIfElse"><block s="reportEquals"><block var="data"/><l>SciSnap!Data</l></block><script><block s="doSetVar"><l>source</l><block var="SciSnap!Data"/></block><block s="doSetVar"><l>typeOfData</l><custom-block s="SciSnap! global property %s"><l>typeOfData</l></custom-block></block></script><script><block s="doSetVar"><l>source</l><block var="data"/></block><block s="doIfElse"><custom-block s="is %s a %txt"><block var="source"/><l>vector</l></custom-block><script><block s="doSetVar"><l>typeOfData</l><l>vector</l></block></script><script><block s="doIfElse"><custom-block s="is %s a %txt"><block var="source"/><l>matrix</l></custom-block><script><block s="doSetVar"><l>typeOfData</l><l>matrix</l></block></script><script><block s="doReport"><l>ERROR: only defined for matrices, images, and vectors!</l></block></script></block></script></block></script></block><block s="doIf"><block s="reportLessThan"><block var="stride"/><l>1</l></block><script><block s="doReport"><l>ERROR: stride is too small!</l></block></script></block><block s="doSetVar"><l>typeOfPooling</l><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="typeOfPooling"/><l> </l></block></block></block><block s="doIfElse"><block s="reportNot"><block s="reportOr"><block s="reportOr"><block s="reportEquals"><block var="typeOfData"/><l>matrix</l></block><block s="reportEquals"><block var="typeOfData"/><l>vector</l></block></block><block s="reportOr"><block s="reportEquals"><block var="typeOfData"/><l>FITS</l></block><block s="reportEquals"><block var="typeOfData"/><l>RGB</l></block></block></block></block><script><block s="doReport"><l>ERROR: only defined for images, tables, and lists!</l></block></script><script><block s="doIf"><block s="reportEquals"><block var="typeOfData"/><l>vector</l></block><script><block s="doIfElse"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="source"/></block><l>0</l></block><script><block s="doReport"><l>ERROR: no data found!</l></block></script><script><block s="doSetVar"><l>width</l><block s="reportListAttribute"><l><option>length</option></l><block var="source"/></block></block><block s="doSetVar"><l>height</l><l>1</l></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="typeOfData"/><l>matrix</l></block><script><block s="doIfElse"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="source"/></block><l>0</l></block><script><block s="doReport"><l>ERROR: no data found!</l></block></script><script><block s="doSetVar"><l>width</l><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="source"/></block></block></block><block s="doSetVar"><l>height</l><block s="reportListAttribute"><l><option>length</option></l><block var="source"/></block></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="typeOfData"/><l>FITS</l></block><script><block s="doIfElse"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="source"/></block><l>0</l></block><script><block s="doReport"><l>ERROR: no data found!</l></block></script><script><block s="doSetVar"><l>width</l><l>1</l></block><block s="doSetVar"><l>height</l><block s="reportListAttribute"><l><option>length</option></l><block var="source"/></block></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="typeOfData"/><l>RGB</l></block><script><block s="doIfElse"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="source"/></block><l>0</l></block><script><block s="doReport"><l>ERROR: no data found!</l></block></script><script><block s="doSetVar"><l>width</l><custom-block s="SciSnap! global property %s"><l>width</l></custom-block></block><block s="doSetVar"><l>height</l><custom-block s="SciSnap! global property %s"><l>height</l></custom-block></block></script></block></script></block><block s="doReport"><block s="reportApplyExtension"><l>SciS_pooling(data,width,height,typeOfPooling,stride,typeOfData)</l><list><block var="source"/><block var="width"/><block var="height"/><block var="typeOfPooling"/><block var="stride"/><block var="typeOfData"/></list></block></block></script></block></script></block></script></block-definition><block-definition s="sort %&apos;data&apos; with predicate %&apos;fn&apos;" type="reporter" category="3. Data tools"><comment x="0" y="0" w="107.5" collapsed="false">Reports a sorted list.</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%predRing"></input></inputs><script><block s="doIfElse"><block s="reportAnd"><block s="reportIsA"><block var="data"/><l><option>list</option></l></block><block s="reportIsA"><block var="fn"/><l><option>predicate</option></l></block></block><script><block s="doReport"><block s="reportApplyExtension"><l>lst_sort(list, fn)</l><list><block var="data"/><block var="fn"/></list></block></block></script><script><block s="doReport"><l>ERROR: list and predicate required!</l></block></script></block></script></block-definition><block-definition s="%&apos;table&apos; sorted by column %&apos;name&apos; $nl ascending %&apos;ascending&apos; considering headline? %&apos;withHeadline&apos;" type="reporter" category="3. Data tools"><comment x="0" y="0" w="101.66666666666667" collapsed="false">Sorts a list or table.</comment><header></header><code></code><translations></translations><inputs><input type="%s">SciSnap!Data</input><input type="%s">numberOrName</input><input type="%b">true</input><input type="%b">true</input></inputs><script><block s="doDeclareVariables"><list><l>source</l><l>result</l><l>headline</l><l>n</l><l>isTable</l></list></block><block s="doWarp"><script><block s="doIfElse"><block s="reportEquals"><block var="table"/><l>SciSnap!Data</l></block><script><block s="doSetVar"><l>source</l><block var="SciSnap!Data"/></block></script><script><block s="doSetVar"><l>source</l><block var="table"/></block></script></block><block s="doSetVar"><l>isTable</l><custom-block s="is %s a %txt"><block var="source"/><l>table</l></custom-block></block><block s="doIf"><block s="reportNot"><block s="reportOr"><block var="isTable"/><block s="reportIsA"><block var="source"/><l><option>list</option></l></block></block></block><script><block s="doReport"><l>ERROR: only tables and lists supported!</l></block></script></block><block s="doIfElse"><block var="isTable"/><script><block s="doSetVar"><l>n</l><custom-block s="%s %s of %s $arrowRightOutline number"><l>column</l><block var="name"/><block var="source"/></custom-block></block></script><script><block s="doSetVar"><l>n</l><l>1</l></block></script></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="n"/><l><option>number</option></l></block></block><script><block s="doReport"><l>ERROR: unknown column name!</l></block></script></block><block s="doSetVar"><l>result</l><custom-block s="copy of %l"><block var="source"/></custom-block></block><block s="doIf"><block s="reportNot"><block var="withHeadline"/></block><script><block s="doSetVar"><l>headline</l><block s="reportListItem"><l>1</l><block var="result"/></block></block><block s="doDeleteFromList"><l>1</l><block var="result"/></block></script></block><block s="doIfElse"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="result"/></block><l><option>list</option></l></block><script><block s="doIf"><block s="reportOr"><block s="reportLessThan"><block var="n"/><l>1</l></block><block s="reportGreaterThan"><block var="n"/><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="result"/></block></block></block></block><script><block s="doReport"><l>ERROR: index out of range!</l></block></script></block><block s="doIfElse"><block var="ascending"/><script><block s="doSetVar"><l>result</l><block s="evaluate"><block s="reifyReporter"><autolambda><custom-block s="sort %l with predicate %predRing"><block var="result"/><block s="reifyPredicate"><autolambda><block s="reportLessThan"><block s="reportListItem"><block var="column"/><l/></block><block s="reportListItem"><block var="column"/><l/></block></block></autolambda><list></list></block></custom-block></autolambda><list><l>column</l></list></block><list><block var="n"/></list></block></block></script><script><block s="doSetVar"><l>result</l><block s="evaluate"><block s="reifyReporter"><autolambda><custom-block s="sort %l with predicate %predRing"><block var="result"/><block s="reifyPredicate"><autolambda><block s="reportGreaterThan"><block s="reportListItem"><block var="column"/><l/></block><block s="reportListItem"><block var="column"/><l/></block></block></autolambda><list></list></block></custom-block></autolambda><list><l>column</l></list></block><list><block var="n"/></list></block></block></script></block></script><script><block s="doIfElse"><block var="ascending"/><script><block s="doSetVar"><l>result</l><block s="evaluate"><block s="reifyReporter"><autolambda><custom-block s="sort %l with predicate %predRing"><block var="result"/><block s="reifyPredicate"><autolambda><block s="reportLessThan"><l></l><l></l></block></autolambda><list></list></block></custom-block></autolambda><list><l>column</l></list></block><list><block var="n"/></list></block></block></script><script><block s="doSetVar"><l>result</l><block s="evaluate"><block s="reifyReporter"><autolambda><custom-block s="sort %l with predicate %predRing"><block var="result"/><block s="reifyPredicate"><autolambda><block s="reportGreaterThan"><l></l><l></l></block></autolambda><list></list></block></custom-block></autolambda><list><l>column</l></list></block><list><block var="n"/></list></block></block></script></block></script></block><block s="doIf"><block s="reportNot"><block var="withHeadline"/></block><script><block s="doIfElse"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="result"/></block><l><option>list</option></l></block><script><custom-block s="add %s %l to %s"><l>column-headers</l><block var="headline"/><block var="result"/></custom-block></script><script><block s="doInsertInList"><block var="headline"/><l>1</l><block var="result"/></block></script></block></script></block><block s="doReport"><block var="result"/></block></script></block></script></block-definition><block-definition s="%&apos;choice&apos; of column %&apos;kName&apos; of %&apos;table&apos; $nl grouped by column %&apos;name&apos; considering headline? %&apos;withHeadline&apos;" type="reporter" category="3. Data tools"><comment x="0" y="0" w="201.66666666666669" collapsed="false">Determines a group of properties of a table.</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">mean<options>min&#xD;max&#xD;number&#xD;sum&#xD;mean</options></input><input type="%s">numberOrName</input><input type="%s">SciSnap!Data</input><input type="%s">numberOrName</input><input type="%b">true</input></inputs><script><block s="doDeclareVariables"><list><l>copy</l><l>source</l><l>groupcolumn</l><l>valuecolumn</l></list></block><block s="doWarp"><script><block s="doIfElse"><block s="reportEquals"><block var="table"/><l>SciSnap!Data</l></block><script><block s="doSetVar"><l>source</l><block var="SciSnap!Data"/></block></script><script><block s="doSetVar"><l>source</l><block var="table"/></block></script></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a %txt"><block var="source"/><l>table</l></custom-block></block><script><block s="doReport"><l>ERROR: only tables supported!</l></block></script></block><block s="doSetVar"><l>groupcolumn</l><custom-block s="%s %s of %s $arrowRightOutline number"><l>column</l><block var="name"/><block var="source"/></custom-block></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="groupcolumn"/><l><option>number</option></l></block></block><script><block s="doReport"><l>ERROR: unknown column name!</l></block></script></block><block s="doIf"><block s="reportOr"><block s="reportLessThan"><block var="groupcolumn"/><l>1</l></block><block s="reportGreaterThan"><block var="groupcolumn"/><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="source"/></block></block></block></block><script><block s="doReport"><l>ERROR: column index out of range!</l></block></script></block><block s="doSetVar"><l>valuecolumn</l><custom-block s="%s %s of %s $arrowRightOutline number"><l>column</l><block var="kName"/><block var="source"/></custom-block></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="valuecolumn"/><l><option>number</option></l></block></block><script><block s="doReport"><l>ERROR: unknown column name!</l></block></script></block><block s="doIf"><block s="reportOr"><block s="reportLessThan"><block var="valuecolumn"/><l>1</l></block><block s="reportGreaterThan"><block var="valuecolumn"/><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="source"/></block></block></block></block><script><block s="doReport"><l>ERROR: column index out of range!</l></block></script></block><block s="doSetVar"><l>choice</l><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="choice"/><l> </l></block></block></block><block s="doSetVar"><l>copy</l><block s="evaluate"><block s="reifyReporter"><autolambda><custom-block s="%s sorted by column %s %br ascending %b considering headline? %b"><block var="source"/><block var="column"/><l><bool>true</bool></l><block var="withHeadline"/></custom-block></autolambda><list><l>column</l></list></block><list><block var="groupcolumn"/></list></block></block><block s="doIf"><block s="reportNot"><block var="withHeadline"/></block><script><block s="doDeleteFromList"><l>1</l><block var="copy"/></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="copy"/></block><l>0</l></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doReport"><block s="reportApplyExtension"><l>SciS_groupeddata(aTable,compaircolumn,operation,groupcolumn)</l><list><block var="copy"/><block var="valuecolumn"/><block var="choice"/><block var="groupcolumn"/></list></block></block></script></block></script></block-definition><block-definition s="%&apos;choice&apos; of column %&apos;xName&apos; and %&apos;yName&apos; $nl of %&apos;table&apos; considering headline? %&apos;withHeadline&apos;" type="reporter" category="3. Data tools"><comment x="0" y="0" w="199.4230769230769" collapsed="false">Calculates the ranges, the covariance or the correlation between two columns of a table.&#xD;</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">ranges<options>ranges&#xD;covariance&#xD;correlation</options></input><input type="%s">numberOrName</input><input type="%s">numberOrName</input><input type="%s">SciSnap!Data</input><input type="%b">true</input></inputs><script><block s="doDeclareVariables"><list><l>source</l><l>copy</l><l>n</l><l>m</l></list></block><block s="doWarp"><script><block s="doIfElse"><block s="reportEquals"><block var="table"/><l>SciSnap!Data</l></block><script><block s="doSetVar"><l>source</l><block var="SciSnap!Data"/></block></script><script><block s="doSetVar"><l>source</l><block var="table"/></block></script></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a %txt"><block var="source"/><l>table</l></custom-block></block><script><block s="doReport"><l>ERROR: only tables supported!</l></block></script></block><block s="doSetVar"><l>n</l><custom-block s="%s %s of %s $arrowRightOutline number"><l>column</l><block var="xName"/><block var="source"/></custom-block></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="n"/><l><option>number</option></l></block></block><script><block s="doReport"><l>ERROR: unknown column name!</l></block></script></block><block s="doIf"><block s="reportOr"><block s="reportLessThan"><block var="n"/><l>1</l></block><block s="reportGreaterThan"><block var="n"/><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="source"/></block></block></block></block><script><block s="doReport"><l>ERROR: column index out of range!</l></block></script></block><block s="doSetVar"><l>m</l><custom-block s="%s %s of %s $arrowRightOutline number"><l>column</l><block var="yName"/><block var="source"/></custom-block></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="m"/><l><option>number</option></l></block></block><script><block s="doReport"><l>ERROR: unknown column name!</l></block></script></block><block s="doIf"><block s="reportOr"><block s="reportLessThan"><block var="m"/><l>1</l></block><block s="reportGreaterThan"><block var="m"/><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="source"/></block></block></block></block><script><block s="doReport"><l>ERROR: column index out of range!</l></block></script></block><block s="doSetVar"><l>copy</l><custom-block s="copy of %l"><block var="source"/></custom-block></block><block s="doSetVar"><l>choice</l><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="choice"/><l> </l></block></block></block><block s="doIf"><block s="reportNot"><block var="withHeadline"/></block><script><block s="doDeleteFromList"><l>1</l><block var="copy"/></block></script></block><block s="doIf"><block s="reportLessThan"><block s="reportListAttribute"><l><option>length</option></l><block var="copy"/></block><l>1</l></block><script><block s="doReport"><l>ERROR: bad data!</l></block></script></block><block s="doReport"><block s="reportApplyExtension"><l>SciS_propertiesoftable(selection,table,x,y)</l><list><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="choice"/><l> </l></block></block><block var="copy"/><block var="n"/><block var="m"/></list></block></block></script></block></script></block-definition><block-definition s="regression line parameters of %&apos;data&apos;" type="reporter" category="3. Data tools"><comment x="0" y="0" w="220.66666666666674" collapsed="false">Calculates the parameters of a regression line.</comment><header></header><code></code><translations></translations><inputs><input type="%s">SciSnap!Data</input></inputs><script><block s="doDeclareVariables"><list><l>meanX</l><l>meanY</l><l>denominator</l><l>numerator</l><l>m</l><l>b</l><l>source</l><l>sumX</l><l>sumY</l><l>dummy</l></list></block><block s="doWarp"><script><block s="doIfElse"><block s="reportEquals"><block var="data"/><l>SciSnap!Data</l></block><script><block s="doSetVar"><l>source</l><block var="SciSnap!Data"/></block></script><script><block s="doSetVar"><l>source</l><block var="data"/></block></script></block><block s="doIfElse"><block s="reportNot"><custom-block s="is %s a %txt"><block var="source"/><l>matrix</l></custom-block></block><script><block s="doReport"><l>ERROR: matrix required!</l></block></script><script><block s="doIf"><block s="reportNot"><block s="reportAnd"><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block var="source"/></block><l>0</l></block><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="source"/></block></block><l>2</l></block></block></block><script><block s="doReport"><l>ERROR: wrong data format!</l></block></script></block></script></block><block s="doSetVar"><l>sumX</l><l>0</l></block><block s="doSetVar"><l>sumY</l><l>0</l></block><block s="doSetVar"><l>numerator</l><l>0</l></block><block s="doSetVar"><l>denominator</l><l>0</l></block><block s="doSetVar"><l>dummy</l><block s="reportMap"><block s="reifyReporter"><script><block s="doChangeVar"><l>sumX</l><block s="reportListItem"><l>1</l><l/></block></block><block s="doChangeVar"><l>sumY</l><block s="reportListItem"><l>2</l><l/></block></block><block s="doReport"><l></l></block></script><list></list></block><block var="source"/></block></block><block s="doSetVar"><l>meanX</l><block s="reportQuotient"><block var="sumX"/><block s="reportListAttribute"><l><option>length</option></l><block var="source"/></block></block></block><block s="doSetVar"><l>meanY</l><block s="reportQuotient"><block var="sumY"/><block s="reportListAttribute"><l><option>length</option></l><block var="source"/></block></block></block><block s="doSetVar"><l>dummy</l><block s="reportMap"><block s="reifyReporter"><script><block s="doChangeVar"><l>numerator</l><block s="reportVariadicProduct"><list><block s="reportDifference"><block s="reportListItem"><l>1</l><l/></block><block var="meanX"/></block><block s="reportDifference"><block s="reportListItem"><l>2</l><l/></block><block var="meanY"/></block></list></block></block><block s="doChangeVar"><l>denominator</l><block s="reportVariadicProduct"><list><block s="reportDifference"><block s="reportListItem"><l>1</l><l/></block><block var="meanX"/></block><block s="reportDifference"><block s="reportListItem"><l>1</l><l/></block><block var="meanX"/></block></list></block></block><block s="doReport"><l></l></block></script><list></list></block><block var="source"/></block></block><block s="doSetVar"><l>m</l><block s="reportQuotient"><block var="numerator"/><block var="denominator"/></block></block><block s="doSetVar"><l>b</l><block s="reportDifference"><block var="meanY"/><block s="reportVariadicProduct"><list><block var="m"/><block var="meanX"/></list></block></block></block><block s="doReport"><block s="reportNewList"><list><block var="m"/><block var="b"/></list></block></block></script></block></script></block-definition><block-definition s="%&apos;k&apos; next neighbors of %&apos;point&apos; $nl in %&apos;data&apos;" type="reporter" category="3. Data tools"><comment x="0" y="0" w="229.00000000000003" collapsed="false">Determines the next k neighbours of a point in data. The class of the point has to be in column 3.</comment><header></header><code></code><translations></translations><inputs><input type="%n">5</input><input type="%l"></input><input type="%s">SciSnap!Data</input></inputs><script><block s="doDeclareVariables"><list><l>neighbors</l><l>points</l><l>result</l><l>dummy</l><l>x1</l><l>y1</l><l>x2</l><l>y2</l><l>class</l></list></block><block s="doWarp"><script><block s="doIfElse"><block s="reportEquals"><block var="data"/><l>SciSnap!Data</l></block><script><block s="doSetVar"><l>points</l><block var="SciSnap!Data"/></block></script><script><block s="doSetVar"><l>points</l><block var="data"/></block></script></block><block s="doIfElse"><block s="reportNot"><custom-block s="is %s a %txt"><block var="points"/><l>table</l></custom-block></block><script><block s="doReport"><l>ERROR: table requested!</l></block></script><script><block s="doIfElse"><block s="reportNot"><custom-block s="is %s a %txt"><block var="point"/><l>vector</l></custom-block></block><script><block s="doReport"><l>ERROR: vector requested!</l></block></script><script><block s="doIfElse"><block s="reportLessThan"><block var="k"/><l>2</l></block><script><block s="doReport"><l>ERROR: number of neighbors too small!</l></block></script><script><block s="doSetVar"><l>neighbors</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>x1</l><block s="reportListItem"><l>1</l><block var="point"/></block></block><block s="doSetVar"><l>y1</l><block s="reportListItem"><l>2</l><block var="point"/></block></block><block s="doSetVar"><l>dummy</l><block s="reportMap"><block s="reifyReporter"><script><block s="doSetVar"><l>x2</l><block s="reportListItem"><l>1</l><block var="point2"/></block></block><block s="doSetVar"><l>y2</l><block s="reportListItem"><l>2</l><block var="point2"/></block></block><block s="doSetVar"><l>class</l><block s="reportListItem"><l><option>last</option></l><block var="point2"/></block></block><block s="doAddToList"><block s="reportNewList"><list><block var="x2"/><block var="y2"/><block s="reportMonadic"><l><option>sqrt</option></l><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="x1"/><block var="x2"/></block><block s="reportDifference"><block var="x1"/><block var="x2"/></block></list></block><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="y1"/><block var="y2"/></block><block s="reportDifference"><block var="y1"/><block var="y2"/></block></list></block></list></block></block><block var="class"/></list></block><block var="neighbors"/></block><block s="doReport"><l></l></block></script><list><l>point2</l></list></block><block var="points"/></block></block><block s="doSetVar"><l>neighbors</l><custom-block s="%s sorted by column %s %br ascending %b considering headline? %b"><block var="neighbors"/><l>3</l><l><bool>true</bool></l><l><bool>true</bool></l></custom-block></block><block s="doReport"><custom-block s="subsection of %s in %s from %br %s %s to %s %s"><l>table-data</l><block var="neighbors"/><l>1</l><l>1</l><l>4</l><block var="k"/></custom-block></block></script></block></script></block></script></block></script></block></script></block-definition><block-definition s="convolution kernel %&apos;kernel&apos; applied $nl to %&apos;typeOfData&apos; %&apos;data&apos; width %&apos;width&apos; height %&apos;height&apos;" type="reporter" category="3. Data tools"><comment x="0" y="0" w="107.33333333333348" collapsed="false">Applies a convolution to a table with FITS, RGB, or table values.</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%s" readonly="true">table<options>image&#xD;table</options></input><input type="%s">SciSnap!Data</input><input type="%n">100</input><input type="%n">100</input></inputs><script><block s="doDeclareVariables"><list><l>w</l><l>h</l><l>t</l><l>m</l><l>source</l></list></block><block s="doWarp"><script><block s="doIfElse"><block s="reportEquals"><block var="data"/><l>SciSnap!Data</l></block><script><block s="doSetVar"><l>source</l><block var="SciSnap!Data"/></block></script><script><block s="doIfElse"><custom-block s="is %s a %txt"><block var="data"/><l>matrix</l></custom-block><script><block s="doSetVar"><l>source</l><block var="data"/></block></script><script><block s="doReport"><l>ERROR: wrong data type!</l></block></script></block></script></block><block s="doIfElse"><block s="reportNot"><block s="reportAnd"><block s="reportIsA"><block var="source"/><l><option>list</option></l></block><custom-block s="is %s a %txt"><block var="kernel"/><l>matrix</l></custom-block></block></block><script><block s="doReport"><l>ERROR: wrong data format!</l></block></script><script><block s="doSetVar"><l>h</l><block s="reportListAttribute"><l><option>length</option></l><block var="kernel"/></block></block><block s="doSetVar"><l>w</l><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="kernel"/></block></block></block><block s="doIfElse"><block s="reportOr"><block s="reportNot"><block s="reportEquals"><block var="w"/><block var="h"/></block></block><block s="reportOr"><block s="reportEquals"><block s="reportVariadicProduct"><list><l>2</l><block s="reportRound"><block s="reportQuotient"><block var="w"/><l>2</l></block></block></list></block><block var="w"/></block><block s="reportEquals"><block s="reportVariadicProduct"><list><l>2</l><block s="reportRound"><block s="reportQuotient"><block var="h"/><l>2</l></block></block></list></block><block var="h"/></block></block></block><script><block s="doReport"><l>ERROR: wrong kernel!</l></block></script><script><block s="doSetVar"><l>typeOfData</l><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="typeOfData"/><l> </l></block></block></block><block s="doSetVar"><l>m</l><block s="reportRound"><block s="reportQuotient"><block var="w"/><l>2</l></block></block></block><block s="doIfElse"><block s="reportEquals"><block var="typeOfData"/><l>image</l></block><script><block s="doIfElse"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="source"/></block><l><option>number</option></l></block><script><block s="doSetVar"><l>t</l><l>FITS</l></block></script><script><block s="doIfElse"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="source"/></block><l><option>list</option></l></block><script><block s="doSetVar"><l>t</l><l>RGB</l></block></script><script><block s="doReport"><l>ERROR wrong data format!</l></block></script></block></script></block></script><script><block s="doSetVar"><l>t</l><l>table</l></block><block s="doSetVar"><l>width</l><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="source"/></block></block></block><block s="doSetVar"><l>height</l><block s="reportListAttribute"><l><option>length</option></l><block var="source"/></block></block></script></block><block s="doReport"><block s="reportApplyExtension"><l>SciS_convolution(kernel,data,width,height,typeOfData,mIndex,kWidth)</l><list><block var="kernel"/><block var="source"/><block var="width"/><block var="height"/><block var="t"/><block var="m"/><block var="w"/></list></block></block></script></block></script></block></script></block></script></block-definition><block-definition s="%&apos;k&apos; -means clustering for %&apos;data&apos; $nl with Euclidean metrics" type="reporter" category="3. Data tools"><comment x="0" y="0" w="167.33333333333348" collapsed="false">Custering of n-dimensional data with k-means-method. Cluster numbers are attached to the data.</comment><header></header><code></code><translations></translations><inputs><input type="%n">3</input><input type="%s">SciSnap!Data</input></inputs><script><block s="doDeclareVariables"><list><l>source</l></list></block><block s="doWarp"><script><block s="doIfElse"><block s="reportEquals"><block var="data"/><l>SciSnap!Data</l></block><script><block s="doSetVar"><l>source</l><custom-block s="copy of %l"><block var="SciSnap!Data"/></custom-block></block></script><script><block s="doSetVar"><l>source</l><custom-block s="copy of %l"><block var="data"/></custom-block></block></script></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a %txt"><block var="source"/><l>matrix</l></custom-block></block><script><block s="doReport"><l>ERROR: only defined for matrices!</l></block></script></block><block s="doIf"><block s="reportLessThanOrEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="source"/></block><block var="k"/></block><script><block s="doReport"><l>ERROR: too few data!</l></block></script></block><block s="doReport"><block s="reportApplyExtension"><l>SciS_k-means-clustering(k,data)</l><list><block var="k"/><block var="source"/></list></block></block></script></block></script></block-definition><block-definition s="%&apos;k&apos; -means clustering for %&apos;data&apos; with metric %&apos;metric&apos;" type="reporter" category="3. Data tools"><comment x="0" y="0" w="185.33333333333348" collapsed="false">Custering of n-dimensional data with k-means-method. A metric has to be delivered as a ringified term. Cluster numbers are attached to the data.</comment><header></header><code></code><translations></translations><inputs><input type="%n">3</input><input type="%s">SciSnap!Data</input><input type="%repRing">ringified operator</input></inputs><script><block s="doDeclareVariables"><list><l>source</l><l>result</l><l>minmax</l><l>dimension</l><l>centers</l><l>center</l><l>anyChanges</l><l>minDistance</l><l>distance</l><l>nearestCenter</l><l>dummy</l><l>dummy2</l><l>n</l></list></block><block s="doWarp"><script><block s="doIfElse"><block s="reportEquals"><block var="data"/><l>SciSnap!Data</l></block><script><block s="doSetVar"><l>source</l><block var="SciSnap!Data"/></block></script><script><block s="doSetVar"><l>source</l><block var="data"/></block></script></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a %txt"><block var="source"/><l>matrix</l></custom-block></block><script><block s="doReport"><l>ERROR: only defined for matrices!</l></block></script></block><block s="doIf"><block s="reportLessThanOrEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="source"/></block><block var="k"/></block><script><block s="doReport"><l>ERROR: too few data!</l></block></script></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="metric"/><l><option>reporter</option></l></block></block><script><block s="doReport"><l>ERROR: ringified operator for metric required!</l></block></script></block><block s="doSetVar"><l>result</l><block s="reportMap"><block s="reifyReporter"><script><block s="doReport"><block s="reportConcatenatedLists"><list><l/><block s="reportNewList"><list><l>0</l></list></block></list></block></block></script><list></list></block><block var="source"/><comment w="161.66666666666669" collapsed="false">add cluster number 0 to data</comment></block></block><block s="doSetVar"><l>dimension</l><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="source"/></block></block></block><block s="doSetVar"><l>minmax</l><block s="reportNewList"><list></list></block></block><block s="doFor"><l>i</l><l>1</l><block var="dimension"/><script><block s="doAddToList"><block s="reportNewList"><list><custom-block s="%s of vector %l"><l>min</l><custom-block s="%s %s of %s with first item? %b"><l>column</l><block var="i"/><block var="source"/><l><bool>true</bool></l></custom-block></custom-block><custom-block s="%s of vector %l"><l>max</l><custom-block s="%s %s of %s with first item? %b"><l>column</l><block var="i"/><block var="source"/><l><bool>true</bool></l></custom-block></custom-block></list></block><block var="minmax"/></block></script><comment w="175" collapsed="false">calculate min and max for all columns</comment></block><block s="doSetVar"><l>centers</l><block s="reportNewList"><list></list></block></block><block s="doFor"><l>i</l><l>1</l><block var="k"/><script><block s="doSetVar"><l>center</l><block s="reportNewList"><list></list></block></block><block s="doFor"><l>m</l><l>1</l><block var="dimension"/><script><block s="doAddToList"><block s="reportRandom"><block s="reportListItem"><l>1</l><block s="reportListItem"><block var="m"/><block var="minmax"/></block></block><block s="reportListItem"><l>2</l><block s="reportListItem"><block var="m"/><block var="minmax"/></block></block></block><block var="center"/></block></script><comment w="133.33333333333334" collapsed="false">choose k random centers</comment></block><block s="doAddToList"><block var="i"/><block var="center"/></block><block s="doAddToList"><block var="center"/><block var="centers"/></block></script><comment w="189.55696614583346" collapsed="false">calculate min and max for all columns</comment></block><block s="doSetVar"><l>anyChanges</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doSetVar"><l>n</l><l>0</l></block><block s="doUntil"><block s="reportNot"><block var="anyChanges"/></block><script><block s="doChangeVar"><l>n</l><l>1</l></block><block s="doIf"><block s="reportGreaterThan"><block var="n"/><l>2000</l></block><script><block s="doReport"><block var="result"/></block></script></block><block s="doSetVar"><l>anyChanges</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doSetVar"><l>dummy</l><block s="reportAtomicMap"><block s="reifyReporter"><script><block s="doSetVar"><l>minDistance</l><l>100000000</l></block><block s="doSetVar"><l>nearestCenter</l><l>0</l></block><block s="doSetVar"><l>dummy2</l><block s="reportMap"><block s="reifyReporter"><script><block s="doSetVar"><l>distance</l><block s="evaluate"><block var="metric"/><list><block var="point"/><block var="center"/></list></block></block><block s="doIf"><block s="reportLessThan"><block var="distance"/><block var="minDistance"/></block><script><block s="doSetVar"><l>nearestCenter</l><block s="reportListItem"><block s="reportVariadicSum"><list><block var="dimension"/><l>1</l></list></block><block var="center"/></block></block><block s="doSetVar"><l>minDistance</l><block var="distance"/></block></script></block><block s="doReport"><l></l></block></script><list><l>center</l></list></block><block var="centers"/></block></block><block s="doIf"><block s="reportNotEquals"><block var="nearestCenter"/><block s="reportListItem"><block s="reportVariadicSum"><list><block var="dimension"/><l>1</l></list></block><block var="point"/></block></block><script><block s="doReplaceInList"><block s="reportVariadicSum"><list><block var="dimension"/><l>1</l></list></block><block var="point"/><block var="nearestCenter"/></block><block s="doSetVar"><l>anyChanges</l><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block><block s="doReport"><l></l></block></script><list><l>point</l></list></block><block var="result"/></block><comment w="90" collapsed="false">build clusters</comment></block><block s="doIf"><block var="anyChanges"/><script><block s="doFor"><l>i</l><l>1</l><block var="k"/><script><block s="doSetVar"><l>dummy</l><custom-block s="select rows of %s where %br column %s is %s %s"><block var="result"/><block s="reportVariadicSum"><list><block var="dimension"/><l>1</l></list></block><l>equal-to</l><block var="i"/></custom-block></block><block s="doIf"><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block var="dummy"/></block><l>0</l></block><script><block s="doFor"><l>m</l><l>1</l><block var="dimension"/><script><block s="doReplaceInList"><block var="m"/><block s="reportListItem"><block var="i"/><block var="centers"/></block><custom-block s="%s of vector %l"><l>mean</l><custom-block s="%s %s of %s with first item? %b"><l>column</l><block var="m"/><block var="dummy"/><l><bool>true</bool></l></custom-block></custom-block></block></script></block></script></block></script><comment w="90" collapsed="false">adjust centers</comment></block></script></block></script></block><block s="doReport"><block var="result"/></block></script></block></script></block-definition><block-definition s="Levenshtein-distance of %&apos;s1&apos; and %&apos;s2&apos;" type="reporter" category="3. Data tools"><comment x="0" y="0" w="90" collapsed="false">Metric for Strtings.</comment><header></header><code></code><translations></translations><inputs><input type="%txt">Saturday</input><input type="%txt">Sunday</input></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>SciS_LevenshteinDistance(s1,s2)</l><list><block var="s1"/><block var="s2"/></list></block></block></script></block-definition><block-definition s="DBSCAN clustering for %&apos;data&apos; radius %&apos;r&apos; minMembers %&apos;minMembers&apos;" type="reporter" category="3. Data tools"><comment x="0" y="0" w="177.66666666666674" collapsed="false">labels of data: -1 not visited, 0 visited, -2 noise, &gt;0 clusternr</comment><header></header><code></code><translations></translations><inputs><input type="%s">SciSnap!Data</input><input type="%n">50</input><input type="%n">5</input></inputs><script><block s="doDeclareVariables"><list><l>source</l></list></block><block s="doWarp"><script><block s="doIfElse"><block s="reportEquals"><block var="data"/><l>SciSnap!Data</l></block><script><block s="doSetVar"><l>source</l><custom-block s="copy of %l"><block var="SciSnap!Data"/></custom-block></block></script><script><block s="doSetVar"><l>source</l><custom-block s="copy of %l"><block var="data"/></custom-block></block></script></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a %txt"><block var="source"/><l>matrix</l></custom-block></block><script><block s="doReport"><l>ERROR: only defined for matrices!</l></block></script></block><block s="doIf"><block s="reportLessThanOrEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="source"/></block><l>2</l></block><script><block s="doReport"><l>ERROR: too few data!</l></block></script></block><block s="doReport"><block s="reportApplyExtension"><l>SciS_DBSCAN(data,r,minMembers)</l><list><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportConcatenatedLists"><list><l/><block s="reportNewList"><list><l>-1</l></list></block></list></block></autolambda><list></list></block><block var="source"/></block><block var="r"/><block var="minMembers"/></list></block></block></script></block></script></block-definition><block-definition s="decision tree ID3 for %&apos;data&apos; $nl with labeled data in last column" type="reporter" category="3. Data tools"><comment x="0" y="0" w="306" collapsed="false">reports a ID3 decision tree constructed on the base of labeled data</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>countedValues</l><l>information gains</l><l>newData</l><l>links</l><l>compareColumn</l><l>values</l><l>nTotal</l><l>result</l></list></block><block s="doWarp"><script><block s="doIf"><block s="reportNot"><custom-block s="is %s a %txt"><block var="data"/><l>table</l></custom-block><comment w="90" collapsed="false">wrong data</comment></block><script><block s="doReport"><l>ERROR: table required!</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="data"/></block><l>0</l><comment w="90" collapsed="false">empty dataset</comment></block><script><block s="doReport"><l>empty dataset</l></block></script></block><block s="doSetVar"><l>countedValues</l><custom-block s="count values in %l"><custom-block s="%s %s of %s with first item? %b"><l>column</l><l>last</l><block var="data"/><l><bool>true</bool></l></custom-block></custom-block></block><block s="doIf"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="countedValues"/></block><l>1</l></block><script><block s="doReport"><block s="reportNewList"><list><l>leaf</l><block s="reportListItem"><l>1</l><block s="reportListItem"><l>1</l><block var="countedValues"/></block></block></list></block></block></script><comment w="122.00000000000001" collapsed="false">only one result --&gt; ready</comment></block><block s="doIf"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="data"/></block></block><l>1</l></block><script><block s="doReport"><block s="reportNewList"><list><l>leaf (unambiguous)</l><block s="reportListItem"><l>1</l><block s="reportListItem"><block s="reportRandom"><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="countedValues"/></block></block><block var="countedValues"/></block></block></list></block></block></script><comment w="122.00000000000001" collapsed="false">only one attribut left --&gt; ready</comment></block><block s="doSetVar"><l>information gains</l><block s="reportNewList"><list></list></block></block><block s="doFor"><l>i</l><l>1</l><block s="reportDifference"><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="data"/></block></block><l>1</l></block><script><block s="doSetVar"><l>nTotal</l><block s="reportListAttribute"><l><option>length</option></l><block var="data"/></block></block><block s="doSetVar"><l>result</l><custom-block s="entropy of %l"><custom-block s="%s %s of %s with first item? %b"><l>column</l><l>last</l><block var="data"/><l><bool>true</bool></l></custom-block></custom-block></block><block s="doSetVar"><l>values</l><custom-block s="count values in %l"><custom-block s="%s %s of %s with first item? %b"><l>column</l><block var="i"/><block var="data"/><l><bool>true</bool></l></custom-block></custom-block></block><block s="doForEach"><l>item</l><block var="values"/><script><block s="doSetVar"><l>result</l><block s="reportDifference"><block var="result"/><block s="reportVariadicProduct"><list><block s="reportQuotient"><block s="reportListItem"><l>2</l><block var="item"/></block><block var="nTotal"/></block><custom-block s="entropy of %l"><custom-block s="%s %s of %s with first item? %b"><l>column</l><l>last</l><custom-block s="select rows of %s where %br column %s is %s %s"><block var="data"/><block var="i"/><l>equal-to</l><block s="reportListItem"><l>1</l><block var="item"/></block></custom-block><l><bool>true</bool></l></custom-block></custom-block></list></block></block></block></script></block><block s="doAddToList"><block s="reportNewList"><list><block var="i"/><block var="result"/></list></block><block var="information gains"/></block></script><comment w="209" collapsed="false">calculate information gains for all attributes</comment></block><block s="doSetVar"><l>information gains</l><custom-block s="%s sorted by column %s %br ascending %b considering headline? %b"><block var="information gains"/><l>2</l><l><bool>false</bool></l><l><bool>true</bool></l></custom-block></block><block s="doSetVar"><l>compareColumn</l><block s="reportListItem"><l>1</l><block s="reportListItem"><l>1</l><block var="information gains"/></block></block><comment w="165" collapsed="false">take attribute with max information gain as compare criterion</comment></block><block s="doSetVar"><l>countedValues</l><custom-block s="count values in %l"><custom-block s="%s %s of %s with first item? %b"><l>column</l><block var="compareColumn"/><block var="data"/><l><bool>true</bool></l></custom-block></custom-block></block><block s="doSetVar"><l>links</l><block s="reportNewList"><list></list></block></block><block s="doForEach"><l>item</l><block var="countedValues"/><script><block s="doSetVar"><l>newData</l><custom-block s="select rows of %s where %br column %s is %s %s"><block var="data"/><block var="compareColumn"/><l>equal-to</l><block s="reportListItem"><l>1</l><block var="item"/></block></custom-block></block><custom-block s="delete %s %s of %s"><l>column</l><block var="compareColumn"/><block var="newData"/></custom-block><block s="doAddToList"><block s="reportNewList"><list><block s="reportListItem"><l>1</l><block var="item"/></block><custom-block s="decision tree ID3 for %l %br with labeled data in last column"><block var="newData"/></custom-block></list></block><block var="links"/></block></script><comment w="257" collapsed="false">recursive construction of ID3 trees for all other attributes</comment></block><block s="doReport"><block s="reportNewList"><list><l>node</l><block s="reportListItem"><l>1</l><block s="reportListItem"><l>1</l><block var="information gains"/></block></block><block var="links"/></list></block></block></script></block></script></block-definition><block-definition s="SQL-Example 1: simple query" type="command" category="4. SQL tools"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="configure SQL"></custom-block><block s="doShowVar"><l>SQLData</l></block><custom-block s="connect to database server"></custom-block><custom-block s="choose database no. %n"><l>2</l></custom-block><custom-block s="import SQL-data from %l to SQLData"><custom-block s="exec SQL-command %txt"><custom-block s="SELECT %s %mult%txt FROM %mult%txt WHERE %b"><l>*</l><list></list><list><l>schueler</l></list><l/></custom-block></custom-block></custom-block></script></block-definition><block-definition s="empty" type="command" category="0. My own blocks"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="copy current costume of %&apos;sprite&apos; to sprite costumes" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>target</l></list></block><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIfElse"><block s="reportIsA"><block s="reportAskFor"><block var="target"/><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>costume</option></l></block></autolambda><list></list></block><list></list></block><l><option>costume</option></l></block><script><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doAddToList"><block s="reportGet"><l><option>costume</option></l></block><block s="reportGet"><l><option>costumes</option></l></block></block></script><list></list></block><list></list></block></script><script><custom-block s="report SciSnap! error %txt"><l>ERROR: no costume there!</l></custom-block></script></block></script></block-definition><block-definition s="vertexnumber of graph on %&apos;sprite&apos; at mouse position" type="reporter" category="7. GraphPad for graph operations"><comment x="0" y="0" w="188" collapsed="false">Returns the vertexnumber of a vertex near mouse position, if there is one.</comment><header></header><code></code><translations></translations><inputs><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>target</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a GraphPad?"><block var="target"/></custom-block></block><script><block s="doReport"><l>ERROR: target isn&apos;t configured as GraphPad!</l></block></script></block><block s="doReport"><block s="reportApplyExtension"><l>SciS_vertexnumberAtGraph(vlist,cAttributes,vAttributes,x,y)</l><list><block s="reportAttributeOf"><l>vertexList</l><block var="target"/></block><custom-block s="GraphPadProperty %txt of %txt"><l>costumeProperties</l><block var="target"/></custom-block><custom-block s="GraphPadProperty %txt of %txt"><l>vertexProperties</l><block var="target"/></custom-block><block s="reportDifference"><block s="reportMouseX"></block><block s="reportAttributeOf"><l><option>x position</option></l><block var="target"/></block></block><block s="reportDifference"><block s="reportMouseY"></block><block s="reportAttributeOf"><l><option>y position</option></l><block var="target"/></block></block></list></block></block></script></block></script></block-definition><block-definition s="classify %&apos;data&apos; with ID3-tree %&apos;tree&apos;" type="reporter" category="3. Data tools"><comment x="0" y="0" w="269" collapsed="false">returns the class of a dataset using an ID3-decision-tree</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>colNumber</l><l>compareData</l><l>ready</l><l>i</l><l>item</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>compareData</l><custom-block s="copy of %l"><block var="data"/></custom-block></block><block s="doIf"><block s="reportEquals"><block s="reportListItem"><l>1</l><block var="tree"/></block><l>leaf</l></block><script><block s="doReport"><block s="reportJoinWords"><list><l>result: </l><block s="reportListItem"><l>2</l><block var="tree"/></block></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportListItem"><l>1</l><block var="tree"/></block><l>leaf (unambiguous)</l></block><script><block s="doReport"><block s="reportJoinWords"><list><l>result (unambiguous): </l><block s="reportListItem"><l>2</l><block var="tree"/></block></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportListItem"><l>1</l><block var="tree"/></block><l>node</l></block><script><block s="doSetVar"><l>colNumber</l><block s="reportListItem"><l>2</l><block var="tree"/></block></block><block s="doSetVar"><l>ready</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doSetVar"><l>i</l><l>1</l></block><block s="doUntil"><block s="reportOr"><block s="reportGreaterThan"><block var="i"/><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>3</l><block var="tree"/></block></block></block><block var="ready"/></block><script><block s="doSetVar"><l>item</l><block s="reportListItem"><block var="i"/><block s="reportListItem"><l>3</l><block var="tree"/></block></block></block><block s="doIf"><block s="reportEquals"><block s="reportListItem"><block var="colNumber"/><block var="compareData"/></block><block s="reportListItem"><l>1</l><block var="item"/></block></block><script><block s="doSetVar"><l>ready</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doDeleteFromList"><block var="colNumber"/><block var="compareData"/></block><block s="doReport"><custom-block s="classify %l with ID3-tree %l"><block var="compareData"/><block s="reportListItem"><l>2</l><block var="item"/></block></custom-block></block></script></block><block s="doChangeVar"><l>i</l><l>1</l></block></script></block></script></block><block s="doReport"><l>ERROR: no sensefull data to compare found!</l></block></script></block></script></block-definition><block-definition s="vector %&apos;items&apos;" type="reporter" category="2. Math tools"><comment x="0" y="0" w="172.5" collapsed="false">Reports a vector, built by the items.</comment><header></header><code></code><translations></translations><inputs><input type="%mult%n"></input></inputs><script><block s="doIfElse"><custom-block s="is %s a %txt"><block var="items"/><l>vector</l></custom-block><script><block s="doReport"><block var="items"/></block></script><script><block s="doReport"><l>ERROR: only numbers are allowed in vectors!</l></block></script></block></script></block-definition><block-definition s="vector dim %&apos;n&apos; with random $nl components range %&apos;min&apos; to %&apos;max&apos;" type="reporter" category="2. Math tools"><comment x="0" y="0" w="291.42857142857144" collapsed="false">Returns a new vector of dimension n with random elements.</comment><header></header><code></code><translations></translations><inputs><input type="%n">3</input><input type="%n">1</input><input type="%n">10</input></inputs><script><block s="doDeclareVariables"><list><l>result</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>result</l><block s="reportNewList"><list></list></block></block><block s="doFor"><l>j</l><l>1</l><block var="n"/><script><block s="doAddToList"><block s="reportRandom"><block var="min"/><block var="max"/></block><block var="result"/></block></script></block><block s="doReport"><block var="result"/></block></script></block></script></block-definition><block-definition s="matrix of vectors %&apos;vectors&apos;" type="reporter" category="2. Math tools"><comment x="0" y="0" w="220.8333333333337" collapsed="false">Returns a matrix formed from the input vectors.</comment><header></header><code></code><translations></translations><inputs><input type="%mult%l"></input></inputs><script><block s="doDeclareVariables"><list><l>result</l><l>length</l></list></block><block s="doWarp"><script><block s="doIf"><block s="reportLessThan"><block s="reportListAttribute"><l><option>length</option></l><block var="vectors"/></block><l>2</l></block><script><block s="doReport"><l>ERROR: more vectors necessary!</l></block></script></block><block s="doSetVar"><l>length</l><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="vectors"/></block></block></block><block s="doSetVar"><l>result</l><block s="reportNewList"><list></list></block></block><block s="doForEach"><l>item</l><block var="vectors"/><script><block s="doIfElse"><block s="reportAnd"><custom-block s="is %s a %txt"><block var="item"/><l>vector</l></custom-block><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="item"/></block><block var="length"/></block></block><script><block s="doAddToList"><block var="item"/><block var="result"/></block></script><script><block s="doReport"><l>ERROR: different types of vectors!</l></block></script></block></script></block><block s="doReport"><block var="result"/></block></script></block></script></block-definition><block-definition s="%&apos;n&apos; x %&apos;m&apos; matrix with random $nl components range %&apos;min&apos; to %&apos;max&apos;" type="reporter" category="2. Math tools"><comment x="0" y="0" w="245.0000000000001" collapsed="false">Returns a new nxm-matrix with random elements.</comment><header></header><code></code><translations></translations><inputs><input type="%n">3</input><input type="%n">2</input><input type="%n">1</input><input type="%n">10</input></inputs><script><block s="doDeclareVariables"><list><l>result</l><l>row</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>result</l><block s="reportNewList"><list></list></block></block><block s="doIf"><custom-block s="any of %mult%boolUE"><list><block s="reportLessThan"><block var="n"/><l>1</l></block><block s="reportLessThan"><block var="m"/><l>1</l></block></list></custom-block><script><block s="doReport"><block var="result"/></block></script></block><block s="doFor"><l>i</l><l>1</l><block var="m"/><script><block s="doSetVar"><l>row</l><block s="reportNewList"><list></list></block></block><block s="doFor"><l>j</l><l>1</l><block var="n"/><script><block s="doAddToList"><block s="reportRandom"><block var="min"/><block var="max"/></block><block var="row"/></block></script></block><block s="doAddToList"><block var="row"/><block var="result"/></block></script></block><block s="doReport"><block var="result"/></block></script></block></script></block-definition><block-definition s="transpose %&apos;data&apos;" type="reporter" category="2. Math tools"><comment x="0" y="0" w="213.7279843444227" collapsed="false">Creates the transpose of a vector or a matrix.</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doWarp"><script><block s="doDeclareVariables"><list><l>result</l></list></block><block s="doIfElse"><block s="reportNot"><block s="reportIsA"><block var="data"/><l><option>list</option></l></block></block><script><block s="doReport"><l>ERROR: data are not transposable!</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="data"/></block><l>0</l></block><script><block s="doReport"><block var="data"/></block></script><script><block s="doIfElse"><custom-block s="is %s a %txt"><block var="data"/><l>vector</l></custom-block><script><block s="doIfElse"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="data"/></block><l><option>list</option></l></block><script><block s="doReport"><block s="reportAtomicMap"><block s="reifyReporter"><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="value"/></block></block></script><list><l>value</l></list></block><block var="data"/></block></block></script><script><block s="doReport"><block s="reportAtomicMap"><block s="reifyReporter"><script><block s="doReport"><block s="reportNewList"><list><block var="value"/></list></block></block></script><list><l>value</l></list></block><block var="data"/></block></block></script></block></script><script><block s="doIfElse"><custom-block s="is %s a %txt"><block var="data"/><l>matrix</l></custom-block><script><block s="doReport"><block s="reportListAttribute"><l><option>columns</option></l><block var="data"/></block></block></script><script><block s="doReport"><l>ERROR: data are not transposable!</l></block></script></block></script></block></script></block></script></block></script></block></script></block-definition><block-definition s="%&apos;choice&apos; of vector %&apos;data&apos;" type="reporter" category="2. Math tools"><comment x="0" y="0" w="211.4285714285715" collapsed="false">Determines a property of a vector.</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">min<options>min&#xD;max&#xD;minpos&#xD;maxpos&#xD;number&#xD;sum&#xD;mean&#xD;median&#xD;variance&#xD;standard-deviation&#xD;softmax</options></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>result</l><l>help</l><l>n</l><l>sum</l></list></block><block s="doWarp"><script><block s="doIf"><block s="reportNot"><custom-block s="is %s a %txt"><block var="data"/><l>vector</l></custom-block></block><script><block s="doReport"><l>ERROR: only vectors supported!</l></block></script></block><block s="doSetVar"><l>data</l><custom-block s="copy of %l"><block var="data"/></custom-block></block><block s="doIf"><custom-block s="is %s a %txt"><block var="data"/><l>transposed-vector</l></custom-block><script><block s="doSetVar"><l>data</l><custom-block s="transpose %l"><block var="data"/></custom-block></block></script></block><block s="doIf"><block s="reportLessThan"><block s="reportListAttribute"><l><option>length</option></l><block var="data"/></block><l>1</l></block><script><block s="doReport"><l></l></block></script></block><block s="doSetVar"><l>choice</l><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="choice"/><l> </l></block></block></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>softmax</l></block><script><block s="doSetVar"><l>n</l><block s="reportListAttribute"><l><option>length</option></l><block var="data"/></block></block><block s="doSetVar"><l>sum</l><l>0</l></block><block s="doFor"><l>i</l><l>1</l><block var="n"/><script><block s="doChangeVar"><l>sum</l><block s="reportMonadic"><l><option>e^</option></l><block s="reportListItem"><block var="i"/><block var="data"/></block></block></block></script></block><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportQuotient"><block s="reportMonadic"><l><option>e^</option></l><l></l></block><block var="sum"/></block></autolambda><list></list></block><block var="data"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>median</l></block><script><block s="doSetVar"><l>result</l><custom-block s="sort %l with predicate %predRing"><block var="data"/><block s="reifyPredicate"><autolambda><block s="reportLessThan"><l></l><l></l></block></autolambda><list></list></block></custom-block></block><block s="doIfElse"><block s="reportEquals"><block s="reportModulus"><block s="reportListAttribute"><l><option>length</option></l><block var="result"/></block><l>2</l></block><l>1</l></block><script><block s="doReport"><block s="reportListItem"><block s="reportRound"><block s="reportQuotient"><block s="reportListAttribute"><l><option>length</option></l><block var="result"/></block><l>2</l></block></block><block var="result"/></block></block></script><script><block s="doReport"><block s="reportQuotient"><block s="reportVariadicSum"><list><block s="reportListItem"><block s="reportQuotient"><block s="reportListAttribute"><l><option>length</option></l><block var="result"/></block><l>2</l></block><block var="result"/></block><block s="reportListItem"><block s="reportVariadicSum"><list><block s="reportQuotient"><block s="reportListAttribute"><l><option>length</option></l><block var="result"/></block><l>2</l></block><l>1</l></list></block><block var="result"/></block></list></block><l>2</l></block></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>min</l></block><script><block s="doReport"><block s="reportCombine"><block var="data"/><block s="reifyReporter"><autolambda><block s="reportVariadicMin"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>max</l></block><script><block s="doReport"><block s="reportCombine"><block var="data"/><block s="reifyReporter"><autolambda><block s="reportVariadicMax"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>number</l></block><script><block s="doReport"><block s="reportListAttribute"><l><option>length</option></l><block var="data"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>sum</l></block><script><block s="doReport"><block s="reportCombine"><block var="data"/><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>mean</l></block><script><block s="doReport"><block s="reportQuotient"><block s="reportCombine"><block var="data"/><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block></block><block s="reportListAttribute"><l><option>length</option></l><block var="data"/></block></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>minpos</l></block><script><block s="doReport"><block s="reportListIndex"><block s="reportCombine"><block var="data"/><block s="reifyReporter"><autolambda><block s="reportVariadicMin"><list><l></l><l></l></list></block></autolambda><list></list></block></block><block var="data"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>maxpos</l></block><script><block s="doReport"><block s="reportListIndex"><block s="reportCombine"><block var="data"/><block s="reifyReporter"><autolambda><block s="reportVariadicMax"><list><l></l><l></l></list></block></autolambda><list></list></block></block><block var="data"/></block></block></script></block><block s="doIf"><block s="reportOr"><block s="reportEquals"><block var="choice"/><l>variance</l></block><block s="reportEquals"><block var="choice"/><l>standard-deviation</l></block></block><script><block s="doSetVar"><l>result</l><block s="reportApplyExtension"><l>SciS_variance(aList,mean)</l><list><block var="data"/><block s="reportQuotient"><block s="reportCombine"><block var="data"/><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block></block><block s="reportListAttribute"><l><option>length</option></l><block var="data"/></block></block></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>variance</l></block><script><block s="doReport"><block var="result"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>standard-deviation</l></block><script><block s="doIfElse"><block s="reportNotEquals"><block var="result"/><l>NaN</l></block><script><block s="doReport"><block s="reportMonadic"><l><option>sqrt</option></l><block var="result"/></block></block></script><script><block s="doReport"><l>NaN</l></block></script></block></script></block><block s="doReport"><l>ERROR: unknown option!</l></block></script></block></script></block-definition><block-definition s="linear operation %&apos;a&apos; %&apos;op&apos; %&apos;b&apos;" type="reporter" category="2. Math tools"><comment x="0" y="0" w="261.90476190476187" collapsed="false">Linear operations with scalars, vectors and matrices.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s" readonly="true">*<options>+&#xD;-&#xD;*&#xD;X</options></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>result</l><l>rowsA</l><l>rowsB</l><l>colsA</l><l>colsB</l><l>transposed</l><l>row</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>op</l><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="op"/><l> </l></block></block></block><block s="doIf"><block s="reportIsA"><block var="a"/><l><option>number</option></l></block><script><block s="doIf"><block s="reportIsA"><block var="b"/><l><option>number</option></l><comment w="119.45205479452062" collapsed="false">number number operation</comment></block><script><block s="doIf"><block s="reportEquals"><block var="op"/><l>+</l></block><script><block s="doReport"><block s="reportVariadicSum"><list><block var="a"/><block var="b"/></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="op"/><l>-</l></block><script><block s="doReport"><block s="reportDifference"><block var="a"/><block var="b"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="op"/><l>*</l></block><script><block s="doReport"><block s="reportVariadicProduct"><list><block var="a"/><block var="b"/></list></block></block></script></block><block s="doReport"><l>ERROR: illegal operation between numbers!</l></block></script></block><block s="doIf"><custom-block s="is %s a %txt"><block var="b"/><l>vector</l></custom-block><script><block s="doIfElse"><block s="reportEquals"><block var="op"/><l>*</l></block><script><block s="doIfElse"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="b"/></block><l><option>list</option></l></block><script><block s="doReport"><custom-block s="transpose %l"><block s="reportVariadicProduct"><list><block var="a"/><custom-block s="transpose %l"><block var="b"/></custom-block></list></block></custom-block></block></script><script><block s="doReport"><block s="reportVariadicProduct"><list><block var="a"/><block var="b"/></list></block></block></script></block></script><script><block s="doReport"><l>ERROR: illegal operation between number and vector!</l></block></script></block></script></block><block s="doIf"><custom-block s="is %s a %txt"><block var="b"/><l>matrix</l></custom-block><script><block s="doIfElse"><block s="reportEquals"><block var="op"/><l>*</l></block><script><block s="doReport"><block s="reportVariadicProduct"><list><block var="a"/><block var="b"/></list></block></block></script><script><block s="doReport"><l>ERROR: illegal operation between number and matrix!</l></block></script></block></script></block><block s="doReport"><l>ERROR: illegal operation with numbers!</l></block></script></block><block s="doIf"><custom-block s="is %s a %txt"><block var="a"/><l>vector</l></custom-block><script><block s="doIf"><block s="reportIsA"><block var="b"/><l><option>number</option></l></block><script><block s="doReport"><custom-block s="linear operation %s %s %s"><block var="b"/><block var="op"/><block var="a"/></custom-block><comment w="125.59523809523816" collapsed="false">vector number operation.</comment></block></script></block><block s="doIf"><custom-block s="is %s a %txt"><block var="b"/><l>vector</l></custom-block><script><block s="doIfElse"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="a"/></block><block s="reportListAttribute"><l><option>length</option></l><block var="b"/></block></block><script><block s="doIfElse"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="a"/></block><l><option>list</option></l></block><script><block s="doSetVar"><l>a</l><custom-block s="transpose %l"><block var="a"/></custom-block></block><block s="doSetVar"><l>transposed</l><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doSetVar"><l>transposed</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="op"/><l>+</l></block><script><block s="doSetVar"><l>result</l><block s="reportVariadicSum"><list><block var="a"/><block var="b"/></list></block></block><block s="doIf"><block var="transposed"/><script><block s="doSetVar"><l>result</l><custom-block s="transpose %l"><block var="result"/></custom-block></block></script></block><block s="doReport"><block var="result"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="op"/><l>-</l></block><script><block s="doSetVar"><l>result</l><block s="reportDifference"><block var="a"/><block var="b"/></block></block><block s="doIf"><block var="transposed"/><script><block s="doSetVar"><l>result</l><custom-block s="transpose %l"><block var="result"/></custom-block></block></script></block><block s="doReport"><block var="result"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="op"/><l>*</l></block><script><block s="doReport"><block s="reportCombine"><block s="reportVariadicProduct"><list><block var="a"/><block var="b"/></list></block><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block></script></block><block s="doIfElse"><block s="reportEquals"><block var="op"/><l>X</l></block><script><block s="doIfElse"><block s="reportAnd"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="a"/></block><l>3</l></block><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="b"/></block><l>3</l></block></block><script><block s="doSetVar"><l>result</l><block s="reportNewList"><list><block s="reportDifference"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="a"/></block><block s="reportListItem"><l>3</l><block var="b"/></block></list></block><block s="reportVariadicProduct"><list><block s="reportListItem"><l>3</l><block var="a"/></block><block s="reportListItem"><l>2</l><block var="b"/></block></list></block></block><block s="reportDifference"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>3</l><block var="a"/></block><block s="reportListItem"><l>1</l><block var="b"/></block></list></block><block s="reportVariadicProduct"><list><block s="reportListItem"><l>1</l><block var="a"/></block><block s="reportListItem"><l>3</l><block var="b"/></block></list></block></block><block s="reportDifference"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>1</l><block var="a"/></block><block s="reportListItem"><l>2</l><block var="b"/></block></list></block><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="a"/></block><block s="reportListItem"><l>1</l><block var="b"/></block></list></block></block></list></block></block><block s="doIf"><block var="transposed"/><script><block s="doSetVar"><l>result</l><custom-block s="transpose %l"><block var="result"/></custom-block></block></script></block><block s="doReport"><block var="result"/></block></script><script><block s="doReport"><l>ERROR: wrong dimension of vectors!</l></block></script></block></script><script><block s="doReport"><l>ERROR: wrong dimension of vectors!</l></block></script></block></script><script><block s="doReport"><l>ERROR: different length of vectors!</l></block></script></block></script></block><block s="doIf"><custom-block s="is %s a %txt"><block var="b"/><l>matrix</l></custom-block><script><block s="doIfElse"><block s="reportAnd"><block s="reportAnd"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="a"/></block><l><option>number</option></l></block><block s="reportEquals"><block var="op"/><l>*</l></block></block><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="a"/></block><block s="reportListAttribute"><l><option>length</option></l><block var="b"/></block></block></block><script><block s="doReport"><custom-block s="linear operation %s %s %s"><custom-block s="transpose %l"><block var="b"/></custom-block><l>*</l><custom-block s="transpose %l"><block var="a"/></custom-block></custom-block></block></script><script><block s="doReport"><l>ERROR: illegal operation between vector and matrix!</l></block></script></block></script><comment w="119.45205479452062" collapsed="false">vector matrix operation</comment></block><block s="doReport"><l>ERROR: illegal operation with vectors!</l></block></script></block><block s="doIf"><custom-block s="is %s a %txt"><block var="a"/><l>matrix</l></custom-block><script><block s="doIf"><block s="reportIsA"><block var="b"/><l><option>number</option></l><comment w="119.45205479452062" collapsed="false">matrix number operation</comment></block><script><block s="doIfElse"><block s="reportEquals"><block var="op"/><l>*</l></block><script><block s="doReport"><block s="reportVariadicProduct"><list><block var="a"/><block var="b"/></list></block></block></script><script><block s="doReport"><l>ERROR: illegal operation between number and matrix!</l></block></script></block></script></block><block s="doIf"><custom-block s="is %s a %txt"><block var="b"/><l>vector</l></custom-block><script><block s="doIfElse"><block s="reportAnd"><block s="reportAnd"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="a"/></block><l><option>list</option></l></block><block s="reportEquals"><block var="op"/><l>*</l></block></block><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="a"/></block></block><block s="reportListAttribute"><l><option>length</option></l><block var="b"/></block></block></block><script><block s="doSetVar"><l>result</l><block s="reportNewList"><list></list></block></block><block s="doForEach"><l>row</l><block var="a"/><script><block s="doAddToList"><block s="reportCombine"><block s="reportVariadicProduct"><list><block var="row"/><custom-block s="transpose %l"><block var="b"/></custom-block></list></block><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block></block><block var="result"/></block></script></block><block s="doReport"><custom-block s="transpose %l"><block var="result"/></custom-block></block></script><script><block s="doReport"><l>ERROR: illegal operation between matrix and vector!</l></block></script></block></script><comment w="119.45205479452062" collapsed="false">matrix vector operation</comment></block><block s="doIfElse"><custom-block s="is %s a %txt"><block var="b"/><l>matrix</l><comment w="119.45205479452062" collapsed="false">matrix matrix operation</comment></custom-block><script><block s="doSetVar"><l>rowsA</l><block s="reportListAttribute"><l><option>length</option></l><block var="a"/></block></block><block s="doSetVar"><l>rowsB</l><block s="reportListAttribute"><l><option>length</option></l><block var="b"/></block></block><block s="doSetVar"><l>colsA</l><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="a"/></block></block></block><block s="doSetVar"><l>colsB</l><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="b"/></block></block></block><block s="doIf"><block s="reportEquals"><block var="op"/><l>+</l></block><script><block s="doIfElse"><custom-block s="all of %mult%boolUE"><list><block s="reportEquals"><block var="rowsA"/><block var="rowsB"/></block><block s="reportEquals"><block var="colsA"/><block var="colsB"/></block></list></custom-block><script><block s="doReport"><block s="reportVariadicSum"><list><block var="a"/><block var="b"/></list></block></block></script><script><block s="doReport"><l>ERROR: different dimensions!</l></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="op"/><l>-</l></block><script><block s="doIfElse"><custom-block s="all of %mult%boolUE"><list><block s="reportEquals"><block var="rowsA"/><block var="rowsB"/></block><block s="reportEquals"><block var="colsA"/><block var="colsB"/></block></list></custom-block><script><block s="doReport"><block s="reportDifference"><block var="a"/><block var="b"/></block></block></script><script><block s="doReport"><l>ERROR: different dimensions!</l></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="op"/><l>*</l></block><script><block s="doIf"><custom-block s="any of %mult%boolUE"><list><block s="reportEquals"><block var="rowsA"/><l>0</l></block><block s="reportEquals"><block var="rowsB"/><l>0</l></block><block s="reportEquals"><block var="colsA"/><l>0</l></block><block s="reportEquals"><block var="colsB"/><l>0</l></block></list></custom-block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doIfElse"><block s="reportEquals"><block var="colsA"/><block var="rowsB"/></block><script><block s="doSetVar"><l>result</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>b</l><custom-block s="transpose %l"><block var="b"/></custom-block></block><block s="doForEach"><l>rowA</l><block var="a"/><script><block s="doSetVar"><l>row</l><block s="reportNewList"><list></list></block></block><block s="doForEach"><l>columnB</l><block var="b"/><script><block s="doAddToList"><block s="reportCombine"><block s="reportVariadicProduct"><list><block var="rowA"/><block var="columnB"/></list></block><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block></block><block var="row"/></block></script></block><block s="doAddToList"><block var="row"/><block var="result"/></block></script></block><block s="doReport"><block var="result"/></block></script><script><block s="doReport"><l>ERROR: wrong dimensions!</l></block></script></block><block s="doReport"><l>ERROR: wrong operation!</l></block></script></block></script><script><block s="doReport"><l>ERROR: illegal operation between matrices</l></block></script></block></script></block><block s="doReport"><l>ERROR: illegal operation</l></block></script></block></script></block-definition><block-definition s="apply %&apos;matrix&apos; to points %&apos;points&apos;" type="reporter" category="2. Math tools"><comment x="0" y="0" w="179.47619047619048" collapsed="false">Applies a mapping matrix to an object that is given as a matrix of points.</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>i</l><l>result</l></list></block><block s="doWarp"><script><block s="doIfElse"><block s="reportNot"><custom-block s="is %s a %txt"><block var="points"/><l>matrix</l></custom-block></block><script><block s="doSetVar"><l>result</l><l>matrix of points required!</l></block></script><script><block s="doIfElse"><block s="reportNot"><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block var="points"/></block><l>1</l></block></block><script><block s="doSetVar"><l>result</l><l>too few points!</l></block></script><script><block s="doIfElse"><custom-block s="is %s a %txt"><block var="matrix"/><l>matrix</l></custom-block><script><block s="doIfElse"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="matrix"/></block></block><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="points"/></block></block></block><script><block s="doSetVar"><l>result</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>i</l><l>1</l></block><block s="doUntil"><block s="reportGreaterThan"><block var="i"/><block s="reportListAttribute"><l><option>length</option></l><block var="points"/></block></block><script><block s="doAddToList"><custom-block s="transpose %l"><custom-block s="linear operation %s %s %s"><block var="matrix"/><l>*</l><custom-block s="transpose %l"><block s="reportListItem"><block var="i"/><block var="points"/></block></custom-block></custom-block></custom-block><block var="result"/></block><block s="doChangeVar"><l>i</l><l>1</l></block></script></block></script><script><block s="doSetVar"><l>result</l><l>wrong dimension of mapping matrix!</l></block></script></block></script><script><block s="doSetVar"><l>result</l><l>mapping matrix required!</l></block></script></block></script></block></script></block><block s="doReport"><block var="result"/></block></script></block></script></block-definition><block-definition s="solve %&apos;A&apos; *x= %&apos;b&apos;" type="reporter" category="2. Math tools"><comment x="0" y="0" w="219.04761904761926" collapsed="false">Soves a linear system of max. 50 equations.</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%l"></input></inputs><script><block s="doWarp"><script><block s="doDeclareVariables"><list><l>matrix</l><l>found</l><l>x</l><l>nonzero</l><l>help</l><l>n</l><l>solved</l><l>j</l><l>k</l><l>d</l><l>r</l><l>nonzero</l></list></block><block s="doIf"><block s="reportNot"><block s="reportAnd"><custom-block s="is %s a %txt"><block var="A"/><l>matrix</l></custom-block><custom-block s="is %s a %txt"><block var="b"/><l>vector</l></custom-block></block></block><script><block s="doReport"><l>ERROR: wrong data types!</l></block></script><comment w="137.85714285714286" collapsed="false">some tests for correct data</comment></block><block s="doIf"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="A"/></block><l>0</l></block><script><block s="doReport"><l>ERROR: matrix is empty!</l></block></script></block><block s="doIf"><block s="reportNot"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="A"/></block></block><block s="reportListAttribute"><l><option>length</option></l><block var="b"/></block></block></block><script><block s="doReport"><l>ERROR: wrong dimension of vector!</l></block></script></block><block s="doIf"><custom-block s="is %s a %txt"><block var="b"/><l>transposed-vector</l></custom-block><script><block s="doSetVar"><l>b</l><custom-block s="transpose %l"><block var="b"/></custom-block></block></script></block><block s="doSetVar"><l>matrix</l><block s="reportMap"><block s="reifyReporter"><script></script><list></list></block><block var="A"/></block><comment w="191.5707465277778" collapsed="false">creates matrix with attached column b</comment></block><block s="doSetVar"><l>solved</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doSetVar"><l>n</l><block s="reportListAttribute"><l><option>length</option></l><block var="A"/></block></block><block s="doIf"><block s="reportGreaterThan"><block var="n"/><l>50</l></block><script><block s="doReport"><l>ERROR: matrix too large!</l></block></script></block><block s="doFor"><l>i</l><l>1</l><block var="n"/><script><block s="doAddToList"><block s="reportListItem"><block var="i"/><block var="b"/></block><block s="reportListItem"><block var="i"/><block var="matrix"/></block></block></script></block><block s="doSetVar"><l>d</l><block s="reportListAttribute"><l><option>length</option></l><block var="matrix"/></block><comment w="106.71245659722217" collapsed="false">Try to solve matrix</comment></block><block s="doSetVar"><l>r</l><l>1</l></block><block s="doUntil"><block s="reportOr"><block s="reportGreaterThan"><block var="r"/><block var="d"/></block><block s="reportNot"><block var="solved"/></block></block><script><block s="doIf"><block s="reportEquals"><block s="reportListItem"><block var="r"/><block s="reportListItem"><block var="r"/><block var="matrix"/></block></block><l>0</l></block><script><block s="doSetVar"><l>nonzero</l><block s="reportVariadicSum"><list><block var="r"/><l>1</l></list></block><comment w="137.82649739583348" collapsed="false">find nonzero element</comment></block><block s="doSetVar"><l>found</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doUntil"><block s="reportOr"><block var="found"/><block s="reportGreaterThan"><block var="nonzero"/><block var="d"/></block></block><script><block s="doIfElse"><block s="reportNotEquals"><block s="reportListItem"><block var="r"/><block s="reportListItem"><block var="nonzero"/><block var="matrix"/></block></block><l>0</l></block><script><block s="doSetVar"><l>found</l><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doChangeVar"><l>nonzero</l><l>1</l></block></script></block></script></block><block s="doIfElse"><block s="reportNot"><block var="found"/></block><script><block s="doReport"><l>ERROR: no solution found!</l></block></script><script><block s="doSetVar"><l>matrix</l><block s="reportMap"><block s="reifyReporter"><script><block s="doSetVar"><l>help</l><block s="reportListItem"><block var="r"/><block var="row"/></block></block><block s="doReplaceInList"><block var="r"/><block var="row"/><block s="reportListItem"><block var="nonzero"/><block var="row"/></block></block><block s="doReplaceInList"><block var="nonzero"/><block var="row"/><block var="help"/></block><block s="doReport"><block var="row"/></block></script><list><l>row</l></list></block><block var="matrix"/></block><comment w="90" collapsed="false">swap rows</comment></block></script></block></script></block><block s="doSetVar"><l>help</l><block s="reportListItem"><block var="r"/><block s="reportListItem"><block var="r"/><block var="matrix"/></block></block><comment w="90" collapsed="false">normalize row</comment></block><block s="doReplaceInList"><block var="r"/><block s="reportListItem"><block var="r"/><block var="matrix"/></block><l>1</l></block><block s="doSetVar"><l>k</l><block s="reportVariadicSum"><list><block var="r"/><l>1</l></list></block></block><block s="doUntil"><block s="reportGreaterThan"><block var="k"/><block s="reportVariadicSum"><list><block var="d"/><l>1</l></list></block></block><script><block s="doReplaceInList"><block var="k"/><block s="reportListItem"><block var="r"/><block var="matrix"/></block><block s="reportQuotient"><block s="reportListItem"><block var="k"/><block s="reportListItem"><block var="r"/><block var="matrix"/></block></block><block var="help"/></block></block><block s="doChangeVar"><l>k</l><l>1</l></block></script></block><block s="doSetVar"><l>k</l><l>1</l></block><block s="doUntil"><block s="reportGreaterThan"><block var="k"/><block var="d"/></block><script><block s="doIf"><block s="reportNotEquals"><block var="k"/><block var="r"/></block><script><block s="doSetVar"><l>help</l><block s="reportListItem"><block var="r"/><block s="reportListItem"><block var="k"/><block var="matrix"/></block></block></block><block s="doIf"><block s="reportNotEquals"><block var="help"/><l>0</l></block><script><block s="doReplaceInList"><block var="r"/><block s="reportListItem"><block var="k"/><block var="matrix"/></block><l>0</l></block><block s="doSetVar"><l>j</l><block s="reportVariadicSum"><list><block var="r"/><l>1</l></list></block></block><block s="doUntil"><block s="reportGreaterThan"><block var="j"/><block s="reportVariadicSum"><list><block var="d"/><l>1</l></list></block></block><script><block s="doReplaceInList"><block var="j"/><block s="reportListItem"><block var="k"/><block var="matrix"/></block><block s="reportDifference"><block s="reportListItem"><block var="j"/><block s="reportListItem"><block var="k"/><block var="matrix"/></block></block><block s="reportVariadicProduct"><list><block var="help"/><block s="reportListItem"><block var="j"/><block s="reportListItem"><block var="r"/><block var="matrix"/></block></block></list></block></block></block><block s="doChangeVar"><l>j</l><l>1</l></block></script></block></script></block></script></block><block s="doChangeVar"><l>k</l><l>1</l></block></script><comment w="90" collapsed="false">diagonalize</comment></block><block s="doChangeVar"><l>r</l><l>1</l></block></script></block><block s="doReport"><block s="reportMap"><block s="reifyReporter"><script><block s="doReport"><block s="reportListItem"><l><option>last</option></l><l/></block></block></script><list></list></block><block var="matrix"/></block></block></script></block></script></block-definition><block-definition s="apply Gauss method to matrix %&apos;A&apos;" type="reporter" category="2. Math tools"><comment x="0" y="0" w="228.14285714285737" collapsed="false">Reports a list of matrix A in triangle form, the rank of A, column change and column positions.</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>Ab</l><l>rank</l><l>row</l><l>found</l><l>help</l><l>i</l><l>c</l><l>columchange</l><l>column positions</l><l>j</l></list></block><block s="doWarp"><script><block s="doIf"><block s="reportNot"><custom-block s="is %s a %txt"><block var="A"/><l>matrix</l></custom-block><comment w="137.85714285714286" collapsed="false">some tests for correct data</comment></block><script><block s="doReport"><l>ERROR: this is not a matrix!</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="A"/></block><l>0</l></block><script><block s="doReport"><l>ERROR: matrix is empty!</l></block></script></block><block s="doSetVar"><l>Ab</l><block s="reportMap"><block s="reifyReporter"><script></script><list></list></block><block var="A"/></block><comment w="186.6028794642858" collapsed="false">a copy of A is used to let A unchanged</comment></block><block s="doSetVar"><l>rank</l><block s="reportListAttribute"><l><option>length</option></l><block var="Ab"/></block></block><block s="doSetVar"><l>row</l><l>1</l></block><block s="doSetVar"><l>columchange</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doSetVar"><l>column positions</l><block s="reportNumbers"><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="Ab"/></block></block></block></block><block s="doUntil"><block s="reportOr"><block s="reportGreaterThan"><block var="row"/><block s="reportListAttribute"><l><option>length</option></l><block var="Ab"/></block></block><block s="reportLessThan"><block var="rank"/><block s="reportListAttribute"><l><option>length</option></l><block var="Ab"/></block></block></block><script><block s="doIf"><block s="reportEquals"><block s="reportListItem"><block var="row"/><block s="reportListItem"><block var="row"/><block var="Ab"/></block></block><l>0</l><comment w="155" collapsed="false">find a non zero pivot element</comment></block><script><block s="doSetVar"><l>found</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doSetVar"><l>i</l><block s="reportVariadicSum"><list><block var="row"/><l>1</l></list></block></block><block s="doUntil"><block s="reportOr"><block s="reportGreaterThan"><block var="i"/><block s="reportListAttribute"><l><option>length</option></l><block var="Ab"/></block></block><block var="found"/></block><script><block s="doIf"><block s="reportNot"><block s="reportEquals"><block s="reportListItem"><block var="row"/><block s="reportListItem"><block var="i"/><block var="Ab"/></block></block><l>0</l></block></block><script><block s="doSetVar"><l>found</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doSetVar"><l>help</l><block s="reportListItem"><block var="i"/><block var="Ab"/></block></block><block s="doReplaceInList"><block var="i"/><block var="Ab"/><block s="reportListItem"><block var="row"/><block var="Ab"/></block></block><block s="doReplaceInList"><block var="row"/><block var="Ab"/><block var="help"/></block></script></block><block s="doChangeVar"><l>i</l><l>1</l></block></script><comment w="90" collapsed="false">search downwards</comment></block><block s="doIf"><block s="reportNot"><block var="found"/></block><script><block s="doSetVar"><l>i</l><block s="reportVariadicSum"><list><block var="row"/><l>1</l></list></block></block><block s="doUntil"><block s="reportOr"><block s="reportGreaterThan"><block var="i"/><block s="reportDifference"><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="Ab"/></block></block><l>1</l></block></block><block var="found"/></block><script><block s="doIf"><block s="reportNot"><block s="reportEquals"><block s="reportListItem"><block var="i"/><block s="reportListItem"><block var="row"/><block var="Ab"/></block></block><l>0</l></block></block><script><block s="doSetVar"><l>found</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doFor"><l>column</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="Ab"/></block><script><block s="doSetVar"><l>help</l><block s="reportListItem"><block var="i"/><block s="reportListItem"><block var="column"/><block var="Ab"/></block></block></block><block s="doReplaceInList"><block var="i"/><block s="reportListItem"><block var="column"/><block var="Ab"/></block><block s="reportListItem"><block var="row"/><block s="reportListItem"><block var="column"/><block var="Ab"/></block></block></block><block s="doReplaceInList"><block var="row"/><block s="reportListItem"><block var="column"/><block var="Ab"/></block><block var="help"/></block><block s="doSetVar"><l>columchange</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doSetVar"><l>help</l><block s="reportListItem"><block var="row"/><block var="column positions"/></block></block><block s="doReplaceInList"><block var="row"/><block var="column positions"/><block s="reportListItem"><block var="i"/><block var="column positions"/></block></block><block s="doReplaceInList"><block var="i"/><block var="column positions"/><block var="help"/></block></script></block></script></block><block s="doChangeVar"><l>i</l><l>1</l></block></script><comment w="90" collapsed="false">search to the right</comment></block></script></block></script></block><block s="doSetVar"><l>c</l><block s="reportListItem"><block var="row"/><block s="reportListItem"><block var="row"/><block var="Ab"/></block></block></block><block s="doIfElse"><block s="reportNot"><block s="reportEquals"><block var="c"/><l>0</l></block></block><script><block s="doReplaceInList"><block var="row"/><block var="Ab"/><block s="reportQuotient"><block s="reportListItem"><block var="row"/><block var="Ab"/></block><block var="c"/></block></block><block s="doSetVar"><l>i</l><block s="reportVariadicSum"><list><block var="row"/><l>1</l></list></block></block><block s="doUntil"><block s="reportGreaterThan"><block var="i"/><block s="reportListAttribute"><l><option>length</option></l><block var="Ab"/></block></block><script><block s="doSetVar"><l>c</l><block s="reportListItem"><block var="row"/><block s="reportListItem"><block var="i"/><block var="Ab"/></block></block></block><block s="doReplaceInList"><block var="i"/><block var="Ab"/><block s="reportDifference"><block s="reportListItem"><block var="i"/><block var="Ab"/></block><block s="reportVariadicProduct"><list><block var="c"/><block s="reportListItem"><block var="row"/><block var="Ab"/></block></list></block></block></block><block s="doChangeVar"><l>i</l><l>1</l></block></script></block></script><script><block s="doSetVar"><l>rank</l><block s="reportDifference"><block var="row"/><l>1</l></block></block></script></block><block s="doChangeVar"><l>row</l><l>1</l></block></script></block><block s="doSetVar"><l>row</l><block var="rank"/></block><block s="doUntil"><block s="reportLessThan"><block var="row"/><l>1</l></block><script><block s="doSetVar"><l>i</l><block s="reportDifference"><block var="row"/><l>1</l></block></block><block s="doUntil"><block s="reportLessThan"><block var="i"/><l>1</l></block><script><block s="doSetVar"><l>c</l><block s="reportListItem"><block var="row"/><block s="reportListItem"><block var="i"/><block var="Ab"/></block></block></block><block s="doReplaceInList"><block var="i"/><block var="Ab"/><block s="reportDifference"><block s="reportListItem"><block var="i"/><block var="Ab"/></block><block s="reportVariadicProduct"><list><block var="c"/><block s="reportListItem"><block var="row"/><block var="Ab"/></block></list></block></block></block><block s="doChangeVar"><l>i</l><l>-1</l></block></script></block><block s="doChangeVar"><l>row</l><l>-1</l></block></script><comment w="137.85714285714286" collapsed="false">transform to diagonal form E</comment></block><block s="doReport"><block s="reportNewList"><list><block var="Ab"/><block var="rank"/><block var="columchange"/><block var="column positions"/></list></block></block></script></block></script></block-definition><block-definition s="polynomial interpolation for points %&apos;data&apos;" type="reporter" category="2. Math tools"><comment x="0" y="0" w="386.0812133072408" collapsed="false">Calculates the coefficients of the interpolation polynomial for a 2xn-matrix of points.</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>matrix</l><l>found</l><l>x</l><l>row</l><l>help</l><l>n</l><l>solved</l><l>j</l><l>k</l><l>d</l><l>r</l><l>nonzero</l></list></block><block s="doWarp"><script><block s="doIf"><block s="reportNot"><custom-block s="is %s a %txt"><block var="data"/><l>matrix</l></custom-block></block><script><block s="doReport"><l>ERROR: matrix required!</l></block></script></block><block s="doIf"><block s="reportLessThan"><block s="reportListAttribute"><l><option>length</option></l><block var="data"/></block><l>2</l></block><script><block s="doReport"><l>ERROR: not enough points!</l></block></script></block><block s="doIf"><block s="reportNot"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="data"/></block></block><l>2</l></block></block><script><block s="doReport"><l>ERROR: 2-dimensional points required!</l></block></script></block><block s="doSetVar"><l>matrix</l><block s="reportNewList"><list></list></block><comment w="191.5707465277778" collapsed="false">create matrix of powers of x and y-value</comment></block><block s="doSetVar"><l>solved</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doSetVar"><l>n</l><block s="reportListAttribute"><l><option>length</option></l><block var="data"/></block></block><block s="doIf"><block s="reportGreaterThan"><block var="n"/><l>50</l></block><script><block s="doReport"><l>ERROR: matrix too large!</l></block></script></block><block s="doFor"><l>i</l><l>1</l><block var="n"/><script><block s="doSetVar"><l>row</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>j</l><block s="reportDifference"><block var="n"/><l>1</l></block></block><block s="doUntil"><block s="reportLessThan"><block var="j"/><l>0</l></block><script><block s="doSetVar"><l>x</l><l>1</l></block><block s="doSetVar"><l>k</l><block var="j"/></block><block s="doUntil"><block s="reportLessThanOrEquals"><block var="k"/><l>0</l></block><script><block s="doSetVar"><l>x</l><block s="reportVariadicProduct"><list><block var="x"/><block s="reportListItem"><l>1</l><block s="reportListItem"><block var="i"/><block var="data"/></block></block></list></block></block><block s="doChangeVar"><l>k</l><l>-1</l></block></script></block><block s="doAddToList"><block var="x"/><block var="row"/></block><block s="doChangeVar"><l>j</l><l>-1</l></block></script></block><block s="doAddToList"><block s="reportListItem"><l>2</l><block s="reportListItem"><block var="i"/><block var="data"/></block></block><block var="row"/></block><block s="doAddToList"><block var="row"/><block var="matrix"/></block></script></block><block s="doSetVar"><l>d</l><block s="reportListAttribute"><l><option>length</option></l><block var="matrix"/></block><comment w="106.71245659722217" collapsed="false">Try to solve matrix</comment></block><block s="doSetVar"><l>r</l><l>1</l></block><block s="doUntil"><block s="reportOr"><block s="reportGreaterThan"><block var="r"/><block var="d"/></block><block s="reportNot"><block var="solved"/></block></block><script><block s="doIf"><block s="reportEquals"><block s="reportListItem"><block var="r"/><block s="reportListItem"><block var="r"/><block var="matrix"/></block></block><l>0</l></block><script><block s="doSetVar"><l>nonzero</l><block s="reportVariadicSum"><list><block var="r"/><l>1</l></list></block><comment w="137.82649739583348" collapsed="false">find nonzero element</comment></block><block s="doSetVar"><l>found</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doUntil"><block s="reportOr"><block var="found"/><block s="reportGreaterThan"><block var="nonzero"/><block var="d"/></block></block><script><block s="doIfElse"><block s="reportNotEquals"><block s="reportListItem"><block var="r"/><block s="reportListItem"><block var="nonzero"/><block var="matrix"/></block></block><l>0</l></block><script><block s="doSetVar"><l>found</l><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doChangeVar"><l>nonzero</l><l>1</l></block></script></block></script></block><block s="doIfElse"><block s="reportNot"><block var="found"/></block><script><block s="doReport"><l>ERROR: no solution found!</l></block></script><script><block s="doSetVar"><l>matrix</l><block s="reportMap"><block s="reifyReporter"><script><block s="doSetVar"><l>help</l><block s="reportListItem"><block var="r"/><block var="row"/></block></block><block s="doReplaceInList"><block var="r"/><block var="row"/><block s="reportListItem"><block var="nonzero"/><block var="row"/></block></block><block s="doReplaceInList"><block var="nonzero"/><block var="row"/><block var="help"/></block><block s="doReport"><block var="row"/></block></script><list><l>row</l></list></block><block var="matrix"/></block><comment w="90" collapsed="false">swap rows</comment></block></script></block></script></block><block s="doSetVar"><l>help</l><block s="reportListItem"><block var="r"/><block s="reportListItem"><block var="r"/><block var="matrix"/></block></block><comment w="90" collapsed="false">normalize row</comment></block><block s="doReplaceInList"><block var="r"/><block s="reportListItem"><block var="r"/><block var="matrix"/></block><l>1</l></block><block s="doSetVar"><l>k</l><block s="reportVariadicSum"><list><block var="r"/><l>1</l></list></block></block><block s="doUntil"><block s="reportGreaterThan"><block var="k"/><block s="reportVariadicSum"><list><block var="d"/><l>1</l></list></block></block><script><block s="doReplaceInList"><block var="k"/><block s="reportListItem"><block var="r"/><block var="matrix"/></block><block s="reportQuotient"><block s="reportListItem"><block var="k"/><block s="reportListItem"><block var="r"/><block var="matrix"/></block></block><block var="help"/></block></block><block s="doChangeVar"><l>k</l><l>1</l></block></script></block><block s="doSetVar"><l>k</l><l>1</l></block><block s="doUntil"><block s="reportGreaterThan"><block var="k"/><block var="d"/></block><script><block s="doIf"><block s="reportNotEquals"><block var="k"/><block var="r"/></block><script><block s="doSetVar"><l>help</l><block s="reportListItem"><block var="r"/><block s="reportListItem"><block var="k"/><block var="matrix"/></block></block></block><block s="doIf"><block s="reportNotEquals"><block var="help"/><l>0</l></block><script><block s="doReplaceInList"><block var="r"/><block s="reportListItem"><block var="k"/><block var="matrix"/></block><l>0</l></block><block s="doSetVar"><l>j</l><block s="reportVariadicSum"><list><block var="r"/><l>1</l></list></block></block><block s="doUntil"><block s="reportGreaterThan"><block var="j"/><block s="reportVariadicSum"><list><block var="d"/><l>1</l></list></block></block><script><block s="doReplaceInList"><block var="j"/><block s="reportListItem"><block var="k"/><block var="matrix"/></block><block s="reportDifference"><block s="reportListItem"><block var="j"/><block s="reportListItem"><block var="k"/><block var="matrix"/></block></block><block s="reportVariadicProduct"><list><block var="help"/><block s="reportListItem"><block var="j"/><block s="reportListItem"><block var="r"/><block var="matrix"/></block></block></list></block></block></block><block s="doChangeVar"><l>j</l><l>1</l></block></script></block></script></block></script></block><block s="doChangeVar"><l>k</l><l>1</l></block></script><comment w="90" collapsed="false">diagonaize</comment></block><block s="doChangeVar"><l>r</l><l>1</l></block></script></block><block s="doReport"><block s="reportMap"><block s="reifyReporter"><script><block s="doReport"><block s="reportListItem"><l><option>last</option></l><l/></block></block></script><list></list></block><block var="matrix"/></block></block></script></block></script></block-definition><block-definition s="%&apos;p&apos; ( %&apos;x&apos; )" type="reporter" category="2. Math tools"><comment x="0" y="0" w="244.41780821917828" collapsed="false">Calculates the value of a polynomial for input x.</comment><header></header><code></code><translations></translations><inputs><input type="%s">polynomial as list of coefficients</input><input type="%n">1</input></inputs><script><block s="doWarp"><script><block s="doDeclareVariables"><list><l>grade</l><l>result</l><l>i</l></list></block><block s="doIfElse"><block s="reportNot"><custom-block s="is %s a %txt"><block var="p"/><l>vector</l></custom-block></block><script><block s="doReport"><l>ERROR: no polynomial found!</l></block></script><script><block s="doSetVar"><l>grade</l><block s="reportListAttribute"><l><option>length</option></l><block var="p"/></block></block><block s="doIf"><block s="reportEquals"><block var="grade"/><l>0</l></block><script><block s="doReport"><l>0</l></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="grade"/><l>1</l></block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="p"/></block></block></script></block><block s="doSetVar"><l>result</l><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>1</l><block var="p"/></block><block var="x"/></list></block><block s="reportListItem"><l>2</l><block var="p"/></block></list></block></block><block s="doSetVar"><l>i</l><l>3</l></block><block s="doUntil"><block s="reportGreaterThan"><block var="i"/><block var="grade"/></block><script><block s="doSetVar"><l>result</l><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block var="result"/><block var="x"/></list></block><block s="reportListItem"><block var="i"/><block var="p"/></block></list></block></block><block s="doChangeVar"><l>i</l><l>1</l></block></script></block><block s="doReport"><block var="result"/></block></script></block></script></block-definition><block-definition s="affine transformation of %&apos;data&apos; $nl by %&apos;originalPoints&apos; --&gt; %&apos;targetPoints&apos; for MathPad" type="reporter" category="2. Math tools"><comment x="0" y="0" w="225" collapsed="false">Applies an affine transformation to a list of points.&#xD;</comment><header></header><code></code><translations></translations><inputs><input type="%l">SciSnap!Data</input><input type="%l"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>a11</l><l>a12</l><l>a13</l><l>a21</l><l>a22</l><l>a23</l><l>S</l><l>P1</l><l>P2</l><l>P3</l><l>Q1</l><l>Q2</l><l>Q3</l><l>ok</l><l>result</l><l>i</l></list></block><block s="doWarp"><script><block s="doIfElse"><block s="reportIsA"><block var="data"/><l><option>list</option></l></block><script><block s="doIfElse"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="data"/></block><l>0</l></block><script><block s="doReport"><l>ERROR: at least one point required!</l></block></script><script><block s="doIf"><block s="reportNot"><block s="reportAnd"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="data"/></block><l><option>list</option></l></block><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="data"/></block></block><l>2</l></block></block></block><script><block s="doReport"><l>ERROR: dimension should be 2!</l></block></script></block></script></block></script><script><block s="doReport"><l>ERROR: list of points as data required!</l></block></script></block><block s="doSetVar"><l>ok</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doIfElse"><block s="reportIsA"><block var="originalPoints"/><l><option>list</option></l></block><script><block s="doIfElse"><block s="reportNotEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="originalPoints"/></block><l>3</l></block><script><block s="doReport"><l>ERROR: 3 original points required!</l></block></script><script><block s="doFor"><l>i</l><l>1</l><l>3</l><script><block s="doIf"><block s="reportNot"><block s="reportAnd"><block s="reportIsA"><block s="reportListItem"><block var="i"/><block var="originalPoints"/></block><l><option>list</option></l></block><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><block var="i"/><block var="originalPoints"/></block></block><l>2</l></block></block></block><script><block s="doSetVar"><l>ok</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block></script></block></script><script><block s="doReport"><l>ERROR: list of original points  required!</l></block></script></block><block s="doIfElse"><block s="reportIsA"><block var="targetPoints"/><l><option>list</option></l></block><script><block s="doIfElse"><block s="reportNotEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="targetPoints"/></block><l>3</l></block><script><block s="doReport"><l>ERROR: 3 target points required!</l></block></script><script><block s="doFor"><l>i</l><l>1</l><l>3</l><script><block s="doIf"><block s="reportNot"><block s="reportAnd"><block s="reportIsA"><block s="reportListItem"><block var="i"/><block var="targetPoints"/></block><l><option>list</option></l></block><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><block var="i"/><block var="targetPoints"/></block></block><l>2</l></block></block></block><script><block s="doSetVar"><l>ok</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block></script></block></script><script><block s="doReport"><l>ERROR: list of target points  required!</l></block></script></block><block s="doIf"><block s="reportNot"><block var="ok"/></block><script><block s="doReport"><l>ERROR: dimensions should be 2!</l></block></script></block><block s="doSetVar"><l>P1</l><block s="reportListItem"><l>1</l><block var="originalPoints"/></block></block><block s="doSetVar"><l>P2</l><block s="reportListItem"><l>2</l><block var="originalPoints"/></block></block><block s="doSetVar"><l>P3</l><block s="reportListItem"><l>3</l><block var="originalPoints"/></block></block><block s="doSetVar"><l>Q1</l><block s="reportListItem"><l>1</l><block var="targetPoints"/></block></block><block s="doSetVar"><l>Q2</l><block s="reportListItem"><l>2</l><block var="targetPoints"/></block></block><block s="doSetVar"><l>Q3</l><block s="reportListItem"><l>3</l><block var="targetPoints"/></block></block><block s="doSetVar"><l>S</l><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>1</l><block var="P1"/></block><block s="reportDifference"><block s="reportListItem"><l>2</l><block var="P3"/></block><block s="reportListItem"><l>2</l><block var="P2"/></block></block></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>1</l><block var="P2"/></block><block s="reportDifference"><block s="reportListItem"><l>2</l><block var="P1"/></block><block s="reportListItem"><l>2</l><block var="P3"/></block></block></list></block><block s="reportVariadicProduct"><list><block s="reportListItem"><l>1</l><block var="P3"/></block><block s="reportDifference"><block s="reportListItem"><l>2</l><block var="P2"/></block><block s="reportListItem"><l>2</l><block var="P1"/></block></block></list></block></list></block></list></block></block><block s="doIf"><block s="reportNot"><block s="reportEquals"><block var="S"/><l>0</l></block></block><script><block s="doSetVar"><l>a11</l><block s="reportQuotient"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="P1"/></block><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="Q2"/></block><block s="reportListItem"><l>1</l><block var="Q3"/></block></block></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="P2"/></block><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="Q3"/></block><block s="reportListItem"><l>1</l><block var="Q1"/></block></block></list></block><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="P3"/></block><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="Q1"/></block><block s="reportListItem"><l>1</l><block var="Q2"/></block></block></list></block></list></block></list></block><block var="S"/></block></block><block s="doSetVar"><l>a12</l><block s="reportQuotient"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>1</l><block var="P1"/></block><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="Q3"/></block><block s="reportListItem"><l>1</l><block var="Q2"/></block></block></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>1</l><block var="P2"/></block><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="Q1"/></block><block s="reportListItem"><l>1</l><block var="Q3"/></block></block></list></block><block s="reportVariadicProduct"><list><block s="reportListItem"><l>1</l><block var="P3"/></block><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="Q2"/></block><block s="reportListItem"><l>1</l><block var="Q1"/></block></block></list></block></list></block></list></block><block var="S"/></block></block><block s="doSetVar"><l>a21</l><block s="reportQuotient"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="P1"/></block><block s="reportDifference"><block s="reportListItem"><l>2</l><block var="Q2"/></block><block s="reportListItem"><l>2</l><block var="Q3"/></block></block></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="P2"/></block><block s="reportDifference"><block s="reportListItem"><l>2</l><block var="Q3"/></block><block s="reportListItem"><l>2</l><block var="Q1"/></block></block></list></block><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="P3"/></block><block s="reportDifference"><block s="reportListItem"><l>2</l><block var="Q1"/></block><block s="reportListItem"><l>2</l><block var="Q2"/></block></block></list></block></list></block></list></block><block var="S"/></block></block><block s="doSetVar"><l>a22</l><block s="reportQuotient"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>1</l><block var="P1"/></block><block s="reportDifference"><block s="reportListItem"><l>2</l><block var="Q3"/></block><block s="reportListItem"><l>2</l><block var="Q2"/></block></block></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>1</l><block var="P2"/></block><block s="reportDifference"><block s="reportListItem"><l>2</l><block var="Q1"/></block><block s="reportListItem"><l>2</l><block var="Q3"/></block></block></list></block><block s="reportVariadicProduct"><list><block s="reportListItem"><l>1</l><block var="P3"/></block><block s="reportDifference"><block s="reportListItem"><l>2</l><block var="Q2"/></block><block s="reportListItem"><l>2</l><block var="Q1"/></block></block></list></block></list></block></list></block><block var="S"/></block></block><block s="doSetVar"><l>a13</l><block s="reportQuotient"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>1</l><block var="P1"/></block><block s="reportDifference"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="P3"/></block><block s="reportListItem"><l>1</l><block var="Q2"/></block></list></block><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="P2"/></block><block s="reportListItem"><l>1</l><block var="Q3"/></block></list></block></block></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>1</l><block var="P2"/></block><block s="reportDifference"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="P1"/></block><block s="reportListItem"><l>1</l><block var="Q3"/></block></list></block><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="P3"/></block><block s="reportListItem"><l>1</l><block var="Q1"/></block></list></block></block></list></block><block s="reportVariadicProduct"><list><block s="reportListItem"><l>1</l><block var="P3"/></block><block s="reportDifference"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="P2"/></block><block s="reportListItem"><l>1</l><block var="Q1"/></block></list></block><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="P1"/></block><block s="reportListItem"><l>1</l><block var="Q2"/></block></list></block></block></list></block></list></block></list></block><block var="S"/></block></block><block s="doSetVar"><l>a23</l><block s="reportQuotient"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>1</l><block var="P1"/></block><block s="reportDifference"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="P3"/></block><block s="reportListItem"><l>2</l><block var="Q2"/></block></list></block><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="P2"/></block><block s="reportListItem"><l>2</l><block var="Q3"/></block></list></block></block></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>1</l><block var="P2"/></block><block s="reportDifference"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="P1"/></block><block s="reportListItem"><l>2</l><block var="Q3"/></block></list></block><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="P3"/></block><block s="reportListItem"><l>2</l><block var="Q1"/></block></list></block></block></list></block><block s="reportVariadicProduct"><list><block s="reportListItem"><l>1</l><block var="P3"/></block><block s="reportDifference"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="P2"/></block><block s="reportListItem"><l>2</l><block var="Q1"/></block></list></block><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="P1"/></block><block s="reportListItem"><l>2</l><block var="Q2"/></block></list></block></block></list></block></list></block></list></block><block var="S"/></block></block><block s="doSetVar"><l>result</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>i</l><l>1</l></block><block s="doUntil"><block s="reportGreaterThan"><block var="i"/><block s="reportListAttribute"><l><option>length</option></l><block var="data"/></block></block><script><block s="doAddToList"><block s="reportNewList"><list><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>1</l><block s="reportListItem"><block var="i"/><block var="data"/></block></block><block var="a11"/></list></block><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block s="reportListItem"><block var="i"/><block var="data"/></block></block><block var="a12"/></list></block></list></block><block var="a13"/></list></block><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>1</l><block s="reportListItem"><block var="i"/><block var="data"/></block></block><block var="a21"/></list></block><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block s="reportListItem"><block var="i"/><block var="data"/></block></block><block var="a22"/></list></block></list></block><block var="a23"/></list></block></list></block><block var="result"/></block><block s="doChangeVar"><l>i</l><l>1</l></block></script></block><block s="doReport"><block var="result"/></block></script></block><block s="doReport"><l>ERROR: denominator is zero</l></block></script></block></script></block-definition><block-definition s="complex %&apos;re&apos; + %&apos;im&apos; * i" type="reporter" category="2. Math tools"><comment x="0" y="0" w="224.2857142857143" collapsed="false">Reports a complex number in Cartesian style.</comment><header></header><code></code><translations></translations><inputs><input type="%n">2</input><input type="%n">3</input></inputs><script><block s="doReport"><block s="reportNewList"><list><l>complexNumberCartesianStyle</l><block var="re"/><block var="im"/></list></block></block></script></block-definition><block-definition s="complex %&apos;r&apos; * e^i %&apos;phi&apos;" type="reporter" category="2. Math tools"><comment x="0" y="0" w="196.42857142857127" collapsed="false">Reports a complex number in polar style.</comment><header></header><code></code><translations></translations><inputs><input type="%n">2</input><input type="%n">30</input></inputs><script><block s="doReport"><block s="reportNewList"><list><l>complexNumberPolarStyle</l><block var="r"/><block var="phi"/></list></block></block></script></block-definition><block-definition s="complex %&apos;z&apos; polar style" type="reporter" category="2. Math tools"><comment x="0" y="0" w="200.71428571428572" collapsed="false">Reports a complex number in polar style.</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doWarp"><script><block s="doIfElse"><custom-block s="is %s a %txt"><block var="z"/><l>complex-number</l></custom-block><script><block s="doIfElse"><custom-block s="is %s a %txt"><block var="z"/><l>complex-number-polar-style</l></custom-block><script><block s="doReport"><block var="z"/></block></script><script><block s="doReport"><block s="reportNewList"><list><l>complexNumberPolarStyle</l><block s="reportMonadic"><l><option>sqrt</option></l><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="z"/></block><block s="reportListItem"><l>2</l><block var="z"/></block></list></block><block s="reportVariadicProduct"><list><block s="reportListItem"><l>3</l><block var="z"/></block><block s="reportListItem"><l>3</l><block var="z"/></block></list></block></list></block></block><block s="reportMonadic"><l><option>atan</option></l><block s="reportQuotient"><block s="reportListItem"><l>3</l><block var="z"/></block><block s="reportListItem"><l>2</l><block var="z"/></block></block></block></list></block></block></script></block></script><script><block s="doReport"><l>ERROR: complex number expected!</l></block></script></block></script></block></script></block-definition><block-definition s="complex %&apos;z&apos; Cartesian style" type="reporter" category="2. Math tools"><comment x="0" y="0" w="224.2857142857143" collapsed="false">Reports a complex number in Cartesian style.</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doWarp"><script><block s="doIfElse"><custom-block s="is %s a %txt"><block var="z"/><l>complex-number</l></custom-block><script><block s="doIfElse"><custom-block s="is %s a %txt"><block var="z"/><l>complex-number-Cartesian-style</l></custom-block><script><block s="doReport"><block var="z"/></block></script><script><block s="doReport"><block s="reportNewList"><list><l>complexNumberCartesianStyle</l><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="z"/></block><block s="reportMonadic"><l><option>cos</option></l><block s="reportListItem"><l>3</l><block var="z"/></block></block></list></block><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="z"/></block><block s="reportMonadic"><l><option>sin</option></l><block s="reportListItem"><l>3</l><block var="z"/></block></block></list></block></list></block></block></script></block></script><script><block s="doReport"><l>ERROR: complex number expected!</l></block></script></block></script></block></script></block-definition><block-definition s="complex %&apos;choice&apos; of %&apos;z&apos;" type="reporter" category="2. Math tools"><comment x="0" y="0" w="191.42857142857127" collapsed="false">Reports properties of complex numbers.</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">real-part<options>absolute-value&#xD;real-part&#xD;imaginary-part&#xD;phase&#xD;conjugate</options></input><input type="%l"></input></inputs><script><block s="doWarp"><script><block s="doIfElse"><custom-block s="is %s a %txt"><block var="z"/><l>complex-number</l></custom-block><script><block s="doIf"><block s="reportEquals"><block var="choice"/><l>absolute-value</l></block><script><block s="doIfElse"><custom-block s="is %s a %txt"><block var="z"/><l>complex-number-polar-style</l></custom-block><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="z"/></block></block></script><script><block s="doReport"><block s="reportMonadic"><l><option>sqrt</option></l><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="z"/></block><block s="reportListItem"><l>2</l><block var="z"/></block></list></block><block s="reportVariadicProduct"><list><block s="reportListItem"><l>3</l><block var="z"/></block><block s="reportListItem"><l>3</l><block var="z"/></block></list></block></list></block></block></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>real-part</l></block><script><block s="doIfElse"><custom-block s="is %s a %txt"><block var="z"/><l>complex-number-Cartesian-style</l></custom-block><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="z"/></block></block></script><script><block s="doReport"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="z"/></block><block s="reportMonadic"><l><option>cos</option></l><block s="reportListItem"><l>3</l><block var="z"/></block></block></list></block></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>imaginary-part</l></block><script><block s="doIfElse"><custom-block s="is %s a %txt"><block var="z"/><l>complex-number-Cartesian-style</l></custom-block><script><block s="doReport"><block s="reportListItem"><l>3</l><block var="z"/></block></block></script><script><block s="doReport"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="z"/></block><block s="reportMonadic"><l><option>sin</option></l><block s="reportListItem"><l>3</l><block var="z"/></block></block></list></block></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>phase</l></block><script><block s="doIfElse"><custom-block s="is %s a %txt"><block var="z"/><l>complex-number-polar-style</l></custom-block><script><block s="doReport"><block s="reportListItem"><l>3</l><block var="z"/></block></block></script><script><block s="doReport"><block s="reportMonadic"><l><option>atan</option></l><block s="reportQuotient"><block s="reportListItem"><l>3</l><block var="z"/></block><block s="reportListItem"><l>2</l><block var="z"/></block></block></block></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>conjugate</l></block><script><block s="doIfElse"><custom-block s="is %s a %txt"><block var="z"/><l>complex-number-polar-style</l></custom-block><script><block s="doReport"><block s="reportNewList"><list><l>complexNumberPolarStyle</l><block s="reportListItem"><l>2</l><block var="z"/></block><block s="reportMonadic"><l><option>neg</option></l><block s="reportListItem"><l>3</l><block var="z"/></block></block></list></block></block></script><script><block s="doReport"><block s="reportNewList"><list><l>complexNumberCartesianStyle</l><block s="reportListItem"><l>2</l><block var="z"/></block><block s="reportMonadic"><l><option>neg</option></l><block s="reportListItem"><l>3</l><block var="z"/></block></block></list></block></block></script></block></script></block><block s="doReport"><l>ERROR: unknown operator!</l></block></script><script><block s="doReport"><l>ERROR: complex number expected!</l></block></script></block></script></block></script></block-definition><block-definition s="complex %&apos;z1&apos; %&apos;op&apos; %&apos;z2&apos;" type="reporter" category="2. Math tools"><comment x="0" y="0" w="240" collapsed="false">Reports arithmetic results of two complex numbers.</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%s" readonly="true">+<options>+&#xD;-&#xD;*&#xD;/</options></input><input type="%l"></input></inputs><script><block s="doWarp"><script><block s="doDeclareVariables"><list><l>denominator</l></list></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a %txt"><block var="z1"/><l>complex-number</l></custom-block></block><script><block s="doReport"><l>ERROR: first argument is not a complex number</l></block></script></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a %txt"><block var="z2"/><l>complex-number</l></custom-block></block><script><block s="doReport"><l>ERROR: second argument is not a complex number</l></block></script></block><block s="doIf"><custom-block s="is %s a %txt"><block var="z1"/><l>complex-number-polar-style</l></custom-block><script><block s="doSetVar"><l>z1</l><block s="reportNewList"><list><l>complexNumberCartesianStyle</l><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="z1"/></block><block s="reportMonadic"><l><option>cos</option></l><block s="reportListItem"><l>3</l><block var="z1"/></block></block></list></block><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="z1"/></block><block s="reportMonadic"><l><option>sin</option></l><block s="reportListItem"><l>3</l><block var="z1"/></block></block></list></block></list></block></block></script></block><block s="doIf"><custom-block s="is %s a %txt"><block var="z2"/><l>complex-number-polar-style</l></custom-block><script><block s="doSetVar"><l>z2</l><block s="reportNewList"><list><l>complexNumberCartesianStyle</l><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="z2"/></block><block s="reportMonadic"><l><option>cos</option></l><block s="reportListItem"><l>3</l><block var="z2"/></block></block></list></block><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="z2"/></block><block s="reportMonadic"><l><option>sin</option></l><block s="reportListItem"><l>3</l><block var="z2"/></block></block></list></block></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="op"/><l>+</l></block><script><block s="doReport"><block s="reportNewList"><list><l>complexNumberCartesianStyle</l><block s="reportVariadicSum"><list><block s="reportListItem"><l>2</l><block var="z1"/></block><block s="reportListItem"><l>2</l><block var="z2"/></block></list></block><block s="reportVariadicSum"><list><block s="reportListItem"><l>3</l><block var="z1"/></block><block s="reportListItem"><l>3</l><block var="z2"/></block></list></block></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="op"/><l>-</l></block><script><block s="doReport"><block s="reportNewList"><list><l>complexNumberCartesianStyle</l><block s="reportDifference"><block s="reportListItem"><l>2</l><block var="z1"/></block><block s="reportListItem"><l>2</l><block var="z2"/></block></block><block s="reportDifference"><block s="reportListItem"><l>3</l><block var="z1"/></block><block s="reportListItem"><l>3</l><block var="z2"/></block></block></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="op"/><l>*</l></block><script><block s="doReport"><block s="reportNewList"><list><l>complexNumberCartesianStyle</l><block s="reportDifference"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="z1"/></block><block s="reportListItem"><l>2</l><block var="z2"/></block></list></block><block s="reportVariadicProduct"><list><block s="reportListItem"><l>3</l><block var="z1"/></block><block s="reportListItem"><l>3</l><block var="z2"/></block></list></block></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="z1"/></block><block s="reportListItem"><l>3</l><block var="z2"/></block></list></block><block s="reportVariadicProduct"><list><block s="reportListItem"><l>3</l><block var="z1"/></block><block s="reportListItem"><l>2</l><block var="z2"/></block></list></block></list></block></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="op"/><l>/</l></block><script><block s="doSetVar"><l>denominator</l><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="z2"/></block><block s="reportListItem"><l>2</l><block var="z2"/></block></list></block><block s="reportVariadicProduct"><list><block s="reportListItem"><l>3</l><block var="z2"/></block><block s="reportListItem"><l>3</l><block var="z2"/></block></list></block></list></block></block><block s="doIf"><block s="reportEquals"><block var="denominator"/><l>0</l></block><script><block s="doReport"><l>ERROR: denominator is zero!</l></block></script></block><block s="doReport"><block s="reportNewList"><list><l>complexNumberCartesianStyle</l><block s="reportQuotient"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="z1"/></block><block s="reportListItem"><l>2</l><block var="z2"/></block></list></block><block s="reportVariadicProduct"><list><block s="reportListItem"><l>3</l><block var="z1"/></block><block s="reportListItem"><l>3</l><block var="z2"/></block></list></block></list></block><block var="denominator"/></block><block s="reportQuotient"><block s="reportDifference"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>3</l><block var="z1"/></block><block s="reportListItem"><l>2</l><block var="z2"/></block></list></block><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="z1"/></block><block s="reportListItem"><l>3</l><block var="z2"/></block></list></block></block><block var="denominator"/></block></list></block></block></script></block></script></block></script></block-definition><block-definition s="configure sprite %&apos;sprite&apos; as a MathPad $nl width: %&apos;width&apos; height: %&apos;height&apos; color: %&apos;r&apos; %&apos;g&apos; %&apos;b&apos;" type="command" category="2. Math tools"><comment x="0" y="0" w="142.5" collapsed="false">Creates a new  empty costume of the specified size and color and sets local properties</comment><header></header><code></code><translations></translations><inputs><input type="%s">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input><input type="%n">400</input><input type="%n">300</input><input type="%n">245</input><input type="%n">245</input><input type="%n">245</input></inputs><script><block s="doWarp"><script><block s="doDeclareVariables"><list><l>target</l><l>costumeWidth</l><l>costumeHeight</l></list></block><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportIsIdentical"><block var="target"/><block s="reportObject"><l>Stage</l></block></block><script><block s="doSetVar"><l>sprite</l><l>theStage</l></block><block s="doSetVar"><l>target</l><block s="reportObject"><l>Stage</l></block></block></script></block><block s="doIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><script><block s="doSetVar"><l>costumeWidth</l><block s="reportAttributeOf"><l><option>width</option></l><l>Stage</l></block></block><block s="doSetVar"><l>costumeHeight</l><block s="reportAttributeOf"><l><option>height</option></l><l>Stage</l></block></block></script><script><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="show"></block></script><list></list></block><list></list></block><block s="doSetVar"><l>costumeWidth</l><block var="width"/></block><block s="doSetVar"><l>costumeHeight</l><block var="height"/></block></script></block><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doApplyExtension"><l>var_declare(scope, name)</l><list><l>sprite</l><l>myProperties</l></list></block><block s="doApplyExtension"><l>var_declare(scope, name)</l><list><l>sprite</l><l>myData</l></list></block><block s="doSetVar"><l>myProperties</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>myData</l><block s="reportNewList"><list></list></block></block><block s="doSwitchToCostume"><custom-block s="new costume %n %n %n %n %n"><block var="costumeWidth"/><block var="costumeHeight"/><block var="r"/><block var="g"/><block var="b"/></custom-block></block><block s="doAddToList"><block s="reportNewList"><list><l>typeOfConfiguration</l><l>MathPad</l></list></block><block var="myProperties"/></block><block s="doAddToList"><block s="reportNewList"><list><l>typeOfData</l><l>none</l></list></block><block var="myProperties"/></block><block s="doAddToList"><block s="reportNewList"><list><l>lineProperties</l><block s="reportNewList"><list><l>1</l><block s="reportBoolean"><l><bool>false</bool></l></block></list></block></list></block><block var="myProperties"/></block><block s="doAddToList"><block s="reportNewList"><list><l>dimension</l><l>3</l></list></block><block var="myProperties"/></block><block s="doAddToList"><block s="reportNewList"><list><l>maxValue</l><l>10</l></list></block><block var="myProperties"/></block><block s="doAddToList"><block s="reportNewList"><list><l>startPoint</l><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l></list></block></list></block><block var="myProperties"/></block></script><list></list></block><list></list></block><block s="doIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><script><block s="doTellTo"><l>Stage</l><block s="reifyScript"><script><block s="doAddToList"><block s="reportNewList"><list><l>costumeProperties</l><block s="reportNewList"><list><block s="reportAttributeOf"><l><option>width</option></l><l>Stage</l></block><block s="reportAttributeOf"><l><option>height</option></l><l>Stage</l></block><block var="r"/><block var="g"/><block var="b"/><block s="reportQuotient"><block s="reportDifference"><block s="reportAttributeOf"><l><option>width</option></l><l>Stage</l></block><block var="width"/></block><l>2</l></block><block s="reportQuotient"><block s="reportDifference"><block s="reportAttributeOf"><l><option>height</option></l><l>Stage</l></block><block var="height"/></block><l>2</l></block><block var="width"/><block var="height"/></list></block></list></block><block var="myProperties"/></block></script><list></list></block><list></list></block></script><script><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doAddToList"><block s="reportNewList"><list><l>costumeProperties</l><block s="reportNewList"><list><block var="width"/><block var="height"/><block var="r"/><block var="g"/><block var="b"/><l>0</l><l>0</l><block var="width"/><block var="height"/></list></block></list></block><block var="myProperties"/></block></script><list></list></block><list></list></block></script></block><custom-block s="add centered axes to a MathPad on %txt"><block var="target"/></custom-block></script></block></script><scripts><comment x="474.1666666666667" y="108.5" w="220.16039530436274" collapsed="false">costume attributes:&#xD;1: width&#xD;2: height&#xD;3: back color red&#xD;4: back color green&#xD;5: back color blue&#xD;6: left offset for MathPad&#xD;    position on stage&#xD;7: upper offset for MathPad&#xD;    position on stage&#xD;&#xD;other attributes:&#xD;1: line width&#xD;2: draw only ponts, not arrows&#xD;3: dimension of coordinate system&#xD;4: max. value on scales&#xD;5: start point of arrows</comment></scripts></block-definition><block-definition s="is %&apos;sprite&apos; a MathPad?" type="predicate" category="2. Math tools"><header></header><code></code><translations></translations><inputs><input type="%s">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doWarp"><script><block s="doIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><script><block s="doReport"><block s="reportAskFor"><block s="reportObject"><l><option>myself</option></l></block><block s="reifyPredicate"><autolambda><custom-block s="is the global %b property %txt %br with value %s present ?"><l><bool>false</bool></l><l>typeOfConfiguration</l><l>MathPad</l></custom-block></autolambda><list></list></block><list></list></block></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><script><block s="doReport"><block s="reportAskFor"><l>Stage</l><block s="reifyPredicate"><autolambda><custom-block s="is the global %b property %txt %br with value %s present ?"><l><bool>false</bool></l><l>typeOfConfiguration</l><l>MathPad</l></custom-block></autolambda><list></list></block><list></list></block></block></script><script><block s="doReport"><block s="reportAskFor"><block s="reportObject"><block var="sprite"/></block><block s="reifyPredicate"><autolambda><custom-block s="is the global %b property %txt %br with value %s present ?"><l><bool>false</bool></l><l>typeOfConfiguration</l><l>MathPad</l></custom-block></autolambda><list></list></block><list></list></block></block></script></block></script></block></script></block></script></block-definition><block-definition s="MathPadProperty %&apos;name&apos; of %&apos;sprite&apos;" type="reporter" category="2. Math tools"><comment x="0" y="0" w="212.5" collapsed="false">Reads the value of an existing property.</comment><header></header><code></code><translations></translations><inputs><input type="%txt">costumeProperties<options>typeOfConfiguration&#xD;typeOfData&#xD;costumeProperties&#xD;lineProperties&#xD;dimension&#xD;maxValue&#xD;startPoint</options></input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>result</l><l>h</l><l>target</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a MathPad?"><block var="target"/></custom-block></block><script><block s="doReport"><l>ERROR: target isn&apos;t configured as MathPad!</l></block></script></block><block s="doSetVar"><l>result</l><l>not found</l></block><block s="doSetVar"><l>name</l><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="name"/><l> </l></block></block></block><block s="doSetVar"><l>h</l><block s="reportMap"><block s="reifyReporter"><script><block s="doIf"><block s="reportEquals"><block var="name"/><block s="reportListItem"><l>1</l><l/></block></block><script><block s="doSetVar"><l>result</l><block s="reportListItem"><l>2</l><l/></block></block></script></block><block s="doReport"><l></l></block></script><list></list></block><block s="reportAttributeOf"><l>myProperties</l><block var="target"/></block></block></block><block s="doReport"><block var="result"/></block></script></block></script></block-definition><block-definition s="set MathPadProperty %&apos;name&apos; of %&apos;sprite&apos; to %&apos;value&apos;" type="command" category="2. Math tools"><comment x="0" y="0" w="272.5" collapsed="false">Sets the value of an existing property or inserts it anew.</comment><header></header><code></code><translations></translations><inputs><input type="%txt">costumeProperties<options>typeOfConfiguration&#xD;typeOfData&#xD;costumeProperties&#xD;lineProperties&#xD;dimension&#xD;maxValue&#xD;startPoint</options></input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>done</l><l>h</l><l>target</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a MathPad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as MathPad!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doSetVar"><l>name</l><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="name"/><l> </l></block></block></block><block s="doSetVar"><l>done</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doSetVar"><l>h</l><block s="reportMap"><block s="reifyReporter"><script><block s="doIf"><block s="reportEquals"><block var="name"/><block s="reportListItem"><l>1</l><l/></block></block><script><block s="doReplaceInList"><l>2</l><l/><block var="value"/></block><block s="doSetVar"><l>done</l><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block><block s="doReport"><l></l></block></script><list></list></block><block s="reportAttributeOf"><l>myProperties</l><block var="target"/></block></block></block><block s="doIf"><block s="reportNot"><block var="done"/></block><script><block s="doAddToList"><block s="reportNewList"><list><block var="name"/><block var="value"/></list></block><block s="reportAttributeOf"><l>myProperties</l><block var="target"/></block></block></script></block></script></block></script></block-definition><block-definition s="set MathPad costume properties width: %&apos;width&apos; $nl height: %&apos;height&apos; color: %&apos;r&apos; %&apos;g&apos; %&apos;b&apos; $nl offsets: %&apos;leftOffset&apos; %&apos;upperOffset&apos; on %&apos;sprite&apos;" type="command" category="2. Math tools"><comment x="0" y="0" w="124.32706197102944" collapsed="false">a simple way to set some costume attributes:&#xD;1: width&#xD;2: height&#xD;3: back color red&#xD;4: back color green&#xD;5: back color blue&#xD;6: left offset for MathPad&#xD;    position on stage&#xD;7: upper offset for MathPad&#xD;    position on stage</comment><header></header><code></code><translations></translations><inputs><input type="%n">400</input><input type="%n">300</input><input type="%n">245</input><input type="%n">245</input><input type="%n">245</input><input type="%n">0</input><input type="%n">0</input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>target</l></list></block><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a MathPad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as MathPad!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><custom-block s="configure sprite %s as a MathPad %br width: %n height: %n color: %n %n %n"><block var="target"/><block var="width"/><block var="height"/><block var="r"/><block var="g"/><block var="b"/></custom-block><custom-block s="set MathPadProperty %txt of %txt to %s"><l>costumeProperties</l><block var="target"/><block s="reportNewList"><list><block var="width"/><block var="height"/><block var="r"/><block var="g"/><block var="b"/><block var="leftOffset"/><block var="upperOffset"/></list></block></custom-block></script></block-definition><block-definition s="set MathPad properties lineWidth: %&apos;lineWidth&apos; onlyPoints? %&apos;onlyPoints&apos; $nl dimension: %&apos;dimension&apos; maxValue: %&apos;maxValue&apos; startPoint: %&apos;x&apos; %&apos;y&apos; %&apos;z&apos; $nl on %&apos;sprite&apos;" type="command" category="2. Math tools"><comment x="0" y="0" w="160.9937286376957" collapsed="false">a simple way to set some MathPad attributes:&#xD;1: line width&#xD;2: draw only ponts, not arrows&#xD;3: dimension of coordinate system&#xD;4: max. value on scales&#xD;5: start point of arrows</comment><header></header><code></code><translations></translations><inputs><input type="%n">1</input><input type="%b">false</input><input type="%n">3</input><input type="%n">10</input><input type="%n">0</input><input type="%n">0</input><input type="%n">0</input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>target</l><l>oldDimension</l><l>oldMaxValue</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a MathPad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as MathPad!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doSetVar"><l>oldDimension</l><custom-block s="MathPadProperty %txt of %txt"><l>dimension</l><block var="target"/></custom-block></block><block s="doSetVar"><l>oldMaxValue</l><custom-block s="MathPadProperty %txt of %txt"><l>maxValue</l><block var="target"/></custom-block></block><custom-block s="set MathPadProperty %txt of %txt to %s"><l>lineProperties</l><block var="target"/><block s="reportNewList"><list><block var="lineWidth"/><block var="onlyPoints"/></list></block></custom-block><custom-block s="set MathPadProperty %txt of %txt to %s"><l>dimension</l><block var="target"/><block var="dimension"/></custom-block><custom-block s="set MathPadProperty %txt of %txt to %s"><l>maxValue</l><block var="target"/><block var="maxValue"/></custom-block><custom-block s="set MathPadProperty %txt of %txt to %s"><l>startPoint</l><block var="target"/><block s="reportNewList"><list><block var="x"/><block var="y"/><block var="z"/></list></block></custom-block><block s="doIf"><block s="reportOr"><block s="reportNotEquals"><block var="oldDimension"/><block var="dimension"/></block><block s="reportNotEquals"><block var="oldMaxValue"/><block var="maxValue"/></block></block><script><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doSwitchToCostume"><custom-block s="new costume %n %n %n %n %n"><block s="reportListItem"><l>1</l><custom-block s="MathPadProperty %txt of %txt"><l>costumeProperties</l><block var="target"/></custom-block></block><block s="reportListItem"><l>2</l><custom-block s="MathPadProperty %txt of %txt"><l>costumeProperties</l><block var="target"/></custom-block></block><block s="reportListItem"><l>3</l><custom-block s="MathPadProperty %txt of %txt"><l>costumeProperties</l><block var="target"/></custom-block></block><block s="reportListItem"><l>4</l><custom-block s="MathPadProperty %txt of %txt"><l>costumeProperties</l><block var="target"/></custom-block></block><block s="reportListItem"><l>5</l><custom-block s="MathPadProperty %txt of %txt"><l>costumeProperties</l><block var="target"/></custom-block></block></custom-block></block></script><list></list></block><list></list></block><custom-block s="add centered axes to a MathPad on %txt"><block var="target"/></custom-block></script></block></script></block></script></block-definition><block-definition s="add centered axes to a MathPad on %&apos;sprite&apos;" type="command" category="2. Math tools"><comment x="0" y="0" w="158.49372863769608" collapsed="false">Draws axes on a MathPad in 2 or 3 dimensions.</comment><header></header><code></code><translations></translations><inputs><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>target</l></list></block><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a MathPad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as MathPad!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doApplyExtension"><l>SciS_mathpadaddaxes(cAttributes,type,maxValue,dimension,costume)</l><list><custom-block s="MathPadProperty %txt of %txt"><l>costumeProperties</l><block var="target"/></custom-block><custom-block s="MathPadProperty %txt of %txt"><l>typeOfData</l><block var="target"/></custom-block><custom-block s="MathPadProperty %txt of %txt"><l>maxValue</l><block var="target"/></custom-block><custom-block s="MathPadProperty %txt of %txt"><l>dimension</l><block var="target"/></custom-block><block s="reportAskFor"><block var="target"/><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>costume</option></l></block></autolambda><list></list></block><list></list></block></list></block></script></block-definition><block-definition s="plot %&apos;choice&apos; %&apos;data&apos; color: %&apos;r&apos; %&apos;g&apos; %&apos;b&apos; $nl on MathPad %&apos;sprite&apos; Change startpoint? %&apos;changeStartpoint&apos;" type="command" category="2. Math tools"><comment x="0" y="0" w="439.1666666666663" collapsed="false">Draws a vector, complex number or object of points from the start point stored in the properties.</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">vector<options>vector&#xD;complex-number&#xD;line-to&#xD;object-of</options></input><input type="%l"></input><input type="%n">255</input><input type="%n">0</input><input type="%n">0</input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input><input type="%b">false</input></inputs><script><block s="doWarp"><script><block s="doDeclareVariables"><list><l>oldStartPoint</l><l>i</l><l>target</l></list></block><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a MathPad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as MathPad!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="data"/><l><option>list</option></l></block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: pointlist required!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doSetVar"><l>data</l><custom-block s="copy of %l"><block var="data"/></custom-block></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>object-of</l></block><script><block s="doIf"><block s="reportLessThanOrEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="data"/></block><l>1</l></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: at least two points necessary!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIf"><block s="reportNot"><block s="reportEquals"><custom-block s="MathPadProperty %txt of %txt"><l>dimension</l><block var="target"/></custom-block><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="data"/></block></block></block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: wrong dimension!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doSwitchToCostume"><l></l></block></script><list></list></block><list><block s="reportApplyExtension"><l>SciS_mathpadplot(costume,data,r,g,b,maxValue,linewidth,dimension,onlypoints,cAttributes,startpoint,choice)</l><list><block s="reportAskFor"><block var="target"/><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>costume</option></l></block></autolambda><list></list></block><list></list></block><block var="data"/><block var="r"/><block var="g"/><block var="b"/><custom-block s="MathPadProperty %txt of %txt"><l>maxValue</l><block var="target"/></custom-block><block s="reportListItem"><l>1</l><custom-block s="MathPadProperty %txt of %txt"><l>lineProperties</l><block var="target"/></custom-block></block><custom-block s="MathPadProperty %txt of %txt"><l>dimension</l><block var="target"/></custom-block><block s="reportListItem"><l>2</l><custom-block s="MathPadProperty %txt of %txt"><l>lineProperties</l><block var="target"/></custom-block></block><custom-block s="MathPadProperty %txt of %txt"><l>costumeProperties</l><block var="target"/></custom-block><custom-block s="MathPadProperty %txt of %txt"><l>startPoint</l><block var="target"/></custom-block><block var="choice"/></list></block></list></block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>complex-number</l></block><script><block s="doIfElse"><block s="reportNot"><block s="reportOr"><block s="reportEquals"><block s="reportListItem"><l>1</l><block var="data"/></block><l>complexNumberCartesianStyle</l></block><block s="reportEquals"><block s="reportListItem"><l>1</l><block var="data"/></block><l>complexNumberPolarStyle</l></block></block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: complex number required!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><script><block s="doIf"><block s="reportEquals"><block s="reportListItem"><l>1</l><block var="data"/></block><l>complexNumberPolarStyle</l></block><script><block s="doSetVar"><l>data</l><block s="reportNewList"><list><l>complexNumberCartesianStyle</l><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="data"/></block><block s="reportMonadic"><l><option>cos</option></l><block s="reportListItem"><l>3</l><block var="data"/></block></block></list></block><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="data"/></block><block s="reportMonadic"><l><option>sin</option></l><block s="reportListItem"><l>3</l><block var="data"/></block></block></list></block></list></block></block></script></block><block s="doSetVar"><l>data</l><block s="reportNewList"><list><block s="reportListItem"><l>2</l><block var="data"/></block><block s="reportListItem"><l>3</l><block var="data"/></block></list></block></block></script></block></script></block><block s="doIf"><block s="reportNot"><block s="reportEquals"><custom-block s="MathPadProperty %txt of %txt"><l>dimension</l><block var="target"/></custom-block><block s="reportListAttribute"><l><option>length</option></l><block var="data"/></block></block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: wrong dimension!ROR: complex number required!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doSwitchToCostume"><l></l></block></script><list></list></block><list><block s="reportApplyExtension"><l>SciS_mathpadplot(costume,data,r,g,b,maxValue,linewidth,dimension,onlypoints,cAttributes,startpoint,choice)</l><list><block s="reportAskFor"><block var="target"/><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>costume</option></l></block></autolambda><list></list></block><list></list></block><block var="data"/><block var="r"/><block var="g"/><block var="b"/><custom-block s="MathPadProperty %txt of %txt"><l>maxValue</l><block var="target"/></custom-block><block s="reportListItem"><l>1</l><custom-block s="MathPadProperty %txt of %txt"><l>lineProperties</l><block var="target"/></custom-block></block><custom-block s="MathPadProperty %txt of %txt"><l>dimension</l><block var="target"/></custom-block><block s="reportListItem"><l>2</l><custom-block s="MathPadProperty %txt of %txt"><l>lineProperties</l><block var="target"/></custom-block></block><custom-block s="MathPadProperty %txt of %txt"><l>costumeProperties</l><block var="target"/></custom-block><custom-block s="MathPadProperty %txt of %txt"><l>startPoint</l><block var="target"/></custom-block><block var="choice"/></list></block></list></block><block s="doIf"><block var="changeStartpoint"/><script><custom-block s="set MathPadProperty %txt of %txt to %s"><l>startPoint</l><block var="target"/><block var="data"/></custom-block></script></block></script></block></script></block-definition><block-definition s="MathPad Example 1: vektor addition" type="command" category="2. Math tools"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="configure sprite %s as a MathPad %br width: %n height: %n color: %n %n %n"><l>thisSprite</l><l>400</l><l>300</l><l>245</l><l>245</l><l>245</l></custom-block><custom-block s="plot %s %l color: %n %n %n %br on MathPad %txt Change startpoint? %b"><l>vector</l><custom-block s="linear operation %s %s %s"><custom-block s="vector %mult%n"><list><l>3</l><l>4</l><l>0</l></list></custom-block><l>+</l><custom-block s="vector %mult%n"><list><l>-5</l><l>0</l><l>4</l></list></custom-block></custom-block><l>255</l><l>0</l><l>0</l><l>thisSprite</l><l><bool>false</bool></l></custom-block><custom-block s="plot %s %l color: %n %n %n %br on MathPad %txt Change startpoint? %b"><l>vector</l><custom-block s="vector %mult%n"><list><l>3</l><l>4</l><l>0</l></list></custom-block><l>0</l><l>0</l><l>255</l><l>thisSprite</l><l><bool>true</bool></l></custom-block><custom-block s="plot %s %l color: %n %n %n %br on MathPad %txt Change startpoint? %b"><l>vector</l><custom-block s="vector %mult%n"><list><l>-5</l><l>0</l><l>4</l></list></custom-block><l>0</l><l>255</l><l>0</l><l>thisSprite</l><l><bool>true</bool></l></custom-block></script></block-definition><block-definition s="MathPad Example 2: affine transformation" type="command" category="2. Math tools"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>triangle</l><l>image</l><l>sourcePoints</l><l>targetPoints</l></list></block><block s="doSetVar"><l>triangle</l><block s="reportNewList"><list><block s="reportNewList"><list><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>8</l><l>1</l></list></block><block s="reportNewList"><list><l>2</l><l>5</l></list></block></list></block></block><block s="doSetVar"><l>sourcePoints</l><block s="reportNewList"><list><block s="reportNewList"><list><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>0</l><l>1</l></list></block><block s="reportNewList"><list><l>1</l><l>0</l></list></block></list></block></block><block s="doSetVar"><l>targetPoints</l><block s="reportNewList"><list><block s="reportNewList"><list><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>0</l><l>-1</l></list></block><block s="reportNewList"><list><l>-1</l><l>0</l></list></block></list></block></block><custom-block s="configure sprite %s as a MathPad %br width: %n height: %n color: %n %n %n"><l>thisSprite</l><l>500</l><l>400</l><l>245</l><l>245</l><l>245</l></custom-block><custom-block s="set MathPad properties lineWidth: %n onlyPoints? %b %br dimension: %n maxValue: %n startPoint: %n %n %n %br on %txt"><l>2</l><l><bool>false</bool></l><l>2</l><l>10</l><l>0</l><l>0</l><l>0</l><l>thisSprite</l></custom-block><custom-block s="plot %s %l color: %n %n %n %br on MathPad %txt Change startpoint? %b"><l>object-of</l><block var="triangle"/><l>255</l><l>0</l><l>0</l><l>thisSprite</l><l><bool>false</bool></l></custom-block><block s="doSetVar"><l>image</l><custom-block s="affine transformation of %l %br by %l --&gt; %l for MathPad"><block var="triangle"/><block var="sourcePoints"/><block var="targetPoints"/></custom-block></block><custom-block s="plot %s %l color: %n %n %n %br on MathPad %txt Change startpoint? %b"><l>object-of</l><block var="image"/><l>0</l><l>0</l><l>255</l><l>thisSprite</l><l><bool>false</bool></l></custom-block></script></block-definition><block-definition s="root of %&apos;term&apos; $nl starting at %&apos;x0&apos; by Newton´s method" type="reporter" category="2. Math tools"><comment x="0" y="0" w="170.16666666666697" collapsed="false">Returns a root of an equation calculated with Newton&apos;s method.</comment><header></header><code></code><translations></translations><inputs><input type="%repRing">ringified term</input><input type="%n">1</input></inputs><script><block s="doDeclareVariables"><list><l>epsilon</l><l>i</l><l>f</l></list></block><block s="doWarp"><script><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="term"/><l><option>reporter</option></l></block></block><script><block s="doReport"><l>ERROR: ringified term required!</l></block></script></block><block s="doSetVar"><l>epsilon</l><l>0.00001</l></block><block s="doSetVar"><l>f</l><block s="evaluate"><block var="term"/><list><block var="x0"/></list></block></block><block s="doSetVar"><l>i</l><l>1</l></block><block s="doUntil"><block s="reportOr"><block s="reportGreaterThan"><block var="i"/><l>1000</l></block><block s="reportLessThan"><block s="reportMonadic"><l><option>abs</option></l><block var="f"/></block><block s="reportVariadicProduct"><list><block var="epsilon"/><block var="epsilon"/></list></block></block></block><script><block s="doChangeVar"><l>x0</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="f"/><block var="epsilon"/></list></block><block s="reportDifference"><block var="f"/><block s="evaluate"><block var="term"/><list><block s="reportVariadicSum"><list><block var="x0"/><block var="epsilon"/></list></block></list></block></block></block></block><block s="doSetVar"><l>f</l><block s="evaluate"><block var="term"/><list><block var="x0"/></list></block></block><block s="doChangeVar"><l>i</l><l>1</l></block></script></block><block s="doIfElse"><block s="reportGreaterThan"><block var="i"/><l>1000</l></block><script><block s="doReport"><l>ERROR: no root found!</l></block></script><script><block s="doReport"><block var="x0"/></block></script></block></script></block></script></block-definition><block-definition s="sequence element %&apos;term&apos; ( %&apos;n&apos; )" type="reporter" category="2. Math tools"><comment x="0" y="0" w="170" collapsed="false">Reports an element of a sequence.</comment><header></header><code></code><translations></translations><inputs><input type="%repRing">ringified term</input><input type="%n">1</input></inputs><script><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="term"/><l><option>reporter</option></l></block></block><script><block s="doReport"><l>ERROR: ringified term required!</l></block></script></block><block s="doReport"><block s="evaluate"><block var="term"/><list><block var="n"/></list></block></block></script></block-definition><block-definition s="first %&apos;n&apos; elements of sequence %&apos;term&apos;" type="reporter" category="2. Math tools"><comment x="0" y="0" w="236.66666666666669" collapsed="false">Returns a list of the n first elements of a sequence.</comment><header></header><code></code><translations></translations><inputs><input type="%n">1</input><input type="%repRing">ringified term</input></inputs><script><block s="doDeclareVariables"><list><l>result</l><l>i</l></list></block><block s="doWarp"><script><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="term"/><l><option>reporter</option></l></block></block><script><block s="doReport"><l>ERROR: ringified term required!</l></block></script></block><block s="doSetVar"><l>result</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>i</l><l>1</l></block><block s="doUntil"><block s="reportGreaterThan"><block var="i"/><block var="n"/></block><script><block s="doAddToList"><block s="evaluate"><block var="term"/><list><block var="i"/></list></block><block var="result"/></block><block s="doChangeVar"><l>i</l><l>1</l></block></script></block><block s="doReport"><block var="result"/></block></script></block></script></block-definition><block-definition s="sequence of secant slopes for %&apos;term&apos; $nl at %&apos;x0&apos; calculated with sequence %&apos;sequence&apos;" type="reporter" category="2. Math tools"><comment x="0" y="0" w="315" collapsed="false">Returns a list of secant slopes calculated with the given sequence.</comment><header></header><code></code><translations></translations><inputs><input type="%repRing">ringified term</input><input type="%n">2</input><input type="%s">1/n</input></inputs><script><block s="doDeclareVariables"><list><l>result</l><l>i</l></list></block><block s="doWarp"><script><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="term"/><l><option>reporter</option></l></block></block><script><block s="doReport"><l>ERROR: ringified term required!</l></block></script></block><block s="doIf"><block s="reportIsA"><block var="sequence"/><l><option>text</option></l></block><script><block s="doSetVar"><l>sequence</l><custom-block s="first %n elements of sequence %repRing"><l>100</l><block s="reifyReporter"><autolambda><block s="reportQuotient"><l>1</l><l></l></block></autolambda><list></list></block></custom-block></block></script></block><block s="doSetVar"><l>result</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>i</l><l>1</l></block><block s="doUntil"><block s="reportGreaterThan"><block var="i"/><block s="reportListAttribute"><l><option>length</option></l><block var="sequence"/></block></block><script><block s="doAddToList"><block s="reportQuotient"><block s="reportDifference"><block s="evaluate"><block var="term"/><list><block s="reportVariadicSum"><list><block var="x0"/><block s="reportListItem"><block var="i"/><block var="sequence"/></block></list></block></list></block><block s="evaluate"><block var="term"/><list><block var="x0"/></list></block></block><block s="reportListItem"><block var="i"/><block var="sequence"/></block></block><block var="result"/></block><block s="doChangeVar"><l>i</l><l>1</l></block></script></block><block s="doReport"><block var="result"/></block></script></block></script></block-definition><block-definition s="derivative %&apos;term&apos; ´( %&apos;x&apos; )" type="reporter" category="2. Math tools"><comment x="0" y="0" w="232.5" collapsed="false">Reports the secant slope &quot;nearby&quot; the given point.</comment><header></header><code></code><translations></translations><inputs><input type="%repRing">ringified term</input><input type="%n">1</input></inputs><script><block s="doDeclareVariables"><list><l>epsilon</l></list></block><block s="doWarp"><script><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="term"/><l><option>reporter</option></l></block></block><script><block s="doReport"><l>ERROR: ringified term required!</l></block></script></block><block s="doSetVar"><l>epsilon</l><l>0.00001</l></block><block s="doReport"><block s="reportQuotient"><block s="reportDifference"><block s="evaluate"><block var="term"/><list><block s="reportVariadicSum"><list><block var="x"/><block var="epsilon"/></list></block></list></block><block s="evaluate"><block var="term"/><list><block var="x"/></list></block></block><block var="epsilon"/></block></block></script></block></script></block-definition><block-definition s="%&apos;n&apos; $nl ∑ %&apos;term&apos; $nl %&apos;i&apos; = %&apos;i0&apos;" type="reporter" category="2. Math tools"><comment x="0" y="0" w="106.6666666666667" collapsed="false">Returns a finite sum.</comment><header></header><code></code><translations></translations><inputs><input type="%n">10</input><input type="%repRing">ringified term</input><input type="%upvar">1</input><input type="%n">0</input></inputs><script><block s="doDeclareVariables"><list><l>result</l></list></block><block s="doWarp"><script><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="term"/><l><option>reporter</option></l></block></block><script><block s="doReport"><l>ERROR: ringified term required!</l></block></script></block><block s="doSetVar"><l>result</l><l>0</l></block><block s="doSetVar"><l>i</l><block var="i0"/></block><block s="doUntil"><block s="reportGreaterThan"><block var="i"/><block var="n"/></block><script><block s="doSetVar"><l>result</l><block s="reportVariadicSum"><list><block var="result"/><block s="evaluate"><block var="term"/><list><block var="i"/></list></block></list></block></block><block s="doChangeVar"><l>i</l><l>1</l></block></script></block><block s="doReport"><block var="result"/></block></script></block></script></block-definition><block-definition s="%&apos;b&apos; $nl ∫ %&apos;term&apos; dx $nl %&apos;a&apos; $nl calculated with %&apos;n&apos; intervals" type="reporter" category="2. Math tools"><comment x="0" y="0" w="160.5" collapsed="false">Returns the integral of a term calculated with n trapezoids.</comment><header></header><code></code><translations></translations><inputs><input type="%n">2</input><input type="%repRing">ringified term</input><input type="%n">1</input><input type="%n">100</input></inputs><script><block s="doDeclareVariables"><list><l>result</l><l>dx</l><l>x1</l><l>x2</l></list></block><block s="doWarp"><script><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="term"/><l><option>reporter</option></l></block></block><script><block s="doReport"><l>ERROR: ringified term required!</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="a"/><block var="b"/></block><script><block s="doReport"><l>0</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="n"/><l>0</l></block><script><block s="doReport"><l>ERROR: impossible!</l></block></script></block><block s="doSetVar"><l>result</l><l>0</l></block><block s="doSetVar"><l>dx</l><block s="reportQuotient"><block s="reportDifference"><block var="b"/><block var="a"/></block><block var="n"/></block></block><block s="doSetVar"><l>x1</l><block var="a"/></block><block s="doRepeat"><block var="n"/><script><block s="doSetVar"><l>x2</l><block s="reportVariadicSum"><list><block var="x1"/><block var="dx"/></list></block></block><block s="doChangeVar"><l>result</l><block s="reportVariadicProduct"><list><block s="reportQuotient"><block s="reportVariadicSum"><list><block s="evaluate"><block var="term"/><list><block var="x2"/></list></block><block s="evaluate"><block var="term"/><list><block var="x1"/></list></block></list></block><l>2</l></block><block var="dx"/></list></block></block><block s="doSetVar"><l>x1</l><block var="x2"/></block></script></block><block s="doReport"><block var="result"/></block></script></block></script></block-definition><block-definition s="%&apos;function&apos; of %&apos;data&apos; sampled with %&apos;f&apos; Hz" type="reporter" category="2. Math tools"><comment x="0" y="0" w="398" collapsed="false">Reports either &#xD;- data Fourier transformed to frequency-space&#xD;- &quot;raw&quot; FFT (Fast Forier Transformation)data formatted as SciSnap! complex numbers&#xD;- or iFFT real data</comment><header></header><code></code><translations></translations><inputs><input type="%txt" readonly="true">frequency_spectrum<options>frequency_spectrum&#xD;complex_FFTdata&#xD;iFFT_of_FFTdata</options></input><input type="%l"></input><input type="%n">100</input></inputs><script><block s="doIf"><block s="reportLessThan"><block s="reportListAttribute"><l><option>length</option></l><block var="data"/></block><l>1</l></block><script><block s="doReport"><l>ERROR: no data available!</l></block></script></block><block s="doIfElse"><block s="reportEquals"><block var="function"/><l>iFFT_of_FFTdata</l></block><script><block s="doIf"><block s="reportNot"><custom-block s="is %s a %txt"><block var="data"/><l>matrix</l></custom-block></block><script><block s="doReport"><l>ERROR: complex data required!</l></block></script></block></script><script><block s="doIf"><block s="reportNot"><custom-block s="is %s a %txt"><block var="data"/><l>vector</l></custom-block></block><script><block s="doReport"><l>ERROR: vector required!</l></block></script></block></script></block><block s="doReport"><block s="evaluate"><block s="reifyReporter"><autolambda><block s="reportApplyExtension"><l>SciS_FFTops(data,freq,choice)</l><list></list></block></autolambda><list></list></block><list><custom-block s="copy of %l"><block var="data"/></custom-block><block var="f"/><block var="function"/></list></block></block></script></block-definition><block-definition s="b(N= %&apos;N&apos; p= %&apos;p&apos; k= %&apos;k&apos; )" type="reporter" category="2. Math tools"><comment x="0" y="0" w="400.46899739583336" collapsed="false">Reports coefficient of the binomial distribution b(N,p,k)=(N choose k)*p^k(1-p)^(N-k)</comment><header></header><code></code><translations></translations><inputs><input type="%n">10</input><input type="%n">0.1</input><input type="%n">2</input></inputs><script><block s="doWarp"><script><block s="doIf"><block s="reportAnd"><block s="reportAnd"><block s="reportLessThanOrEquals"><l>0</l><block var="k"/></block><block s="reportLessThanOrEquals"><block var="k"/><block var="N"/></block></block><block s="reportAnd"><block s="reportLessThanOrEquals"><l>0</l><block var="p"/></block><block s="reportLessThanOrEquals"><block var="p"/><l>1</l></block></block></block><script><block s="doReport"><block s="reportVariadicProduct"><list><custom-block s="( %n ) %br ( %n )"><block var="N"/><block var="k"/></custom-block><block s="reportVariadicProduct"><list><block s="reportPower"><block var="p"/><block var="k"/></block><block s="reportPower"><block s="reportDifference"><l>1</l><block var="p"/></block><block s="reportDifference"><block var="N"/><block var="k"/></block></block></list></block></list></block></block></script></block><block s="doReport"><l>ERROR: wrong parameter!</l></block></script></block></script></block-definition><block-definition s="B x= %&apos;x&apos; (N= %&apos;N&apos; p= %&apos;p&apos; )" type="reporter" category="2. Math tools"><comment x="0" y="0" w="189.1666666666667" collapsed="false">Reports binomial distribution B(N,p,k).</comment><header></header><code></code><translations></translations><inputs><input type="%n">1</input><input type="%n">10</input><input type="%n">0.1</input></inputs><script><block s="doDeclareVariables"><list><l>result</l><l>k</l></list></block><block s="doWarp"><script><block s="doIf"><block s="reportAnd"><block s="reportAnd"><block s="reportLessThanOrEquals"><l>0</l><block var="x"/></block><block s="reportLessThanOrEquals"><block var="x"/><block var="N"/></block></block><block s="reportAnd"><block s="reportLessThanOrEquals"><l>0</l><block var="p"/></block><block s="reportLessThanOrEquals"><block var="p"/><l>1</l></block></block></block><script><block s="doSetVar"><l>result</l><l>0</l></block><block s="doSetVar"><l>k</l><l>0</l></block><block s="doUntil"><block s="reportGreaterThan"><block var="k"/><block var="x"/></block><script><block s="doChangeVar"><l>result</l><block s="reportVariadicProduct"><list><custom-block s="( %n ) %br ( %n )"><block var="N"/><block var="k"/></custom-block><block s="reportVariadicProduct"><list><block s="reportPower"><block var="p"/><block var="k"/></block><block s="reportPower"><block s="reportDifference"><l>1</l><block var="p"/></block><block s="reportDifference"><block var="N"/><block var="k"/></block></block></list></block></list></block></block><block s="doChangeVar"><l>k</l><l>1</l></block></script></block><block s="doReport"><block var="result"/></block></script></block><block s="doReport"><l>ERROR: wrong parameter!</l></block></script></block></script></block-definition><block-definition s="h(N= %&apos;N&apos; M= %&apos;M&apos; n= %&apos;n&apos; k= %&apos;k&apos; )" type="reporter" category="2. Math tools"><comment x="0" y="0" w="254.6356640624998" collapsed="false">Reports coefficient of the hypergeometric distribution.</comment><header></header><code></code><translations></translations><inputs><input type="%n">10</input><input type="%n">3</input><input type="%n">5</input><input type="%n">2</input></inputs><script><block s="doWarp"><script><block s="doIf"><block s="reportAnd"><block s="reportAnd"><block s="reportAnd"><block s="reportLessThanOrEquals"><l>0</l><block var="M"/></block><block s="reportLessThanOrEquals"><block var="M"/><block var="N"/></block></block><block s="reportAnd"><block s="reportLessThanOrEquals"><l>0</l><block var="n"/></block><block s="reportLessThanOrEquals"><block var="n"/><block var="N"/></block></block></block><block s="reportAnd"><block s="reportLessThanOrEquals"><l>0</l><block var="k"/></block><block s="reportLessThanOrEquals"><block var="k"/><block var="n"/></block></block></block><script><block s="doReport"><block s="reportQuotient"><block s="reportVariadicProduct"><list><custom-block s="( %n ) %br ( %n )"><block var="M"/><block var="k"/></custom-block><custom-block s="( %n ) %br ( %n )"><block s="reportDifference"><block var="N"/><block var="M"/></block><block s="reportDifference"><block var="n"/><block var="k"/></block></custom-block></list></block><custom-block s="( %n ) %br ( %n )"><block var="N"/><block var="n"/></custom-block></block></block></script></block><block s="doReport"><l>ERROR: wrong parameter!</l></block></script></block></script></block-definition><block-definition s="H x= %&apos;x&apos; (N= %&apos;N&apos; M= %&apos;M&apos; n= %&apos;n&apos; )" type="reporter" category="2. Math tools"><comment x="0" y="0" w="170.83333333333334" collapsed="false">Reports hypergeometric distribution.</comment><header></header><code></code><translations></translations><inputs><input type="%n">1</input><input type="%n">10</input><input type="%n">3</input><input type="%n">5</input></inputs><script><block s="doDeclareVariables"><list><l>result</l><l>k</l></list></block><block s="doWarp"><script><block s="doIf"><block s="reportAnd"><block s="reportAnd"><block s="reportAnd"><block s="reportLessThanOrEquals"><l>0</l><block var="x"/></block><block s="reportLessThanOrEquals"><block var="x"/><block var="N"/></block></block><block s="reportAnd"><block s="reportLessThanOrEquals"><l>0</l><block var="M"/></block><block s="reportLessThanOrEquals"><block var="M"/><block var="N"/></block></block></block><block s="reportAnd"><block s="reportLessThanOrEquals"><l>0</l><block var="n"/></block><block s="reportLessThanOrEquals"><block var="n"/><block var="N"/></block></block></block><script><block s="doSetVar"><l>result</l><l>0</l></block><block s="doSetVar"><l>k</l><l>0</l></block><block s="doUntil"><block s="reportGreaterThan"><block var="k"/><block var="x"/></block><script><block s="doChangeVar"><l>result</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><custom-block s="( %n ) %br ( %n )"><block var="M"/><block var="k"/></custom-block><custom-block s="( %n ) %br ( %n )"><block s="reportDifference"><block var="N"/><block var="M"/></block><block s="reportDifference"><block var="n"/><block var="k"/></block></custom-block></list></block><custom-block s="( %n ) %br ( %n )"><block var="N"/><block var="n"/></custom-block></block></block><block s="doChangeVar"><l>k</l><l>1</l></block></script></block><block s="doReport"><block var="result"/></block></script></block><block s="doReport"><l>ERROR: wrong parameter!</l></block></script></block></script></block-definition><block-definition s="p(θ= %&apos;theta&apos; k= %&apos;k&apos; )" type="reporter" category="2. Math tools"><comment x="0" y="0" w="212.96899739583327" collapsed="false">Reports coefficient of the Poisson distribution.</comment><header></header><code></code><translations></translations><inputs><input type="%n">0.05</input><input type="%n">2</input></inputs><script><block s="doWarp"><script><block s="doIf"><block s="reportAnd"><block s="reportLessThanOrEquals"><l>0</l><block var="theta"/></block><block s="reportLessThanOrEquals"><l>0</l><block var="k"/></block></block><script><block s="doReport"><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportPower"><block var="theta"/><block var="k"/></block><block s="reportMonadic"><l><option>e^</option></l><block s="reportMonadic"><l><option>neg</option></l><block var="theta"/></block></block></list></block><custom-block s="%n !"><block var="k"/></custom-block></block></block></script></block><block s="doReport"><l>ERROR: wrong parameter!</l></block></script></block></script></block-definition><block-definition s="P x= %&apos;x&apos; p(θ= %&apos;theta&apos; )" type="reporter" category="2. Math tools"><comment x="0" y="0" w="140.83333333333334" collapsed="false">Reports Poisson distribution.</comment><header></header><code></code><translations></translations><inputs><input type="%n">2</input><input type="%n">0.05</input></inputs><script><block s="doDeclareVariables"><list><l>result</l><l>k</l></list></block><block s="doWarp"><script><block s="doIf"><block s="reportAnd"><block s="reportLessThanOrEquals"><l>0</l><block var="x"/></block><block s="reportLessThanOrEquals"><l>0</l><block var="theta"/></block></block><script><block s="doSetVar"><l>result</l><l>0</l></block><block s="doSetVar"><l>k</l><l>0</l></block><block s="doUntil"><block s="reportGreaterThan"><block var="k"/><block var="x"/></block><script><block s="doChangeVar"><l>result</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportPower"><block var="theta"/><block var="k"/></block><block s="reportMonadic"><l><option>e^</option></l><block s="reportMonadic"><l><option>neg</option></l><block var="theta"/></block></block></list></block><custom-block s="%n !"><block var="k"/></custom-block></block></block><block s="doChangeVar"><l>k</l><l>1</l></block></script></block><block s="doReport"><block var="result"/></block></script></block><block s="doReport"><l>ERROR: wrong parameter!</l></block></script></block></script></block-definition><block-definition s="pareto (xmin= %&apos;xmin&apos; k= %&apos;k&apos; x= %&apos;x&apos; )" type="reporter" category="2. Math tools"><comment x="0" y="0" w="205.63566406250004" collapsed="false">Reports coefficient of the Pareto distribution.</comment><header></header><code></code><translations></translations><inputs><input type="%n">1</input><input type="%n">3</input><input type="%n">2</input></inputs><script><block s="doIfElse"><block s="reportLessThan"><block var="x"/><block var="xmin"/></block><script><block s="doReport"><l>0</l></block></script><script><block s="doReport"><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="k"/><block s="reportPower"><block var="xmin"/><block var="k"/></block></list></block><block s="reportPower"><block var="x"/><block s="reportVariadicSum"><list><block var="k"/><l>1</l></list></block></block></block></block></script></block></script></block-definition><block-definition s="n (x= %&apos;x&apos; μ= %&apos;mue&apos; σ= %&apos;sigma&apos; )" type="reporter" category="2. Math tools"><comment x="0" y="0" w="214.16666666666669" collapsed="false">Reports coefficient of the normal distribution.</comment><header></header><code></code><translations></translations><inputs><input type="%n">1</input><input type="%n">0</input><input type="%n">1</input></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportMonadic"><l><option>e^</option></l><block s="reportVariadicProduct"><list><l>-0.5</l><block s="reportPower"><block s="reportQuotient"><block s="reportDifference"><block var="x"/><block var="mue"/></block><block var="sigma"/></block><l>2</l></block></list></block></block><block s="reportVariadicProduct"><list><block s="reportMonadic"><l><option>sqrt</option></l><block s="reportVariadicProduct"><list><l>2</l><custom-block s="π"></custom-block></list></block></block><block var="sigma"/></list></block></block></block></script></block-definition><block-definition s="𝜙" type="reporter" category="2. Math tools"><comment x="0" y="0" w="90" collapsed="false">The empty set.</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><custom-block s="set of { %mult%s }"><list></list></custom-block></block></script></block-definition><block-definition s="|R" type="reporter" category="2. Math tools"><comment x="0" y="0" w="148.0769230769232" collapsed="false">The real (computer-) numbers.</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><custom-block s="set of {x| %n %txt x %s %s }"><l>-Infinity</l><l>≤</l><l>≤</l><l>Infinity</l></custom-block></block></script></block-definition><block-definition s="set of { %&apos;elements&apos; }" type="reporter" category="2. Math tools"><comment x="0" y="0" w="176.6738932291671" collapsed="false">Returns a set by listing the elements, predicates, and defined intervals. &#xD;The sequence is: &#xD;set&#xD;isNumerical&#xD;list of elements&#xD;list of intervals&#xD;predicate.</comment><header></header><code></code><translations></translations><inputs><input type="%mult%s"></input></inputs><script><block s="doWarp"><script><block s="doIfElse"><block s="reportIsA"><block var="elements"/><l><option>list</option></l></block><script><block s="doReport"><block s="reportNewList"><list><l>set</l><custom-block s="is %s a %txt"><block var="elements"/><l>numericalList</l></custom-block><custom-block s="%s without duplicates"><block var="elements"/></custom-block><block s="reportNewList"><list></list></block><l></l></list></block></block></script><script><block s="doReport"><l>ERROR: a list of elements required!</l></block></script></block></script></block></script></block-definition><block-definition s="set of {x| %&apos;predicate&apos; }" type="reporter" category="2. Math tools"><comment x="0" y="0" w="203.64402043269226" collapsed="false">Creation of a set by a predicate. &#xD;Intervals and elements should be defined by another block. If possible the predicate is translated to a list of intervals.&#xD;The sequence is: &#xD;set&#xD;isNumerical&#xD;list of elements&#xD;list of intervals&#xD;predicate.</comment><header></header><code></code><translations></translations><inputs><input type="%repRing">ringified predicate</input></inputs><script><block s="doWarp"><script><block s="doDeclareVariables"><list><l>predicateTree</l></list></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="predicate"/><l><option>predicate</option></l></block></block><script><block s="doReport"><l>ERROR: parameter is not a predicate!</l></block></script></block><block s="doSetVar"><l>predicateTree</l><block s="reportTextSplit"><block var="predicate"/><l><option>blocks</option></l></block></block><block s="doIf"><custom-block s="is %l translatable to intervals?"><block var="predicateTree"/></custom-block><script><block s="doReport"><block s="reportNewList"><list><l>set</l><block s="reportBoolean"><l><bool>true</bool></l></block><block s="reportNewList"><list></list></block><custom-block s="predicate tree %l $arrowRightThin list of intervals"><block var="predicateTree"/></custom-block><l></l></list></block></block></script></block><block s="doReport"><l>ERROR: pure predicate sets are not supported yet.</l></block></script></block></script></block-definition><block-definition s="set of {x| %&apos;leftLimit&apos; %&apos;op1&apos; x %&apos;op2&apos; %&apos;rightLimit&apos; }" type="reporter" category="2. Math tools"><comment x="0" y="0" w="188.05427684294867" collapsed="false">Returns a set with one numerical interval.&#xD;The sequence is: &#xD;set&#xD;isNumerical&#xD;list of elements&#xD;list of intervals&#xD;predicate.</comment><header></header><code></code><translations></translations><inputs><input type="%n">-Infinity<options>-Infinity</options></input><input type="%txt" readonly="true">≤<options>≤&#xD;&lt;</options></input><input type="%s" readonly="true">≤<options>≤&#xD;&lt;</options></input><input type="%s">Infinity<options>Infinity</options></input></inputs><script><block s="doWarp"><script><block s="doIf"><block s="reportNot"><block s="reportAnd"><block s="reportAnd"><block s="reportIsA"><block var="leftLimit"/><l><option>number</option></l></block><block s="reportIsA"><block var="rightLimit"/><l><option>number</option></l></block></block><block s="reportLessThanOrEquals"><block var="leftLimit"/><block var="rightLimit"/></block></block></block><script><block s="doReport"><l>ERROR: that defines no interval!</l></block></script></block><block s="doReport"><block s="reportNewList"><list><l>set</l><block s="reportBoolean"><l><bool>true</bool></l></block><block s="reportNewList"><list></list></block><block s="reportNewList"><list><block s="reportNewList"><list><block var="leftLimit"/><block var="op1"/><block var="op2"/><block var="rightLimit"/></list></block></list></block><l></l></list></block></block></script></block></script></block-definition><block-definition s="%&apos;element&apos; ε %&apos;set&apos; ?" type="predicate" category="2. Math tools"><comment x="0" y="0" w="223.57142857142858" collapsed="false">Reports whether &quot;element&quot; is element of &quot;set&quot;.</comment><header></header><code></code><translations></translations><inputs><input type="%s">element</input><input type="%s">set</input></inputs><script><block s="doWarp"><script><block s="doIf"><block s="reportNot"><custom-block s="is %s a %txt"><block var="set"/><l>set</l></custom-block></block><script><block s="doReport"><l>ERROR: second parameter is not a set!</l></block></script></block><block s="doIf"><block s="reportNot"><block s="reportEquals"><block s="reportListItem"><l>4</l><block var="set"/></block><block s="reportNewList"><list></list></block></block></block><script><block s="doIf"><custom-block s="evaluate intervals %l with %s"><block s="reportListItem"><l>4</l><block var="set"/></block><block var="element"/></custom-block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block></script></block><block s="doReport"><block s="reportListContainsItem"><block s="reportListItem"><l>3</l><block var="set"/></block><block var="element"/></block></block></script></block></script></block-definition><block-definition s="%&apos;set1&apos; %&apos;op&apos; %&apos;set2&apos;" type="reporter" category="2. Math tools"><comment x="0" y="0" w="194.40476190476184" collapsed="false">Reports the intersection, union, difference, or cross product of two sets.</comment><header></header><code></code><translations></translations><inputs><input type="%s">set1</input><input type="%s" readonly="true">∩<options>∩&#xD;∪&#xD;\&#xD;X</options></input><input type="%s">set2</input></inputs><script><block s="doWarp"><script><block s="doDeclareVariables"><list><l>result</l><l>n</l><l>m</l><l>interval2</l><l>difference</l><l>term1</l><l>term2</l><l>interval1</l></list></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a %txt"><block var="set1"/><l>set</l></custom-block></block><script><block s="doReport"><l>ERROR: first parameter is not a set!</l></block></script><comment w="107.14285714285722" collapsed="false">are these two sets?</comment></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a %txt"><block var="set2"/><l>set</l></custom-block></block><script><block s="doReport"><l>ERROR: second parameter is not a set!</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="op"/><l>∩</l></block><script><block s="doSetVar"><l>result</l><block s="reportNewList"><list><l>set</l><block s="reportAnd"><block s="reportListItem"><l>2</l><block var="set1"/></block><block s="reportListItem"><l>2</l><block var="set2"/></block></block><block s="reportConcatenatedLists"><list><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportOr"><block s="reportListContainsItem"><block s="reportListItem"><l>3</l><block var="set1"/></block><block var="element"/></block><custom-block s="evaluate intervals %l with %s"><block s="reportListItem"><l>4</l><block var="set1"/></block><block var="element"/></custom-block></block></autolambda><list><l>element</l></list></block><block s="reportListItem"><l>3</l><block var="set2"/></block></block><block s="reportKeep"><block s="reifyPredicate"><autolambda><custom-block s="evaluate intervals %l with %s"><block s="reportListItem"><l>4</l><block var="set2"/></block><block var="element"/></custom-block></autolambda><list><l>element</l></list></block><block s="reportListItem"><l>3</l><block var="set1"/></block></block></list></block><custom-block s="intersect interval lists %l and %l"><block s="reportListItem"><l>4</l><block var="set1"/></block><block s="reportListItem"><l>4</l><block var="set2"/></block></custom-block><l></l></list></block></block><block s="doReport"><custom-block s="cleaned up set %l"><block var="result"/></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="op"/><l>∪</l></block><script><block s="doSetVar"><l>result</l><block s="reportNewList"><list><l>set</l><block s="reportAnd"><block s="reportListItem"><l>2</l><block var="set1"/></block><block s="reportListItem"><l>2</l><block var="set2"/></block></block><block s="reportConcatenatedLists"><list><block s="reportListItem"><l>3</l><block var="set1"/></block><block s="reportListItem"><l>3</l><block var="set2"/></block></list></block><custom-block s="merge intervals %l"><block s="reportConcatenatedLists"><list><block s="reportListItem"><l>4</l><block var="set1"/></block><block s="reportListItem"><l>4</l><block var="set2"/></block></list></block></custom-block><l></l></list></block></block><block s="doReport"><custom-block s="cleaned up set %l"><block var="result"/></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="op"/><l>\</l></block><script><block s="doSetVar"><l>result</l><block s="reportNewList"><list><l>set</l><block s="reportAnd"><block s="reportListItem"><l>2</l><block var="set1"/></block><block s="reportListItem"><l>2</l><block var="set2"/></block></block><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportOr"><block s="reportListContainsItem"><block s="reportListItem"><l>3</l><block var="set2"/></block><block var="element"/></block><custom-block s="evaluate intervals %l with %s"><block s="reportListItem"><l>4</l><block var="set2"/></block><block var="element"/></custom-block></block></block></autolambda><list><l>element</l></list></block><block s="reportListItem"><l>3</l><block var="set1"/></block></block><block s="reportNewList"><list></list></block><l></l></list></block></block><block s="doIf"><block s="reportNot"><block s="reportListItem"><l>2</l><block var="result"/></block></block><script><block s="doIfElse"><block s="reportOr"><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>4</l><block var="set1"/></block></block><l>0</l></block><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>4</l><block var="set2"/></block></block><l>0</l></block></block><script><block s="doReport"><l>ERROR: impossible operation for not numerical sets.</l></block></script><script><block s="doReport"><block s="reportNewList"><list><l>set</l><block s="reportListItem"><l>2</l><block var="result"/></block><block s="reportListItem"><l>3</l><block var="result"/></block><block s="reportListItem"><l>4</l><block var="set1"/></block><l></l></list></block></block></script></block></script></block><block s="doSetVar"><l>set1</l><custom-block s="copy of %l"><block var="set1"/></custom-block></block><block s="doSetVar"><l>set2</l><custom-block s="copy of %l"><block var="set2"/></custom-block></block><block s="doReplaceInList"><l>4</l><block var="set2"/><block s="reportConcatenatedLists"><list><block s="reportListItem"><l>4</l><block var="set2"/></block><custom-block s="list of numbers %l $arrowRightOutline list of intervals"><block s="reportListItem"><l>3</l><block var="set2"/></block></custom-block></list></block></block><block s="doReplaceInList"><l>3</l><block var="set2"/><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>m</l><l>1</l></block><block s="doUntil"><block s="reportGreaterThan"><block var="m"/><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>4</l><block var="set2"/></block></block></block><script><block s="doSetVar"><l>interval2</l><block s="reportListItem"><block var="m"/><block s="reportListItem"><l>4</l><block var="set2"/></block></block></block><block s="doSetVar"><l>n</l><l>1</l></block><block s="doUntil"><block s="reportGreaterThan"><block var="n"/><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>4</l><block var="set1"/></block></block></block><script><block s="doSetVar"><l>interval1</l><block s="reportListItem"><block var="n"/><block s="reportListItem"><l>4</l><block var="set1"/></block></block></block><block s="doSetVar"><l>difference</l><custom-block s="difference of interval %l and %l"><block var="interval1"/><block var="interval2"/></custom-block></block><block s="doIf"><block s="reportAnd"><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block var="difference"/></block><l>0</l></block><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><custom-block s="intersect two intervals %l %l"><block var="interval1"/><block var="interval2"/></custom-block></block><l>0</l></block></block><script><block s="doReplaceInList"><l>4</l><block var="set1"/><block s="reportConcatenatedLists"><list><block s="reportListItem"><l>4</l><block var="set1"/></block><block var="difference"/></list></block></block><block s="doDeleteFromList"><block var="n"/><block s="reportListItem"><l>4</l><block var="set1"/></block></block></script></block><block s="doChangeVar"><l>n</l><l>1</l></block></script></block><block s="doChangeVar"><l>m</l><l>1</l></block></script><comment w="120" collapsed="false">compare the mth interval with all intervals of set1</comment></block><block s="doReplaceInList"><l>4</l><block var="result"/><custom-block s="merge intervals %l"><block s="reportListItem"><l>4</l><block var="set1"/></block></custom-block></block><block s="doReport"><custom-block s="cleaned up set %l"><block var="result"/></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="op"/><l>X</l></block><script><block s="doIf"><block s="reportOr"><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>4</l><block var="set1"/></block></block><l>0</l></block><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>4</l><block var="set2"/></block></block><l>0</l></block></block><script><block s="doReport"><l>ERROR: impossible operation with infinite sets!</l></block></script></block><block s="doSetVar"><l>result</l><block s="reportNewList"><list><l>set</l><block s="reportAnd"><block s="reportListItem"><l>2</l><block var="set1"/></block><block s="reportListItem"><l>2</l><block var="set2"/></block></block><block s="reportNewList"><list></list></block><block s="reportNewList"><list></list></block><l></l></list></block></block><block s="doForEach"><l>item_1</l><block s="reportListItem"><l>3</l><block var="set1"/></block><script><block s="doForEach"><l>item_2</l><block s="reportListItem"><l>3</l><block var="set2"/></block><script><block s="doIfElse"><block s="reportIsA"><block var="item_1"/><l><option>list</option></l></block><script><block s="doSetVar"><l>term1</l><block var="item_1"/></block></script><script><block s="doSetVar"><l>term1</l><block s="reportNewList"><list><block var="item_1"/></list></block></block></script></block><block s="doIfElse"><block s="reportIsA"><block var="item_2"/><l><option>list</option></l></block><script><block s="doSetVar"><l>term2</l><block var="item_2"/></block></script><script><block s="doSetVar"><l>term2</l><block s="reportNewList"><list><block var="item_2"/></list></block></block></script></block><block s="doAddToList"><block s="reportConcatenatedLists"><list><block var="term1"/><block var="term2"/></list></block><block s="reportListItem"><l>3</l><block var="result"/></block></block></script></block></script></block><block s="doReport"><block var="result"/></block></script></block></script></block></script></block-definition><block-definition s="is %&apos;set1&apos; ⊆ %&apos;set2&apos; ?" type="predicate" category="2. Math tools"><comment x="0" y="0" w="108.57142857142861" collapsed="false">Is set1 subset of set2?</comment><header></header><code></code><translations></translations><inputs><input type="%s">set1</input><input type="%s">set2</input></inputs><script><block s="doWarp"><script><block s="doIf"><block s="reportNot"><custom-block s="is %s a %txt"><block var="set1"/><l>set</l></custom-block></block><script><block s="doReport"><l>ERROR: first parameter is not a set!</l></block></script><comment w="107.14285714285722" collapsed="false">are these two sets?</comment></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a %txt"><block var="set2"/><l>set</l></custom-block></block><script><block s="doReport"><l>ERROR: second parameter is not a set!</l></block></script></block><block s="doForEach"><l>interval</l><block s="reportListItem"><l>4</l><block var="set1"/></block><script><block s="doIf"><block s="reportNot"><custom-block s="is interval %l subinterval of interval list %l ?"><block var="interval"/><block s="reportListItem"><l>4</l><block var="set2"/></block></custom-block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block><block s="doForEach"><l>element</l><block s="reportListItem"><l>3</l><block var="set1"/></block><script><block s="doIf"><block s="reportNot"><block s="reportOr"><custom-block s="evaluate intervals %l with %s"><block s="reportListItem"><l>4</l><block var="set2"/></block><block var="element"/></custom-block><block s="reportListContainsItem"><block s="reportListItem"><l>3</l><block var="set2"/></block><block var="element"/></block></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block><comment w="144.2857142857143" collapsed="false">item is not element of set2</comment></block></script></block></script><comment w="116.16666666666674" collapsed="false">Compare elements</comment></block><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block></script></block-definition><block-definition s="is %&apos;set1&apos; = %&apos;set2&apos; ?" type="predicate" category="2. Math tools"><comment x="0" y="0" w="142.3076923076923" collapsed="false">Are theses two sets equal?</comment><header></header><code></code><translations></translations><inputs><input type="%s">set1</input><input type="%s">set2</input></inputs><script><block s="doWarp"><script><block s="doIf"><block s="reportNot"><custom-block s="is %s a %txt"><block var="set1"/><l>set</l></custom-block></block><script><block s="doReport"><l>ERROR: first parameter is not a set!</l></block></script></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a %txt"><block var="set2"/><l>set</l></custom-block></block><script><block s="doReport"><l>ERROR: second parameter is not a set!</l></block></script></block><block s="doReport"><block s="reportAnd"><custom-block s="is %s ⊆ %s ?"><block var="set1"/><block var="set2"/></custom-block><custom-block s="is %s ⊆ %s ?"><block var="set2"/><block var="set1"/></custom-block></block></block></script></block></script></block-definition><block-definition s="%&apos;n&apos; elements of %&apos;set&apos; (numbers ε |N)" type="reporter" category="2. Math tools"><comment x="0" y="0" w="187.91208791208803" collapsed="false">Reports up to n elements of a set. Numers are natural numbers smaller than maxSetValue in SciSnap!-properties.</comment><header></header><code></code><translations></translations><inputs><input type="%n">10</input><input type="%s">set</input></inputs><script><block s="doWarp"><script><block s="doDeclareVariables"><list><l>result</l><l>i</l></list></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a %txt"><block var="set"/><l>set</l></custom-block></block><script><block s="doReport"><l>ERROR: second parameter is not a set!</l></block></script></block><block s="doSetVar"><l>result</l><block s="reportListItem"><l>3</l><block var="set"/></block></block><block s="doIf"><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>4</l><block var="set"/></block></block><l>0</l></block><script><block s="doSetVar"><l>i</l><l>0</l></block><block s="doUntil"><block s="reportOr"><block s="reportGreaterThan"><block var="i"/><custom-block s="SciSnap! global property %s"><l>maxSetValue</l></custom-block></block><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block var="result"/></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>2</l><block var="n"/></list></block><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>3</l><block var="set"/></block></block></list></block></block></block><script><block s="doIf"><custom-block s="evaluate intervals %l with %s"><block s="reportListItem"><l>4</l><block var="set"/></block><block var="i"/></custom-block><script><block s="doAddToList"><block var="i"/><block var="result"/></block></script></block><block s="doChangeVar"><l>i</l><l>1</l></block></script><comment w="135.71428571428572" collapsed="false">maxSetValue should be close to infinity ;-)</comment></block></script></block><block s="doSetVar"><l>result</l><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportEquals"><block s="reportListIndex"><block var="value"/><block var="list"/></block><block var="index"/></block></autolambda><list><l>value</l><l>index</l><l>list</l></list></block><block var="result"/></block><comment w="57.142857142857146" collapsed="false">clean up</comment></block><block s="doUntil"><block s="reportLessThanOrEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="result"/></block><block var="n"/></block><script><block s="doDeleteFromList"><l><option>last</option></l><block var="result"/></block></script></block><block s="doIfElse"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="result"/></block><l><option>list</option></l></block><script><block s="doReport"><block s="reportApplyExtension"><l>lst_sort(list, fn)</l><list><block var="result"/><block s="reifyPredicate"><autolambda><block s="reportLessThan"><block s="reportListItem"><l>1</l><l/></block><block s="reportListItem"><l>1</l><l/></block></block></autolambda><list></list></block></list></block></block></script><script><block s="doReport"><block s="reportApplyExtension"><l>lst_sort(list, fn)</l><list><block var="result"/><block s="reifyPredicate"><autolambda><block s="reportLessThan"><l></l><l></l></block></autolambda><list></list></block></list></block></block></script></block></script></block></script></block-definition><block-definition s="element %&apos;element&apos; $arrowRightOutline text" type="reporter" category="2. Math tools"><comment x="0" y="0" w="116.10256410256414" collapsed="false">Reports simple types, sets and lists as string.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>result</l><l>is first element</l><l>elements</l><l>i</l></list></block><block s="doWarp"><script><block s="doIf"><block s="reportIsA"><block var="element"/><l><option>number</option></l></block><script><block s="doReport"><block s="reportJoinWords"><list><l></l><block var="element"/></list></block></block></script></block><block s="doIf"><block s="reportIsA"><block var="element"/><l><option>Boolean</option></l></block><script><block s="doIfElse"><block var="element"/><script><block s="doReport"><l>true</l></block></script><script><block s="doReport"><l>false</l></block></script></block></script></block><block s="doIf"><block s="reportIsA"><block var="element"/><l><option>text</option></l></block><script><block s="doReport"><block var="element"/></block></script></block><block s="doIf"><block s="reportIsA"><block var="element"/><l><option>list</option></l></block><script><block s="doIfElse"><custom-block s="is %s a %txt"><block var="element"/><l>set</l></custom-block><script><block s="doSetVar"><l>result</l><l>{</l></block><block s="doSetVar"><l>is first element</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doSetVar"><l>elements</l><block s="reportListItem"><l>3</l><block var="element"/></block></block><block s="doIf"><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>4</l><block var="element"/></block></block><l>0</l></block><script><block s="doSetVar"><l>i</l><l>0</l></block><block s="doUntil"><block s="reportOr"><block s="reportGreaterThan"><block var="i"/><custom-block s="SciSnap! global property %s"><l>maxSetValue</l></custom-block></block><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block var="elements"/></block><block s="reportVariadicSum"><list><l>40</l><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>3</l><block var="element"/></block></block></list></block></block></block><script><block s="doIf"><custom-block s="evaluate intervals %l with %s"><block s="reportListItem"><l>4</l><block var="element"/></block><block var="i"/></custom-block><script><block s="doAddToList"><block var="i"/><block var="elements"/></block></script></block><block s="doChangeVar"><l>i</l><l>1</l></block></script><comment w="135.71428571428572" collapsed="false">maxSetValue should be close to infinity ;-)</comment></block></script></block><block s="doSetVar"><l>elements</l><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportEquals"><block s="reportListIndex"><block var="value"/><block var="list"/></block><block var="index"/></block></autolambda><list><l>value</l><l>index</l><l>list</l></list></block><block var="elements"/></block></block><block s="doUntil"><block s="reportLessThan"><block s="reportListAttribute"><l><option>length</option></l><block var="elements"/></block><l>20</l></block><script><block s="doDeleteFromList"><l><option>last</option></l><block var="elements"/></block></script></block><block s="doForEach"><l>item</l><block var="elements"/><script><block s="doIfElse"><block var="is first element"/><script><block s="doSetVar"><l>result</l><block s="reportJoinWords"><list><block var="result"/><custom-block s="element %s $arrowRightOutline text"><block var="item"/></custom-block></list></block></block><block s="doSetVar"><l>is first element</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><script><block s="doSetVar"><l>result</l><block s="reportJoinWords"><list><block var="result"/><l>,</l><custom-block s="element %s $arrowRightOutline text"><block var="item"/></custom-block></list></block></block></script></block></script></block><block s="doIfElse"><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block var="elements"/></block><l>18</l></block><script><block s="doReport"><block s="reportJoinWords"><list><block var="result"/><l>,...}</l></list></block></block></script><script><block s="doReport"><block s="reportJoinWords"><list><block var="result"/><l>}</l></list></block></block></script></block></script><script><block s="doSetVar"><l>result</l><l>[</l></block><block s="doUntil"><block s="reportLessThan"><block s="reportListAttribute"><l><option>length</option></l><block var="element"/></block><l>20</l></block><script><block s="doDeleteFromList"><l><option>last</option></l><block var="element"/></block></script></block><block s="doSetVar"><l>is first element</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doForEach"><l>item</l><block var="element"/><script><block s="doIfElse"><block var="is first element"/><script><block s="doSetVar"><l>result</l><block s="reportJoinWords"><list><block var="result"/><custom-block s="element %s $arrowRightOutline text"><block var="item"/></custom-block></list></block></block><block s="doSetVar"><l>is first element</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><script><block s="doSetVar"><l>result</l><block s="reportJoinWords"><list><block var="result"/><l>,</l><custom-block s="element %s $arrowRightOutline text"><block var="item"/></custom-block></list></block></block></script></block></script></block><block s="doIfElse"><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block var="element"/></block><l>18</l></block><script><block s="doReport"><block s="reportJoinWords"><list><block var="result"/><l>,...]</l></list></block></block></script><script><block s="doReport"><block s="reportJoinWords"><list><block var="result"/><l>]</l></list></block></block></script></block></script></block></script></block><block s="doReport"><block s="reportJoinWords"><list><l>ERROR: no simple type!</l></list></block></block></script></block></script></block-definition><block-definition s="text %&apos;text&apos; $arrowRightOutline elements" type="reporter" category="2. Math tools"><comment x="0" y="0" w="124.00000000000006" collapsed="false">Converts a string to a list of elements.</comment><header></header><code></code><translations></translations><inputs><input type="%txt">1,2,[3,4],{6,7,8..12}</input></inputs><script><block s="doDeclareVariables"><list><l>result</l><l>inputlist</l><l>element</l><l>substring</l><l>i</l><l>element1</l><l>element2</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>result</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>text</l><block s="reportTextSplit"><block var="text"/><l>,</l></block></block><block s="doUntil"><block s="reportLessThan"><block s="reportListAttribute"><l><option>length</option></l><block var="text"/></block><l>1</l></block><script><block s="doSetVar"><l>element</l><custom-block s="replace %txt %txt with %txt in %txt"><l>all</l><l> </l><l></l><block s="reportListItem"><l>1</l><block var="text"/></block></custom-block></block><block s="doDeleteFromList"><l>1</l><block var="text"/></block><block s="doIf"><block s="reportGreaterThan"><block s="reportStringSize"><block var="element"/></block><l>0</l></block><script><block s="doIfElse"><block s="reportIsA"><block var="element"/><l><option>number</option></l><comment w="90" collapsed="false">find numbers</comment></block><script><block s="doAddToList"><block var="element"/><block var="result"/></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="element"/><l>true</l><comment w="90" collapsed="false">find booleans</comment></block><script><block s="doAddToList"><block s="reportBoolean"><l><bool>true</bool></l></block><block var="result"/></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="element"/><l>false</l></block><script><block s="doAddToList"><block s="reportBoolean"><l><bool>false</bool></l></block><block var="result"/></block></script><script><block s="doSetVar"><l>i</l><custom-block s="index of %txt in %txt"><l>.</l><block var="element"/></custom-block><comment w="110.66666666666669" collapsed="false">find number intervals</comment></block><block s="doIfElse"><block s="reportGreaterThan"><block var="i"/><l>0</l></block><script><block s="doSetVar"><l>element1</l><custom-block s="substring of %txt from %n to %n"><block var="element"/><l>1</l><block s="reportDifference"><block var="i"/><l>1</l></block></custom-block></block><block s="doIfElse"><block s="reportEquals"><block s="reportLetter"><block s="reportVariadicSum"><list><block var="i"/><l>1</l></list></block><block var="element"/></block><l>.</l></block><script><block s="doSetVar"><l>element2</l><custom-block s="substring of %txt from %n to %n"><block var="element"/><block s="reportVariadicSum"><list><block var="i"/><l>2</l></list></block><block s="reportStringSize"><block var="element"/></block></custom-block></block><block s="doIfElse"><block s="reportAnd"><block s="reportIsA"><block var="element1"/><l><option>number</option></l></block><block s="reportIsA"><block var="element2"/><l><option>number</option></l></block></block><script><block s="doSetVar"><l>i</l><block var="element1"/></block><block s="doUntil"><block s="reportGreaterThan"><block var="i"/><block var="element2"/></block><script><block s="doAddToList"><block var="i"/><block var="result"/></block><block s="doChangeVar"><l>i</l><l>1</l></block></script></block></script><script><block s="doReport"><l>ERROR: missing number close to ".."</l></block></script></block></script><script><block s="doReport"><l>ERROR: missing "."</l></block></script></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="reportLetter"><l>1</l><block var="element"/></block><l>[</l></block><script><block s="doIf"><block s="reportEquals"><custom-block s="index of %txt in %txt"><l>]</l><block var="element"/></custom-block><l>0</l></block><script><block s="doUntil"><block s="reportOr"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="text"/></block><l>0</l></block><block s="reportGreaterThan"><custom-block s="index of %txt in %txt"><l>]</l><block s="reportListItem"><l>1</l><block var="text"/></block></custom-block><l>0</l></block></block><script><block s="doSetVar"><l>element</l><block s="reportJoinWords"><list><block var="element"/><l>,</l><block s="reportListItem"><l>1</l><block var="text"/></block></list></block></block><block s="doDeleteFromList"><l>1</l><block var="text"/></block></script></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportGreaterThan"><custom-block s="index of %txt in %txt"><l>]</l><block s="reportListItem"><l>1</l><block var="text"/></block></custom-block><l>0</l></block><block s="reportEquals"><custom-block s="index of %txt in %txt"><l>]</l><block var="element"/></custom-block><l>0</l></block></block><script><block s="doSetVar"><l>element</l><block s="reportJoinWords"><list><block var="element"/><l>,</l><block s="reportListItem"><l>1</l><block var="text"/></block></list></block></block><block s="doDeleteFromList"><l>1</l><block var="text"/></block></script></block><block s="doIfElse"><block s="reportGreaterThan"><custom-block s="index of %txt in %txt"><l>]</l><block var="element"/></custom-block><l>0</l></block><script><block s="doSetVar"><l>i</l><custom-block s="index of %txt in %txt"><l>]</l><block var="element"/></custom-block></block><block s="doIfElse"><block s="reportGreaterThan"><block var="i"/><l>2</l></block><script><block s="doAddToList"><custom-block s="text %txt $arrowRightOutline elements"><custom-block s="substring of %txt from %n to %n"><block var="element"/><l>2</l><block s="reportDifference"><block var="i"/><l>1</l></block></custom-block></custom-block><block var="result"/></block></script><script><block s="doReport"><l>ERROR: missing "]"</l></block></script></block></script><script><block s="doReport"><l>ERROR: missing "]"</l></block></script></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="reportLetter"><l>1</l><block var="element"/></block><l>{</l><comment w="90" collapsed="false">find sets</comment></block><script><block s="doIf"><block s="reportEquals"><custom-block s="index of %txt in %txt"><l>}</l><block var="element"/></custom-block><l>0</l></block><script><block s="doUntil"><block s="reportOr"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="text"/></block><l>0</l></block><block s="reportGreaterThan"><custom-block s="index of %txt in %txt"><l>}</l><block s="reportListItem"><l>1</l><block var="text"/></block></custom-block><l>0</l></block></block><script><block s="doSetVar"><l>element</l><block s="reportJoinWords"><list><block var="element"/><l>,</l><block s="reportListItem"><l>1</l><block var="text"/></block></list></block></block><block s="doDeleteFromList"><l>1</l><block var="text"/></block></script></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportGreaterThan"><custom-block s="index of %txt in %txt"><l>}</l><block s="reportListItem"><l>1</l><block var="text"/></block></custom-block><l>0</l></block><block s="reportEquals"><custom-block s="index of %txt in %txt"><l>}</l><block var="element"/></custom-block><l>0</l></block></block><script><block s="doSetVar"><l>element</l><block s="reportJoinWords"><list><block var="element"/><l>,</l><block s="reportListItem"><l>1</l><block var="text"/></block></list></block></block><block s="doDeleteFromList"><l>1</l><block var="text"/></block></script></block><block s="doIfElse"><block s="reportGreaterThan"><custom-block s="index of %txt in %txt"><l>}</l><block var="element"/></custom-block><l>0</l></block><script><block s="doSetVar"><l>i</l><custom-block s="index of %txt in %txt"><l>}</l><block var="element"/></custom-block></block><block s="doIfElse"><block s="reportGreaterThan"><block var="i"/><l>2</l></block><script><block s="doSetVar"><l>element1</l><block s="reportNewList"><list><l>set</l><l></l><block s="reportNewList"><list></list></block><block s="reportNewList"><list></list></block><l></l></list></block></block><block s="doReplaceInList"><l>3</l><block var="element1"/><custom-block s="text %txt $arrowRightOutline elements"><custom-block s="substring of %txt from %n to %n"><block var="element"/><l>2</l><block s="reportDifference"><block var="i"/><l>1</l></block></custom-block></custom-block></block><block s="doReplaceInList"><l>2</l><block var="element1"/><custom-block s="is %s a %txt"><block s="reportListItem"><l>3</l><block var="element1"/></block><l>numericalList</l></custom-block></block><block s="doAddToList"><block var="element1"/><block var="result"/></block></script><script><block s="doReport"><l>ERROR: missing "}"</l></block></script></block></script><script><block s="doReport"><l>ERROR: missing "}"</l></block></script></block></script><script><block s="doAddToList"><block var="element"/><block var="result"/><comment w="172" collapsed="false">other elements interpreted as string</comment></block></script></block></script><comment w="90" collapsed="false">find lists</comment></block></script></block></script></block></script></block></script></block></script></block></script></block><block s="doReport"><block var="result"/></block></script></block></script></block-definition><block-definition s="configure %&apos;sprite&apos; as an ImagePad width: %&apos;width&apos; $nl height: %&apos;height&apos; color: %&apos;r&apos; %&apos;g&apos; %&apos;b&apos;" type="command" category="6. ImagePad for image operations"><comment x="0" y="0" w="142.5" collapsed="false">Creates a new  empty costume of the specified size and color and sets local properties</comment><header></header><code></code><translations></translations><inputs><input type="%s">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input><input type="%n">400</input><input type="%n">300</input><input type="%n">245</input><input type="%n">245</input><input type="%n">245</input></inputs><script><block s="doWarp"><script><block s="doDeclareVariables"><list><l>target</l><l>costumeWidth</l><l>costumeHeight</l></list></block><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIfElse"><block s="reportIsIdentical"><block var="target"/><block s="reportObject"><l>Stage</l></block></block><script><block s="doSetVar"><l>sprite</l><l>theStage</l></block><block s="doSetVar"><l>costumeWidth</l><block s="reportAttributeOf"><l><option>width</option></l><l>Stage</l></block></block><block s="doSetVar"><l>costumeHeight</l><block s="reportAttributeOf"><l><option>height</option></l><l>Stage</l></block></block></script><script><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="show"></block></script><list></list></block><list></list></block><block s="doSetVar"><l>costumeWidth</l><block var="width"/></block><block s="doSetVar"><l>costumeHeight</l><block var="height"/></block></script></block><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doApplyExtension"><l>var_declare(scope, name)</l><list><l>sprite</l><l>myProperties</l></list></block><block s="doApplyExtension"><l>var_declare(scope, name)</l><list><l>sprite</l><l>myData</l></list></block><block s="doSetVar"><l>myProperties</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>myData</l><block s="reportNewList"><list></list></block></block><block s="doSwitchToCostume"><block s="reportApplyExtension"><l>SciS_newcostume(w,h,r,g,b)</l><list><block var="costumeWidth"/><block var="costumeHeight"/><block var="r"/><block var="g"/><block var="b"/></list></block></block><block s="doAddToList"><block s="reportNewList"><list><l>typeOfConfiguration</l><l>ImagePad</l></list></block><block var="myProperties"/></block><block s="doAddToList"><block s="reportNewList"><list><l>typeOfData</l><l>none</l></list></block><block var="myProperties"/></block><block s="doAddToList"><block s="reportNewList"><list><l>lineProperties</l><block s="reportNewList"><list><l>continuous</l><l>1</l><l>0</l><l>0</l><l>0</l><l>180</l><l>180</l><l>180</l></list></block></list></block><block var="myProperties"/></block><block s="doAddToList"><block s="reportNewList"><list><l>dataProperties</l><block s="reportNewList"><list><l>notSet</l><l>notSet</l><l>0</l><l>0</l></list></block></list></block><block var="myProperties"/></block><block s="doAddToList"><block s="reportNewList"><list><l>imageProperties</l><block s="reportNewList"><list><l>notSet</l><l>0</l><l>0</l></list></block></list></block><block var="myProperties"/></block><block s="doAddToList"><block s="reportNewList"><list><l>gridProperties</l><block s="reportNewList"><list><l>40</l><l>40</l><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="costumeWidth"/><l>40</l></block></block><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="costumeHeight"/><l>40</l></block></block></list></block></list></block><block var="myProperties"/></block><block s="doAddToList"><block s="reportNewList"><list><l>gridColors</l><block s="reportNewList"><list><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l><l>black</l></list></block><block s="reportNewList"><list><l>150</l><l>150</l><l>150</l><l>gray</l></list></block><block s="reportNewList"><list><l>255</l><l>255</l><l>255</l><l>white</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>0</l><l>red</l></list></block><block s="reportNewList"><list><l>255</l><l>255</l><l>0</l><l>yellow</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>255</l><l>magenta</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>0</l><l>green</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>255</l><l>cyan</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>255</l><l>blue</l></list></block></list></block></list></block><block var="myProperties"/></block></script><list></list></block><list></list></block><block s="doIfElse"><block s="reportIsIdentical"><block var="target"/><block s="reportObject"><l>Stage</l></block></block><script><block s="doTellTo"><l>Stage</l><block s="reifyScript"><script><block s="doAddToList"><block s="reportNewList"><list><l>costumeProperties</l><block s="reportNewList"><list><block s="reportAttributeOf"><l><option>width</option></l><l>Stage</l></block><block s="reportAttributeOf"><l><option>height</option></l><l>Stage</l></block><block var="r"/><block var="g"/><block var="b"/><block s="reportQuotient"><block s="reportDifference"><block s="reportAttributeOf"><l><option>width</option></l><l>Stage</l></block><block var="width"/></block><l>2</l></block><block s="reportQuotient"><block s="reportDifference"><block s="reportAttributeOf"><l><option>height</option></l><l>Stage</l></block><block var="height"/></block><l>2</l></block></list></block></list></block><block var="myProperties"/></block></script><list></list></block><list></list></block></script><script><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doAddToList"><block s="reportNewList"><list><l>costumeProperties</l><block s="reportNewList"><list><block var="width"/><block var="height"/><block var="r"/><block var="g"/><block var="b"/><l>0</l><l>0</l></list></block></list></block><block var="myProperties"/></block></script><list></list></block><list></list></block></script></block></script></block></script><scripts><comment x="520.8333333333335" y="80.16666666666669" w="192.5" collapsed="false">costume properties:&#xD;1: width&#xD;2: height&#xD;3: back color red&#xD;4: back color green&#xD;5: back color blue&#xD;6: left offset for Image position on stage&#xD;7: upper offset for Image position on stage&#xD;&#xD;line properties:&#xD;1: lineWidth&#xD;2: line color red&#xD;3: line color green&#xD;4: lineColor blue&#xD;&#xD;data properties:&#xD;1: minValue&#xD;2: maxValue&#xD;3: columns&#xD;4: rows&#xD;&#xD;image properties:&#xD;1: type (RGB,FITS)&#xD;2: imageWidth&#xD;3: imageHeight&#xD;&#xD;grid colors: &#xD;list of usable colors:&#xD;1:black 2:gray 3:white&#xD;4: red 5:yellow 6:magenta&#xD;7:green 8:cyan 9:blue&#xD;</comment></scripts></block-definition><block-definition s="is %&apos;sprite&apos; an ImagePad?" type="predicate" category="6. ImagePad for image operations"><header></header><code></code><translations></translations><inputs><input type="%s">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doWarp"><script><block s="doIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><script><block s="doReport"><block s="reportAskFor"><block s="reportObject"><l><option>myself</option></l></block><block s="reifyReporter"><autolambda><custom-block s="is the global %b property %txt %br with value %s present ?"><l><bool>false</bool></l><l>typeOfConfiguration</l><l>ImagePad</l></custom-block></autolambda><list></list></block><list></list></block></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><script><block s="doReport"><block s="reportAskFor"><l>Stage</l><block s="reifyReporter"><autolambda><custom-block s="is the global %b property %txt %br with value %s present ?"><l><bool>false</bool></l><l>typeOfConfiguration</l><l>ImagePad</l></custom-block></autolambda><list></list></block><list></list></block></block></script><script><block s="doReport"><block s="reportAskFor"><block s="reportObject"><block var="sprite"/></block><block s="reifyReporter"><autolambda><custom-block s="is the global %b property %txt %br with value %s present ?"><l><bool>false</bool></l><l>typeOfConfiguration</l><l>ImagePad</l></custom-block></autolambda><list></list></block><list></list></block></block></script></block></script></block></script></block></script></block-definition><block-definition s="ImagePadProperty %&apos;name&apos; of %&apos;sprite&apos;" type="reporter" category="6. ImagePad for image operations"><comment x="0" y="0" w="95" collapsed="false">Reads the value of an existing property.</comment><header></header><code></code><translations></translations><inputs><input type="%txt">costumeProperties<options>typeOfConfiguration&#xD;typeOfData&#xD;costumeProperties&#xD;lineProperties&#xD;dataProperties&#xD;imageProperties&#xD;gridProperties&#xD;gridColors</options></input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>result</l><l>h</l><l>target</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s an ImagePad?"><block var="target"/></custom-block></block><script><block s="doReport"><l>ERROR: target isn&apos;t configured as ImagePad!</l></block></script></block><block s="doSetVar"><l>result</l><l>not found</l></block><block s="doSetVar"><l>name</l><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="name"/><l> </l></block></block></block><block s="doSetVar"><l>h</l><block s="reportMap"><block s="reifyReporter"><script><block s="doIf"><block s="reportEquals"><block var="name"/><block s="reportListItem"><l>1</l><l/></block></block><script><block s="doSetVar"><l>result</l><block s="reportListItem"><l>2</l><l/></block></block></script></block><block s="doReport"><l></l></block></script><list></list></block><block s="reportAttributeOf"><l>myProperties</l><block var="target"/></block></block></block><block s="doReport"><block var="result"/></block></script></block></script></block-definition><block-definition s="set ImagePadProperty %&apos;name&apos; of %&apos;sprite&apos; to %&apos;value&apos;" type="command" category="6. ImagePad for image operations"><comment x="0" y="0" w="66.66666666666667" collapsed="false">Sets the value of an existing property or inserts it anew.</comment><header></header><code></code><translations></translations><inputs><input type="%txt">costumeProperties<options>typeOfConfiguration&#xD;typeOfData&#xD;costumeProperties&#xD;lineProperties&#xD;dataProperties&#xD;imageProperties&#xD;gridProperties&#xD;gridColors</options></input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>done</l><l>h</l><l>target</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s an ImagePad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as ImagePad</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doSetVar"><l>name</l><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="name"/><l> </l></block></block></block><block s="doSetVar"><l>done</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doSetVar"><l>h</l><block s="reportMap"><block s="reifyReporter"><script><block s="doIf"><block s="reportEquals"><block var="name"/><block s="reportListItem"><l>1</l><l/></block></block><script><block s="doReplaceInList"><l>2</l><l/><block var="value"/></block><block s="doSetVar"><l>done</l><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block><block s="doReport"><l></l></block></script><list></list></block><block s="reportAttributeOf"><l>myProperties</l><block var="target"/></block></block></block><block s="doIf"><block s="reportNot"><block var="done"/></block><script><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doAddToList"><l></l><l/></block></script><list></list></block><list><block s="reportNewList"><list><block var="name"/><block var="value"/></list></block><block s="reportAttributeOf"><l>myProperties</l><block var="target"/></block></list></block></script></block></script></block></script></block-definition><block-definition s="set ImagePad costume properties width: %&apos;width&apos; $nl height: %&apos;height&apos; back color: %&apos;r&apos; %&apos;g&apos; %&apos;b&apos; $nl offsets: %&apos;leftOffset&apos; %&apos;upperOffset&apos; on %&apos;sprite&apos;" type="command" category="6. ImagePad for image operations"><comment x="0" y="0" w="117.66039530436237" collapsed="false">a simple way to set some costume attributes:&#xD;1: width&#xD;2: height&#xD;3: back color red&#xD;4: back color green&#xD;5: back color blue&#xD;6: left offset for Image&#xD;    position on stage&#xD;7: upper offset for Image&#xD;    position on stage</comment><header></header><code></code><translations></translations><inputs><input type="%n">400</input><input type="%n">300</input><input type="%n">245</input><input type="%n">245</input><input type="%n">245</input><input type="%n">0</input><input type="%n">0</input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>target</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s an ImagePad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as ImagePad</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIfElse"><block s="reportIsIdentical"><block var="target"/><block s="reportObject"><l>Stage</l></block></block><script><custom-block s="set ImagePadProperty %txt of %txt to %s"><l>costumeProperties</l><l>theStage</l><block s="reportNewList"><list><block s="reportAttributeOf"><l><option>width</option></l><l>Stage</l></block><block s="reportAttributeOf"><l><option>height</option></l><l>Stage</l></block><block var="r"/><block var="g"/><block var="b"/><block var="leftOffset"/><block var="upperOffset"/></list></block></custom-block></script><script><custom-block s="set ImagePadProperty %txt of %txt to %s"><l>costumeProperties</l><block var="target"/><block s="reportNewList"><list><block var="width"/><block var="height"/><block var="r"/><block var="g"/><block var="b"/><block var="leftOffset"/><block var="upperOffset"/></list></block></custom-block></script></block><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doSwitchToCostume"><block s="reportApplyExtension"><l>SciS_newcostume(w,h,r,g,b)</l><list><block var="width"/><block var="height"/><block var="r"/><block var="g"/><block var="b"/></list></block></block></script><list></list></block><list></list></block></script></block></script></block-definition><block-definition s="set ImagePad line properties style: %&apos;style&apos; $nl width: %&apos;lineWidth&apos; color: %&apos;r&apos; %&apos;g&apos; %&apos;b&apos; $nl fill color: %&apos;rfill&apos; %&apos;gfill&apos; %&apos;bfill&apos; on %&apos;sprite&apos;" type="command" category="6. ImagePad for image operations"><comment x="0" y="0" w="105.68386840820364" collapsed="false">a simple way to set some net attributes:&#xD;line properties:&#xD;1: line style&#xD;2: lineWidth&#xD;3: line color red&#xD;4: line color green&#xD;5: lineColor blue&#xD;6: fill color red&#xD;6: fill color green&#xD;8: fill color blue</comment><header></header><code></code><translations></translations><inputs><input type="%txt" readonly="true">continuous<options>continuous&#xD;dashed&#xD;dash-dot&#xD;dot-dot</options></input><input type="%n">1</input><input type="%n">0</input><input type="%n">0</input><input type="%n">0</input><input type="%n">180</input><input type="%n">180</input><input type="%n">180</input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>target</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s an ImagePad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as ImagePad</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><custom-block s="set ImagePadProperty %txt of %txt to %s"><l>lineProperties</l><block var="target"/><block s="reportNewList"><list><block var="style"/><block var="lineWidth"/><block var="r"/><block var="g"/><block var="b"/><block var="rfill"/><block var="gfill"/><block var="bfill"/></list></block></custom-block></script></block></script></block-definition><block-definition s="set ImagePad grid properties on %&apos;sprite&apos; $nl horizontal cells: %&apos;hNumber&apos; vertical cells: %&apos;vNumber&apos;" type="command" category="6. ImagePad for image operations"><comment x="0" y="0" w="140.9937286376957" collapsed="false">a simple way to set some grid attributes:&#xD;1: number of horizontal cells&#xD;2: number of vertical cells&#xD;3: cell width&#xD;4: cell height&#xD;&#xD;grid data are stored in myData</comment><header></header><code></code><translations></translations><inputs><input type="%s">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input><input type="%n">400</input><input type="%n">400</input></inputs><script><block s="doDeclareVariables"><list><l>target</l><l>wh</l><l>ws</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s an ImagePad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as GridPad</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doSetVar"><l>wh</l><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block s="reportListItem"><l>1</l><custom-block s="ImagePadProperty %txt of %txt"><l>costumeProperties</l><block var="target"/></custom-block></block><block var="hNumber"/></block></block></block><block s="doSetVar"><l>ws</l><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block s="reportListItem"><l>2</l><custom-block s="ImagePadProperty %txt of %txt"><l>costumeProperties</l><block var="target"/></custom-block></block><block var="vNumber"/></block></block></block><block s="doIf"><block s="reportOr"><block s="reportLessThan"><block var="wh"/><l>1</l></block><block s="reportLessThan"><block var="ws"/><l>1</l></block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: cell size is too small!</l></custom-block></script></block><custom-block s="set ImagePadProperty %txt of %txt to %s"><l>gridProperties</l><block var="target"/><block s="reportNewList"><list><block var="hNumber"/><block var="vNumber"/><block var="wh"/><block var="ws"/></list></block></custom-block><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doSetVar"><l></l><l></l></block></script><list></list></block><list><l>myData</l><custom-block s="%n x %n table initialized with %s"><block var="hNumber"/><block var="vNumber"/><l>2</l></custom-block></list></block></script></block></script></block-definition><block-definition s="import %&apos;choice&apos; from %&apos;source&apos; $nl to myData on %&apos;sprite&apos;" type="command" category="6. ImagePad for image operations"><comment x="0" y="0" w="118.57142857142861" collapsed="false">Imports costume-data or FITS-data to a data list.</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">costume(RGB)data<options>costume(RGB)data&#xD;FITSData</options></input><input type="%s" readonly="true">currentCostume<options>currentCostume&#xD;filepicker&#xD;list with dimensions at top</options></input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>header</l><l>imagedata</l><l>costumeData</l><l>min</l><l>max</l><l>w</l><l>h</l><l>target</l><l>input</l><l>costumeData</l><l>ready</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s an ImagePad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as ImagePad</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doSetVar"><l>choice</l><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="choice"/><l> </l></block></block></block><block s="doIf"><block s="reportEquals"><block var="source"/><l>filepicker</l></block><script><block s="doSetVar"><l>ready</l><block s="reportApplyExtension"><l>SciS_readFileWithFilepicker()</l><list></list></block></block><block s="doWaitUntil"><block s="reportListItem"><l>1</l><block s="evaluate"><block var="ready"/><list></list></block></block></block><block s="doSetVar"><l>source</l><block s="reportListItem"><l>2</l><block s="evaluate"><block var="ready"/><list></list></block></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>FITSData</l></block><script><block s="doIfElse"><block s="reportNot"><block s="reportIsA"><block var="source"/><l><option>text</option></l></block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: FITS data have to be text!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><script><block s="doSetVar"><l>imagedata</l><block s="reportApplyExtension"><l>SciS_extractFITSdata(FITSdata)</l><list><block var="source"/></list></block></block><block s="doSetVar"><l>w</l><block s="reportListItem"><l>1</l><block var="imagedata"/></block></block><block s="doSetVar"><l>h</l><block s="reportListItem"><l>2</l><block var="imagedata"/></block></block><block s="doSetVar"><l>min</l><block s="reportListItem"><l>3</l><block var="imagedata"/></block></block><block s="doSetVar"><l>max</l><block s="reportListItem"><l>4</l><block var="imagedata"/></block></block><block s="doSetVar"><l>costumeData</l><custom-block s="ImagePadProperty %txt of %txt"><l>costumeProperties</l><block var="target"/></custom-block></block><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doSetVar"><l>myProperties</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>myData</l><l></l></block></script><list></list></block><list><block s="reportListItem"><l>6</l><block var="imagedata"/></block></list></block><block s="doAddToList"><block s="reportNewList"><list><l>typeOfConfiguration</l><l>ImagePad</l></list></block><block s="reportAttributeOf"><l>myProperties</l><block var="target"/></block></block><block s="doAddToList"><block s="reportNewList"><list><l>typeOfData</l><l>FITS</l></list></block><block s="reportAttributeOf"><l>myProperties</l><block var="target"/></block></block><block s="doAddToList"><block s="reportNewList"><list><l>lineProperties</l><block s="reportNewList"><list><l>1</l><l>0</l><l>0</l><l>0</l></list></block></list></block><block s="reportAttributeOf"><l>myProperties</l><block var="target"/></block></block><block s="doAddToList"><block s="reportNewList"><list><l>dataProperties</l><block s="reportNewList"><list><block var="min"/><block var="max"/><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>6</l><block var="imagedata"/></block></block></list></block></list></block><block s="reportAttributeOf"><l>myProperties</l><block var="target"/></block></block><block s="doAddToList"><block s="reportNewList"><list><l>imageProperties</l><block s="reportNewList"><list><l>FITS</l><block var="w"/><block var="h"/></list></block></list></block><block s="reportAttributeOf"><l>myProperties</l><block var="target"/></block></block><block s="doAddToList"><block s="reportNewList"><list><l>gridProperties</l><block s="reportNewList"><list><l>40</l><l>40</l><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="w"/><l>40</l></block></block><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="h"/><l>40</l></block></block></list></block></list></block><block s="reportAttributeOf"><l>myProperties</l><block var="target"/></block></block><block s="doAddToList"><block s="reportNewList"><list><l>gridColors</l><block s="reportNewList"><list><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l><l>black</l></list></block><block s="reportNewList"><list><l>150</l><l>150</l><l>150</l><l>gray</l></list></block><block s="reportNewList"><list><l>255</l><l>255</l><l>255</l><l>white</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>0</l><l>red</l></list></block><block s="reportNewList"><list><l>255</l><l>255</l><l>0</l><l>yellow</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>255</l><l>magenta</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>0</l><l>green</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>255</l><l>cyan</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>255</l><l>blue</l></list></block></list></block></list></block><block s="reportAttributeOf"><l>myProperties</l><block var="target"/></block></block><block s="doSetVar"><l>header</l><block s="reportListItem"><l>5</l><block var="imagedata"/></block></block><block s="doUntil"><block s="reportOr"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="header"/></block><l>0</l></block><block s="reportEquals"><block s="reportListItem"><l>1</l><block s="reportListItem"><l>1</l><block var="header"/></block></block><l></l></block></block><script><custom-block s="set ImagePadProperty %txt of %txt to %s"><block s="reportListItem"><l>1</l><block s="reportListItem"><l>1</l><block var="header"/></block></block><block var="target"/><block s="reportListItem"><l>2</l><block s="reportListItem"><l>1</l><block var="header"/></block></block></custom-block><block s="doDeleteFromList"><l>1</l><block var="header"/></block></script></block><block s="doIfElse"><block s="reportIsIdentical"><block var="target"/><block s="reportObject"><l>Stage</l></block></block><script><block s="doReplaceInList"><l>6</l><block var="costumeData"/><block s="reportQuotient"><block s="reportDifference"><block s="reportAttributeOf"><l><option>width</option></l><l>Stage</l></block><block var="w"/></block><l>2</l></block></block><block s="doReplaceInList"><l>7</l><block var="costumeData"/><block s="reportQuotient"><block s="reportDifference"><block s="reportAttributeOf"><l><option>height</option></l><l>Stage</l></block><block var="h"/></block><l>2</l></block></block><custom-block s="set ImagePadProperty %txt of %txt to %s"><l>costumeProperties</l><block var="target"/><block var="costumeData"/></custom-block></script><script><block s="doReplaceInList"><l>1</l><block var="costumeData"/><block var="w"/></block><block s="doReplaceInList"><l>2</l><block var="costumeData"/><block var="h"/></block><block s="doReplaceInList"><l>6</l><block var="costumeData"/><l>0</l></block><block s="doReplaceInList"><l>7</l><block var="costumeData"/><l>0</l></block><custom-block s="set ImagePadProperty %txt of %txt to %s"><l>costumeProperties</l><block var="target"/><block var="costumeData"/></custom-block></script></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>costume(RGB)data</l></block><script><block s="doSetVar"><l>input</l><block s="reportIfElse"><block s="reportEquals"><block var="source"/><l>currentCostume</l></block><block s="reportAskFor"><block var="target"/><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>costume</option></l></block></autolambda><list></list></block><list></list></block><block var="source"/></block></block><block s="doIfElse"><block s="reportIsA"><block var="input"/><l><option>costume</option></l></block><script><block s="doSetVar"><l>w</l><block s="reportGetImageAttribute"><l><option>width</option></l><block var="input"/></block></block><block s="doSetVar"><l>h</l><block s="reportGetImageAttribute"><l><option>height</option></l><block var="input"/></block></block><block s="doSetVar"><l>input</l><block s="reportGetImageAttribute"><l><option>pixels</option></l><block var="input"/></block></block></script><script><block s="doIfElse"><block s="reportIsA"><block var="input"/><l><option>list</option></l></block><script><block s="doIf"><block s="reportLessThan"><block s="reportListAttribute"><l><option>length</option></l><block var="input"/></block><l>3</l></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: too few data!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doSetVar"><l>w</l><block s="reportListItem"><l>1</l><block var="input"/></block></block><block s="doSetVar"><l>h</l><block s="reportListItem"><l>2</l><block var="input"/></block></block><block s="doDeleteFromList"><l>1</l><block var="input"/></block><block s="doDeleteFromList"><l>1</l><block var="input"/></block></script><script><custom-block s="report SciSnap! error %txt"><l>ERROR: costume or costume data required!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block></script></block><block s="doSetVar"><l>costumeData</l><custom-block s="ImagePadProperty %txt of %txt"><l>costumeProperties</l><block var="target"/></custom-block></block><block s="doSetVar"><l>min</l><block s="reportCombine"><block var="input"/><block s="reifyReporter"><autolambda><block s="reportVariadicMin"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block><block s="doSetVar"><l>min</l><block s="reportVariadicMin"><list><block s="reportListItem"><l>1</l><block var="min"/></block><block s="reportVariadicMin"><list><block s="reportListItem"><l>2</l><block var="min"/></block><block s="reportListItem"><l>3</l><block var="min"/></block></list></block></list></block></block><block s="doSetVar"><l>max</l><block s="reportCombine"><block var="input"/><block s="reifyReporter"><autolambda><block s="reportVariadicMax"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block><block s="doSetVar"><l>max</l><block s="reportVariadicMax"><list><block s="reportListItem"><l>1</l><block var="max"/></block><block s="reportVariadicMax"><list><block s="reportListItem"><l>2</l><block var="max"/></block><block s="reportListItem"><l>3</l><block var="max"/></block></list></block></list></block></block><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doSetVar"><l>myProperties</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>myData</l><l></l></block></script><list></list></block><list><block var="input"/></list></block><block s="doAddToList"><block s="reportNewList"><list><l>typeOfConfiguration</l><l>ImagePad</l></list></block><block s="reportAttributeOf"><l>myProperties</l><block var="target"/></block></block><block s="doAddToList"><block s="reportNewList"><list><l>typeOfData</l><l>RGB</l></list></block><block s="reportAttributeOf"><l>myProperties</l><block var="target"/></block></block><block s="doAddToList"><block s="reportNewList"><list><l>lineProperties</l><block s="reportNewList"><list><l>1</l><l>0</l><l>0</l><l>0</l></list></block></list></block><block s="reportAttributeOf"><l>myProperties</l><block var="target"/></block></block><block s="doAddToList"><block s="reportNewList"><list><l>dataProperties</l><block s="reportNewList"><list><block var="min"/><block var="max"/><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="input"/></block></block><block s="reportListAttribute"><l><option>length</option></l><block var="input"/></block></list></block></list></block><block s="reportAttributeOf"><l>myProperties</l><block var="target"/></block></block><block s="doAddToList"><block s="reportNewList"><list><l>imageProperties</l><block s="reportNewList"><list><l>RGB</l><block var="w"/><block var="h"/></list></block></list></block><block s="reportAttributeOf"><l>myProperties</l><block var="target"/></block></block><block s="doAddToList"><block s="reportNewList"><list><l>gridProperties</l><block s="reportNewList"><list><l>40</l><l>40</l><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="w"/><l>40</l></block></block><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="h"/><l>40</l></block></block></list></block></list></block><block s="reportAttributeOf"><l>myProperties</l><block var="target"/></block></block><block s="doAddToList"><block s="reportNewList"><list><l>gridColors</l><block s="reportNewList"><list><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l><l>black</l></list></block><block s="reportNewList"><list><l>150</l><l>150</l><l>150</l><l>gray</l></list></block><block s="reportNewList"><list><l>255</l><l>255</l><l>255</l><l>white</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>0</l><l>red</l></list></block><block s="reportNewList"><list><l>255</l><l>255</l><l>0</l><l>yellow</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>255</l><l>magenta</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>0</l><l>green</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>255</l><l>cyan</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>255</l><l>blue</l></list></block></list></block></list></block><block s="reportAttributeOf"><l>myProperties</l><block var="target"/></block></block><block s="doIfElse"><block s="reportIsIdentical"><block var="target"/><block s="reportObject"><l>Stage</l></block></block><script><block s="doReplaceInList"><l>6</l><block var="costumeData"/><block s="reportQuotient"><block s="reportDifference"><block s="reportAttributeOf"><l><option>width</option></l><l>Stage</l></block><block var="w"/></block><l>2</l></block></block><block s="doReplaceInList"><l>7</l><block var="costumeData"/><block s="reportQuotient"><block s="reportDifference"><block s="reportAttributeOf"><l><option>height</option></l><l>Stage</l></block><block var="h"/></block><l>2</l></block></block><custom-block s="set ImagePadProperty %txt of %txt to %s"><l>costumeProperties</l><block var="target"/><block var="costumeData"/></custom-block></script><script><block s="doReplaceInList"><l>1</l><block var="costumeData"/><block var="w"/></block><block s="doReplaceInList"><l>2</l><block var="costumeData"/><block var="h"/></block><block s="doReplaceInList"><l>6</l><block var="costumeData"/><l>0</l></block><block s="doReplaceInList"><l>7</l><block var="costumeData"/><l>0</l></block><custom-block s="set ImagePadProperty %txt of %txt to %s"><l>costumeProperties</l><block var="target"/><block var="costumeData"/></custom-block></script></block></script></block></script></block></script></block-definition><block-definition s="add %&apos;color&apos; image of %&apos;data&apos; to ImagePad $nl min/max: %&apos;min&apos; %&apos;max&apos; log? %&apos;log&apos; on %&apos;sprite&apos;" type="command" category="6. ImagePad for image operations"><comment x="0" y="0" w="143.16666666666666" collapsed="false">Generates an image from the FITS or RGB data of the DataSprite in gray or false colors</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">gray<options>gray&#xD;false-color&#xD;RGB</options></input><input type="%s">myData</input><input type="%n">0</input><input type="%n">255</input><input type="%b">false</input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doWarp"><script><block s="doDeclareVariables"><list><l>pixels</l><l>source</l><l>gray</l><l>target</l></list></block><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s an ImagePad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as ImagePad</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doSetVar"><l>color</l><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="color"/><l> </l></block></block></block><block s="doSetVar"><l>source</l><block s="reportIfElse"><block s="reportEquals"><block var="data"/><l>myData</l></block><block s="reportAttributeOf"><l>myData</l><block var="target"/></block><block var="data"/></block></block><block s="doIfElse"><block s="reportEquals"><custom-block s="ImagePadProperty %txt of %txt"><l>typeOfData</l><block var="target"/></custom-block><l>FITS</l></block><script><block s="doSetVar"><l>gray</l><block s="reportIfElse"><block s="reportEquals"><block var="color"/><l>gray</l></block><block s="reportBoolean"><l><bool>true</bool></l></block><block s="reportBoolean"><l><bool>false</bool></l></block></block></block><block s="doIfElse"><block s="reportIsIdentical"><block var="target"/><block s="reportObject"><l>Stage</l></block></block><script><block s="doSetVar"><l>pixels</l><block s="reportApplyExtension"><l>SciS_FITSpixelsOnStageForImagePad(data,min,max,gray,log,pixels,cAttributes,iAttributes)</l><list><block var="source"/><block var="min"/><block var="max"/><block var="gray"/><block var="log"/><block s="reportAskFor"><l>Stage</l><block s="reifyReporter"><autolambda><block s="reportGetImageAttribute"><l><option>pixels</option></l><l><option>current</option></l></block></autolambda><list></list></block><list></list></block><custom-block s="ImagePadProperty %txt of %txt"><l>costumeProperties</l><l>theStage</l></custom-block><custom-block s="ImagePadProperty %txt of %txt"><l>imageProperties</l><l>theStage</l></custom-block></list></block></block><block s="doTellTo"><l>Stage</l><block s="reifyScript"><script><block s="doSwitchToCostume"><l></l></block></script><list></list></block><list><block s="reportNewCostume"><block var="pixels"/><block s="reportListItem"><l>1</l><custom-block s="ImagePadProperty %txt of %txt"><l>costumeProperties</l><l>theStage</l></custom-block></block><block s="reportListItem"><l>2</l><custom-block s="ImagePadProperty %txt of %txt"><l>costumeProperties</l><l>theStage</l></custom-block></block></block></list></block></script><script><block s="doSetVar"><l>pixels</l><block s="reportApplyExtension"><l>SciS_FITSpixelsOnSpriteForImagePad(data,min,max,gray,log,iAttributes)</l><list><block var="source"/><block var="min"/><block var="max"/><block var="gray"/><block var="log"/><custom-block s="ImagePadProperty %txt of %txt"><l>imageProperties</l><block var="target"/></custom-block></list></block></block><block s="doTellTo"><block var="target"/><block s="reifyReporter"><script><block s="doSwitchToCostume"><l></l></block></script><list></list></block><list><block s="reportNewCostume"><block var="pixels"/><block s="reportListItem"><l>1</l><custom-block s="ImagePadProperty %txt of %txt"><l>costumeProperties</l><block var="target"/></custom-block></block><block s="reportListItem"><l>2</l><custom-block s="ImagePadProperty %txt of %txt"><l>costumeProperties</l><block var="target"/></custom-block></block></block></list></block></script></block></script><script><block s="doIfElse"><block s="reportEquals"><custom-block s="ImagePadProperty %txt of %txt"><l>typeOfData</l><block var="target"/></custom-block><l>RGB</l></block><script><block s="doIfElse"><block s="reportEquals"><block var="color"/><l>RGB</l></block><script><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doSwitchToCostume"><l></l></block></script><list></list></block><list><block s="reportNewCostume"><block var="source"/><block s="reportListItem"><l>1</l><custom-block s="ImagePadProperty %txt of %txt"><l>costumeProperties</l><block var="target"/></custom-block></block><block s="reportListItem"><l>2</l><custom-block s="ImagePadProperty %txt of %txt"><l>costumeProperties</l><block var="target"/></custom-block></block></block></list></block></script><script><block s="doSetVar"><l>gray</l><block s="reportIfElse"><block s="reportEquals"><block var="color"/><l>gray</l></block><block s="reportBoolean"><l><bool>true</bool></l></block><block s="reportBoolean"><l><bool>false</bool></l></block></block></block><block s="doIfElse"><block s="reportIsIdentical"><block var="target"/><block s="reportObject"><l>Stage</l></block></block><script><block s="doSetVar"><l>pixels</l><block s="reportApplyExtension"><l>SciS_RGBpixelsOnStageForImagePad(data,min,max,gray,log,pixels,cAttributes,iAttributes)</l><list><block var="source"/><block var="min"/><block var="max"/><block var="gray"/><block var="log"/><block s="reportAskFor"><l>Stage</l><block s="reifyReporter"><autolambda><block s="reportGetImageAttribute"><l><option>pixels</option></l><l><option>current</option></l></block></autolambda><list></list></block><list></list></block><custom-block s="ImagePadProperty %txt of %txt"><l>costumeProperties</l><l>theStage</l></custom-block><custom-block s="ImagePadProperty %txt of %txt"><l>imageProperties</l><l>theStage</l></custom-block></list></block></block><block s="doTellTo"><l>Stage</l><block s="reifyScript"><script><block s="doSwitchToCostume"><l></l></block></script><list></list></block><list><block s="reportNewCostume"><block var="pixels"/><block s="reportListItem"><l>1</l><custom-block s="ImagePadProperty %txt of %txt"><l>costumeProperties</l><l>theStage</l></custom-block></block><block s="reportListItem"><l>2</l><custom-block s="ImagePadProperty %txt of %txt"><l>costumeProperties</l><l>theStage</l></custom-block></block></block></list></block></script><script><block s="doSetVar"><l>pixels</l><block s="reportApplyExtension"><l>SciS_RGBpixelsOnSpriteForImagePad(data,min,max,gray,log)</l><list><block var="source"/><block var="min"/><block var="max"/><block var="gray"/><block var="log"/></list></block></block><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doSwitchToCostume"><l></l></block></script><list></list></block><list><block s="reportNewCostume"><block var="pixels"/><block s="reportListItem"><l>1</l><custom-block s="ImagePadProperty %txt of %txt"><l>costumeProperties</l><block var="target"/></custom-block></block><block s="reportListItem"><l>2</l><custom-block s="ImagePadProperty %txt of %txt"><l>costumeProperties</l><block var="target"/></custom-block></block></block></list></block></script></block></script></block></script><script><custom-block s="report SciSnap! error %txt"><l>ERROR: only RGB- and FITS-images supported!</l></custom-block></script></block></script></block></script></block></script></block-definition><block-definition s="add grid %&apos;theGrid&apos; on %&apos;sprite&apos; with grid lines? %&apos;withLines&apos;" type="command" category="6. ImagePad for image operations"><comment x="0" y="0" w="163" collapsed="false">Draws a grid on an ImagePad.</comment><header></header><code></code><translations></translations><inputs><input type="%s">myData</input><input type="%s">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input><input type="%b">true</input></inputs><script><block s="doDeclareVariables"><list><l>target</l><l>data</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s an ImagePad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as GridPad</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIfElse"><block s="reportEquals"><block var="theGrid"/><l>myData</l></block><script><block s="doSetVar"><l>data</l><block s="reportAttributeOf"><l>myData</l><block var="target"/></block></block></script><script><block s="doSetVar"><l>data</l><block var="theGrid"/></block></script></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a %txt"><block var="data"/><l>matrix</l></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: matrix data required!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIf"><block s="reportNot"><block s="reportAnd"><block s="reportEquals"><block s="reportListItem"><l>1</l><custom-block s="ImagePadProperty %txt of %txt"><l>gridProperties</l><block var="target"/></custom-block></block><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="data"/></block></block></block><block s="reportEquals"><block s="reportListItem"><l>2</l><custom-block s="ImagePadProperty %txt of %txt"><l>gridProperties</l><block var="target"/></custom-block></block><block s="reportListAttribute"><l><option>length</option></l><block var="data"/></block></block></block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: wrong grid dimensions!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block></script></block><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doSwitchToCostume"><block s="reportApplyExtension"><l>SciS_addGridToImagePad(costume,gridProperties,colors,withLines,data)</l><list><block s="reportAskFor"><block var="target"/><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>costume</option></l></block></autolambda><list></list></block><list></list></block><custom-block s="ImagePadProperty %txt of %txt"><l>gridProperties</l><block var="target"/></custom-block><custom-block s="ImagePadProperty %txt of %txt"><l>gridColors</l><block var="target"/></custom-block><block var="withLines"/><block var="data"/></list></block></block></script><list></list></block><list></list></block></script></block-definition><block-definition s="draw line from %&apos;x1&apos; %&apos;y1&apos; to %&apos;x2&apos; %&apos;y2&apos; on %&apos;sprite&apos;" type="command" category="6. ImagePad for image operations"><comment x="0" y="0" w="153.10468750000004" collapsed="false">Draws a line on present costume using line properties. Attention: JS coordinates are used. </comment><header></header><code></code><translations></translations><inputs><input type="%n">10</input><input type="%n">10</input><input type="%n">100</input><input type="%n">100</input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doWarp"><script><block s="doDeclareVariables"><list><l>target</l></list></block><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s an ImagePad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as ImagePad</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doSwitchToCostume"><block s="reportApplyExtension"><l>SciS_drawLineOnImagepad(costume,x1,y1,x2,y2,lineAttributes)</l><list><block s="reportAskFor"><block var="target"/><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>costume</option></l></block></autolambda><list></list></block><list></list></block><block var="x1"/><block var="y1"/><block var="x2"/><block var="y2"/><custom-block s="ImagePadProperty %txt of %txt"><l>lineProperties</l><block var="target"/></custom-block></list></block></block></script><list></list></block><list></list></block></script></block></script></block-definition><block-definition s="draw rectangle from %&apos;x1&apos; %&apos;y1&apos; to %&apos;x2&apos; %&apos;y2&apos; on %&apos;sprite&apos;" type="command" category="6. ImagePad for image operations"><comment x="0" y="0" w="130.83333333333334" collapsed="false">Draws a rectangle on present costume using line properties. Attention: JS coordinates are used. </comment><header></header><code></code><translations></translations><inputs><input type="%n">10</input><input type="%n">10</input><input type="%n">100</input><input type="%n">100</input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>x</l><l>y</l><l>w</l><l>h</l><l>target</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s an ImagePad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as ImagePad</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIfElse"><block s="reportGreaterThan"><block var="x1"/><block var="x2"/></block><script><block s="doSetVar"><l>x</l><block var="x2"/></block><block s="doSetVar"><l>w</l><block s="reportDifference"><block var="x1"/><block var="x2"/></block></block></script><script><block s="doSetVar"><l>x</l><block var="x1"/></block><block s="doSetVar"><l>w</l><block s="reportDifference"><block var="x2"/><block var="x1"/></block></block></script></block><block s="doIfElse"><block s="reportGreaterThan"><block var="y1"/><block var="y2"/></block><script><block s="doSetVar"><l>y</l><block var="y2"/></block><block s="doSetVar"><l>h</l><block s="reportDifference"><block var="y1"/><block var="y2"/></block></block></script><script><block s="doSetVar"><l>y</l><block var="y1"/></block><block s="doSetVar"><l>h</l><block s="reportDifference"><block var="y2"/><block var="y1"/></block></block></script></block><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doSwitchToCostume"><l></l></block></script><list></list></block><list><block s="reportApplyExtension"><l>SciS_drawRectangleOnImagepad(costume,x1,y1,width,height,lineAttributes)</l><list><block s="reportAskFor"><block var="target"/><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>costume</option></l></block></autolambda><list></list></block><list></list></block><block var="x"/><block var="y"/><block var="w"/><block var="h"/><custom-block s="ImagePadProperty %txt of %txt"><l>lineProperties</l><block var="target"/></custom-block></list></block></list></block></script></block></script></block-definition><block-definition s="fill rectangle from %&apos;x1&apos; %&apos;y1&apos; to %&apos;x2&apos; %&apos;y2&apos; on %&apos;sprite&apos;" type="command" category="6. ImagePad for image operations"><comment x="0" y="0" w="164.6575342465754" collapsed="false">Fills a rectangle on present costume using surface properties. Attention: JS coordinates are used.</comment><header></header><code></code><translations></translations><inputs><input type="%n">10</input><input type="%n">10</input><input type="%n">100</input><input type="%n">100</input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>x</l><l>y</l><l>w</l><l>h</l><l>target</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s an ImagePad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as ImagePad</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIfElse"><block s="reportGreaterThan"><block var="x1"/><block var="x2"/></block><script><block s="doSetVar"><l>x</l><block var="x2"/></block><block s="doSetVar"><l>w</l><block s="reportDifference"><block var="x1"/><block var="x2"/></block></block></script><script><block s="doSetVar"><l>x</l><block var="x1"/></block><block s="doSetVar"><l>w</l><block s="reportDifference"><block var="x2"/><block var="x1"/></block></block></script></block><block s="doIfElse"><block s="reportGreaterThan"><block var="y1"/><block var="y2"/></block><script><block s="doSetVar"><l>y</l><block var="y2"/></block><block s="doSetVar"><l>h</l><block s="reportDifference"><block var="y1"/><block var="y2"/></block></block></script><script><block s="doSetVar"><l>y</l><block var="y1"/></block><block s="doSetVar"><l>h</l><block s="reportDifference"><block var="y2"/><block var="y1"/></block></block></script></block><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doSwitchToCostume"><l></l></block></script><list></list></block><list><block s="reportApplyExtension"><l>SciS_fillRectangleOnImagepad(costume,x1,y1,width,height,lineAttributes)</l><list><block s="reportAskFor"><block var="target"/><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>costume</option></l></block></autolambda><list></list></block><list></list></block><block var="x"/><block var="y"/><block var="w"/><block var="h"/><custom-block s="ImagePadProperty %txt of %txt"><l>lineProperties</l><block var="target"/></custom-block></list></block></list></block></script></block></script></block-definition><block-definition s="draw circle center: %&apos;x&apos; %&apos;y&apos; radius: %&apos;radius&apos; on %&apos;sprite&apos;" type="command" category="6. ImagePad for image operations"><comment x="0" y="0" w="215.6098307291664" collapsed="false">Draws a circle on present costume using line properties. Attention: JS coordinates are used.</comment><header></header><code></code><translations></translations><inputs><input type="%n">100</input><input type="%n">100</input><input type="%n">20</input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>target</l></list></block><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s an ImagePad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as ImagePad</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doSwitchToCostume"><l></l></block></script><list></list></block><list><block s="reportApplyExtension"><l>SciS_drawCircleOnImagepad(costume,x,y,radius,lineAttributes)</l><list><block s="reportAskFor"><block var="target"/><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>costume</option></l></block></autolambda><list></list></block><list></list></block><block var="x"/><block var="y"/><block var="radius"/><custom-block s="ImagePadProperty %txt of %txt"><l>lineProperties</l><block var="target"/></custom-block></list></block></list></block></script></block-definition><block-definition s="fill circle center: %&apos;x&apos; %&apos;y&apos; radius: %&apos;radius&apos; on %&apos;sprite&apos;" type="command" category="6. ImagePad for image operations"><comment x="0" y="0" w="160.5251141552513" collapsed="false">Fills a circle on present costume using surface properties. Attention: JS coordinates are used.</comment><header></header><code></code><translations></translations><inputs><input type="%n">100</input><input type="%n">100</input><input type="%n">20</input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>target</l></list></block><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s an ImagePad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as ImagePad</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doSwitchToCostume"><l></l></block></script><list></list></block><list><block s="reportApplyExtension"><l>SciS_fillCircleOnImagepad(costume,x,y,radius,lineAttributes)</l><list><block s="reportAskFor"><block var="target"/><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>costume</option></l></block></autolambda><list></list></block><list></list></block><block var="x"/><block var="y"/><block var="radius"/><custom-block s="ImagePadProperty %txt of %txt"><l>lineProperties</l><block var="target"/></custom-block></list></block></list></block></script></block-definition><block-definition s="draw text %&apos;text&apos; at %&apos;x&apos; %&apos;y&apos; height: %&apos;height&apos; $nl horizontal? %&apos;horizontal&apos; on %&apos;sprite&apos;" type="command" category="6. ImagePad for image operations"><comment x="0" y="0" w="158.33333333333334" collapsed="false">Draws a text on present costume using line properties. Attention: JS coordinates are used.</comment><header></header><code></code><translations></translations><inputs><input type="%txt">my text</input><input type="%n">100</input><input type="%n">50</input><input type="%n">12</input><input type="%b">true</input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>target</l></list></block><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s an ImagePad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as ImagePad</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doSwitchToCostume"><l></l></block></script><list></list></block><list><block s="reportApplyExtension"><l>SciS_drawTextOnImagepad(costume,x,y,text,height,horizontal,lineAttributes)</l><list><block s="reportAskFor"><block var="target"/><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>costume</option></l></block></autolambda><list></list></block><list></list></block><block var="x"/><block var="y"/><block var="text"/><block var="height"/><block var="horizontal"/><custom-block s="ImagePadProperty %txt of %txt"><l>lineProperties</l><block var="target"/></custom-block></list></block></list></block></script></block-definition><block-definition s="draw list of points %&apos;data&apos; as %&apos;shape&apos; size: %&apos;size&apos; on %&apos;sprite&apos;" type="command" category="6. ImagePad for image operations"><comment x="0" y="0" w="321.8186688427511" collapsed="false">Draws a list of &quot;point&quot; as &quot;balls&quot;. Attention: JS-coordinates are used!</comment><header></header><code></code><translations></translations><inputs><input type="%s">myData</input><input type="%s" readonly="true">circles<options>circles&#xD;squares</options></input><input type="%n">5</input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>target</l><l>source</l></list></block><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s an ImagePad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as ImagePad</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doSetVar"><l>source</l><block s="reportIfElse"><block s="reportEquals"><block var="data"/><l>myData</l></block><block var="myData"/><block var="data"/></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s a %txt"><block var="source"/><l>matrix</l></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: only definied for matrices!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIf"><block s="reportNot"><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block var="source"/></block><l>0</l></block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: missing data!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIf"><block s="reportNot"><block s="reportGreaterThanOrEquals"><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="source"/></block></block><l>2</l></block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: coordinates in a plane needed!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doSwitchToCostume"><l></l></block></script><list></list></block><list><block s="reportApplyExtension"><l>SciS_drawListOfPoints(costume,data,shape,size,lineAttributes)</l><list><block s="reportAskFor"><block var="target"/><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>costume</option></l></block></autolambda><list></list></block><list></list></block><custom-block s="columns %mult%s of %s %br from row %s to %s"><list><l>1</l><l>2</l></list><block var="source"/><l>1</l><l>last</l></custom-block><block var="shape"/><block var="size"/><custom-block s="ImagePadProperty %txt of %txt"><l>lineProperties</l><block var="target"/></custom-block></list></block></list></block></script></block-definition><block-definition s="set RGB at %&apos;x&apos; %&apos;y&apos; on %&apos;sprite&apos; to %&apos;r&apos; %&apos;g&apos; %&apos;b&apos;" type="command" category="6. ImagePad for image operations"><comment x="0" y="0" w="186.66666666666669" collapsed="false">Sets the RGB value at (x|y) on costume. Attention: JS-coordinates are used!</comment><header></header><code></code><translations></translations><inputs><input type="%n">1</input><input type="%n">1</input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input><input type="%n">255</input><input type="%n">100</input><input type="%n">30</input></inputs><script><block s="doWarp"><script><block s="doDeclareVariables"><list><l>target</l><l>props</l></list></block><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s an ImagePad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as ImagePad</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIfElse"><block s="reportOr"><block s="reportOr"><block s="reportGreaterThan"><block var="x"/><block s="reportListItem"><l>1</l><custom-block s="ImagePadProperty %txt of %txt"><l>costumeProperties</l><block var="target"/></custom-block></block></block><block s="reportGreaterThan"><block var="y"/><block s="reportListItem"><l>2</l><custom-block s="ImagePadProperty %txt of %txt"><l>costumeProperties</l><block var="target"/></custom-block></block></block></block><block s="reportOr"><block s="reportLessThan"><block var="x"/><l>1</l></block><block s="reportLessThan"><block var="y"/><l>1</l></block></block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: coordinates out of range!</l></custom-block></script><script><block s="doSetVar"><l>props</l><custom-block s="ImagePadProperty %txt of %txt"><l>lineProperties</l><block var="target"/></custom-block></block><block s="doReplaceInList"><l>3</l><block var="props"/><block var="r"/></block><block s="doReplaceInList"><l>4</l><block var="props"/><block var="g"/></block><block s="doReplaceInList"><l>5</l><block var="props"/><block var="b"/></block><custom-block s="set ImagePadProperty %txt of %txt to %s"><l>lineProperties</l><block var="target"/><block var="props"/></custom-block><custom-block s="draw line from %n %n to %n %n on %txt"><block s="reportDifference"><block var="x"/><l>1</l></block><block var="y"/><block var="x"/><block var="y"/><block var="target"/></custom-block></script></block></script></block></script></block-definition><block-definition s="RGB at %&apos;x&apos; %&apos;y&apos; on %&apos;sprite&apos;" type="reporter" category="6. ImagePad for image operations"><comment x="0" y="0" w="263.41324200913243" collapsed="false">Reports the RGB value at the position (x|y) of the costume. JS-code-snippets copied from Snap!-code. Attention: JS-coordinates are used!</comment><header></header><code></code><translations></translations><inputs><input type="%n">1</input><input type="%n">1</input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doWarp"><script><block s="doDeclareVariables"><list><l>target</l><l>b</l></list></block><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s an ImagePad?"><block var="target"/></custom-block></block><script><block s="doReport"><l>ERROR: target isn&apos;t configured as ImagePad!</l></block></script></block><block s="doIfElse"><block s="reportOr"><block s="reportOr"><block s="reportGreaterThan"><block var="x"/><block s="reportListItem"><l>1</l><custom-block s="ImagePadProperty %txt of %txt"><l>costumeProperties</l><block var="target"/></custom-block></block></block><block s="reportGreaterThan"><block var="y"/><block s="reportListItem"><l>2</l><custom-block s="ImagePadProperty %txt of %txt"><l>costumeProperties</l><block var="target"/></custom-block></block></block></block><block s="reportOr"><block s="reportLessThan"><block var="x"/><l>1</l></block><block s="reportLessThan"><block var="y"/><l>1</l></block></block></block><script><block s="doReport"><l>ERROR: coordinates out of range!</l></block></script><script><block s="doReport"><block s="reportListItem"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="y"/><l>1</l></block><block s="reportAskFor"><block var="target"/><block s="reifyReporter"><autolambda><block s="reportGetImageAttribute"><l><option>width</option></l><l><option>current</option></l></block></autolambda><list></list></block><list></list></block></list></block><block var="x"/></list></block><block s="reportAskFor"><block var="target"/><block s="reifyReporter"><autolambda><block s="reportGetImageAttribute"><l><option>pixels</option></l><l><option>current</option></l></block></autolambda><list></list></block><list></list></block></block></block></script></block></script></block></script></block-definition><block-definition s="set image value of myData at %&apos;x&apos; %&apos;y&apos; $nl on %&apos;sprite&apos; to %&apos;value&apos;" type="command" category="6. ImagePad for image operations"><comment x="0" y="0" w="163.3333333333337" collapsed="false">Sets the value at (x|y) in myData. Attention: JS-coordinates are used!</comment><header></header><code></code><translations></translations><inputs><input type="%n">1</input><input type="%n">1</input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input><input type="%s"></input></inputs><script><block s="doWarp"><script><block s="doDeclareVariables"><list><l>target</l></list></block><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s an ImagePad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as ImagePad</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIfElse"><block s="reportOr"><block s="reportEquals"><custom-block s="ImagePadProperty %txt of %txt"><l>typeOfData</l><block var="target"/></custom-block><l>RGB</l></block><block s="reportEquals"><custom-block s="ImagePadProperty %txt of %txt"><l>typeOfData</l><block var="target"/></custom-block><l>FITS</l></block></block><script><block s="doSetVar"><l>x</l><block s="reportRound"><block var="x"/></block></block><block s="doSetVar"><l>y</l><block s="reportRound"><block var="y"/></block></block><block s="doIfElse"><block s="reportOr"><block s="reportOr"><block s="reportGreaterThan"><block var="x"/><block s="reportListItem"><l>2</l><custom-block s="ImagePadProperty %txt of %txt"><l>imageProperties</l><block var="target"/></custom-block></block></block><block s="reportGreaterThan"><block var="y"/><block s="reportListItem"><l>3</l><custom-block s="ImagePadProperty %txt of %txt"><l>imageProperties</l><block var="target"/></custom-block></block></block></block><block s="reportOr"><block s="reportLessThan"><block var="x"/><l>1</l></block><block s="reportLessThan"><block var="y"/><l>1</l></block></block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: coordinates out of range!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><script><block s="doIfElse"><block s="reportNot"><block s="reportOr"><block s="reportAnd"><block s="reportIsA"><block s="reportListItem"><l>1</l><block s="reportAttributeOf"><l>myData</l><block var="target"/></block></block><l><option>list</option></l></block><block s="reportIsA"><block var="value"/><l><option>list</option></l></block></block><block s="reportAnd"><block s="reportIsA"><block s="reportListItem"><l>1</l><block s="reportAttributeOf"><l>myData</l><block var="target"/></block></block><l><option>number</option></l></block><block s="reportIsA"><block var="value"/><l><option>number</option></l></block></block></block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: wrong data format!</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><script><block s="doReplaceInList"><block s="reportVariadicSum"><list><block var="x"/><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="y"/><l>1</l></block><block s="reportListItem"><l>2</l><custom-block s="ImagePadProperty %txt of %txt"><l>imageProperties</l><block var="target"/></custom-block></block></list></block></list></block><block s="reportAttributeOf"><l>myData</l><block var="target"/></block><block var="value"/></block></script></block></script></block></script><script><custom-block s="report SciSnap! error %txt"><l>ERROR: only RGB- and FITS-data supported!</l></custom-block></script></block></script></block></script></block-definition><block-definition s="image value of myData at %&apos;x&apos; %&apos;y&apos; on %&apos;sprite&apos;" type="reporter" category="6. ImagePad for image operations"><comment x="0" y="0" w="170" collapsed="false">Reads the data value at the position (x/y) of an image stored in myData.&#xD;Attention: JS-coordinates are used!</comment><header></header><code></code><translations></translations><inputs><input type="%n">1</input><input type="%n">1</input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doWarp"><script><block s="doDeclareVariables"><list><l>target</l></list></block><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s an ImagePad?"><block var="target"/></custom-block></block><script><block s="doReport"><l>ERROR: target isn&apos;t configured as ImagePad!</l></block></script></block><block s="doIfElse"><block s="reportOr"><block s="reportEquals"><custom-block s="ImagePadProperty %txt of %txt"><l>typeOfData</l><block var="target"/></custom-block><l>RGB</l></block><block s="reportEquals"><custom-block s="ImagePadProperty %txt of %txt"><l>typeOfData</l><block var="target"/></custom-block><l>FITS</l></block></block><script><block s="doSetVar"><l>x</l><block s="reportRound"><block var="x"/></block></block><block s="doSetVar"><l>y</l><block s="reportRound"><block var="y"/></block></block><block s="doIfElse"><block s="reportOr"><block s="reportOr"><block s="reportGreaterThan"><block var="x"/><block s="reportListItem"><l>2</l><custom-block s="ImagePadProperty %txt of %txt"><l>imageProperties</l><block var="target"/></custom-block></block></block><block s="reportGreaterThan"><block var="y"/><block s="reportListItem"><l>3</l><custom-block s="ImagePadProperty %txt of %txt"><l>imageProperties</l><block var="target"/></custom-block></block></block></block><block s="reportOr"><block s="reportLessThan"><block var="x"/><l>1</l></block><block s="reportLessThan"><block var="y"/><l>1</l></block></block></block><script><block s="doReport"><l>ERROR: coordinates out of range!</l></block></script><script><block s="doReport"><block s="reportListItem"><block s="reportVariadicSum"><list><block var="x"/><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="y"/><l>1</l></block><block s="reportListItem"><l>2</l><custom-block s="ImagePadProperty %txt of %txt"><l>imageProperties</l><block var="target"/></custom-block></block></list></block></list></block><block s="reportAttributeOf"><l>myData</l><block var="target"/></block></block></block></script></block></script><script><block s="doReport"><l>ERROR: only defined for image data!</l></block></script></block></script></block></script></block-definition><block-definition s="%&apos;selection&apos; on %&apos;sprite&apos; by mouse" type="reporter" category="6. ImagePad for image operations"><comment x="0" y="0" w="168.33333333333334" collapsed="false">Obtaining data with the mouse from an image or grid stored in myData.</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">image-value<options>image-value&#xD;costume-coordinates&#xD;slice-data&#xD;line-data&#xD;circle-data&#xD;brightness&#xD;cell-value</options></input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>h</l><l>result</l><l>i</l><l>m</l><l>pixel</l><l>dist</l><l>dx</l><l>dy</l><l>points</l><l>x1</l><l>y1</l><l>x2</l><l>y2</l><l>x</l><l>y</l><l>p1</l><l>p2</l><l>w</l><l>h</l><l>secondCostume</l><l>ok</l><l>xold</l><l>yold</l><l>radius</l><l>sumOfValues</l><l>value</l><l>center</l><l>costume</l><l>target</l><l>targetCostume</l><l>targetCostumeWidth</l><l>targetCostumeHeight</l><l>targetXPosition</l><l>targetYPosition</l><l>targetSize</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s an ImagePad?"><block var="target"/></custom-block></block><script><block s="doReport"><l>ERROR: target isn&apos;t configured as ImagePad!</l></block></script></block><block s="doSetVar"><l>selection</l><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="selection"/><l> </l></block></block></block><block s="doSetVar"><l>targetCostume</l><block s="reportAskFor"><block var="target"/><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>costume</option></l></block></autolambda><list></list></block><list></list></block></block><block s="doSetVar"><l>targetCostumeWidth</l><block s="reportGetImageAttribute"><l><option>width</option></l><block var="targetCostume"/></block></block><block s="doSetVar"><l>targetCostumeHeight</l><block s="reportGetImageAttribute"><l><option>height</option></l><block var="targetCostume"/></block></block><block s="doIfElse"><block s="reportIsIdentical"><block var="target"/><block s="reportObject"><l>Stage</l></block></block><script><block s="doSetVar"><l>targetXPosition</l><block s="reportMonadic"><l><option>neg</option></l><block s="reportRound"><block s="reportQuotient"><block var="targetCostumeWidth"/><l>2</l></block></block></block></block><block s="doSetVar"><l>targetYPosition</l><block s="reportRound"><block s="reportQuotient"><block var="targetCostumeHeight"/><l>2</l></block></block></block><block s="doSetVar"><l>targetSize</l><l>100</l></block><block s="doSetVar"><l>x</l><block s="reportDifference"><block s="reportMouseX"></block><block var="targetXPosition"/></block></block><block s="doSetVar"><l>y</l><block s="reportDifference"><block var="targetYPosition"/><block s="reportMouseY"></block></block></block></script><script><block s="doSetVar"><l>targetXPosition</l><block s="reportAttributeOf"><l><option>x position</option></l><block var="target"/></block></block><block s="doSetVar"><l>targetYPosition</l><block s="reportAttributeOf"><l><option>y position</option></l><block var="target"/></block></block><block s="doSetVar"><l>targetSize</l><block s="reportAttributeOf"><l><option>size</option></l><block var="target"/></block></block><block s="doSetVar"><l>x</l><block s="reportRound"><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>100</l><block s="reportQuotient"><block s="reportDifference"><block s="reportMouseX"></block><block var="targetXPosition"/></block><block var="targetSize"/></block></list></block><block s="reportQuotient"><block var="targetCostumeWidth"/><l>2</l></block></list></block><l>1</l></list></block></block></block><block s="doSetVar"><l>y</l><block s="reportRound"><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>100</l><block s="reportQuotient"><block s="reportDifference"><block var="targetYPosition"/><block s="reportMouseY"></block></block><block var="targetSize"/></block></list></block><block s="reportQuotient"><block var="targetCostumeHeight"/><l>2</l></block></list></block><l>1</l></list></block></block></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="selection"/><l>costume-coordinates</l><comment w="121.68283420138891" collapsed="false">costume coordinates.</comment></block><script><block s="doIfElse"><block s="reportOr"><block s="reportOr"><block s="reportGreaterThan"><block var="x"/><block var="targetCostumeWidth"/></block><block s="reportGreaterThan"><block var="y"/><block var="targetCostumeHeight"/></block></block><block s="reportOr"><block s="reportLessThan"><block var="x"/><l>1</l></block><block s="reportLessThan"><block var="y"/><l>1</l></block></block></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script><script><block s="doReport"><block s="reportNewList"><list><block var="x"/><block var="y"/></list></block></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="selection"/><l>line-data</l></block><script><block s="doWarp"><script><block s="doSetVar"><l>w</l><block var="targetCostumeWidth"/></block><block s="doSetVar"><l>h</l><block var="targetCostumeHeight"/></block><block s="doSetVar"><l>secondCostume</l><block s="reportNewCostume"><block s="reportGetImageAttribute"><l><option>pixels</option></l><block var="targetCostume"/></block><block var="targetCostumeWidth"/><block var="targetCostumeHeight"/></block></block><custom-block s="set ImagePad line properties style: %txt %br width: %n color: %n %n %n %br fill color: %n %n %n on %txt"><l>continuous</l><l>1</l><l>255</l><l>200</l><l>0</l><l>180</l><l>180</l><l>180</l><block var="target"/></custom-block><block s="doIf"><block s="reportNot"><block s="reportIsIdentical"><block var="target"/><block s="reportObject"><l>Stage</l></block></block></block><script><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doRun"><block s="reifyScript"><script><block s="doSetVar"><l></l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><list></list></block><list><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>draggable?</option></l></block></autolambda><list></list></block></list></block></script><list></list></block><list></list></block></script></block><block s="doSetVar"><l>ok</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block><block s="doUntil"><block var="ok"/><script><block s="doIf"><block s="reportMouseDown"></block><script><block s="doSetVar"><l>p1</l><custom-block s="%s on %txt by mouse"><l>costume-coordinates</l><block var="target"/></custom-block></block><block s="doIf"><block s="reportAnd"><block s="reportGreaterThanOrEquals"><block s="reportListItem"><l>1</l><block var="p1"/></block><l>1</l></block><block s="reportAnd"><block s="reportLessThanOrEquals"><block s="reportListItem"><l>1</l><block var="p1"/></block><block var="w"/></block><block s="reportAnd"><block s="reportGreaterThanOrEquals"><block s="reportListItem"><l>2</l><block var="p1"/></block><l>1</l></block><block s="reportLessThanOrEquals"><block s="reportListItem"><l>2</l><block var="p1"/></block><block var="h"/></block></block></block></block><script><block s="doSetVar"><l>xold</l><block s="reportListItem"><l>1</l><block var="p1"/></block></block><block s="doSetVar"><l>yold</l><block s="reportListItem"><l>2</l><block var="p1"/></block></block><block s="doSetVar"><l>ok</l><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block></script></block></script></block><block s="doSetVar"><l>ok</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doUntil"><block var="ok"/><script><block s="doSetVar"><l>p2</l><custom-block s="%s on %txt by mouse"><l>costume-coordinates</l><block var="target"/></custom-block></block><block s="doIf"><block s="reportOr"><block s="reportNot"><block s="reportEquals"><block s="reportListItem"><l>1</l><block var="p2"/></block><block var="xold"/></block></block><block s="reportNot"><block s="reportEquals"><block s="reportListItem"><l>2</l><block var="p2"/></block><block var="yold"/></block></block></block><script><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doSwitchToCostume"><l></l></block></script><list></list></block><list><block s="reportNewCostume"><block s="reportGetImageAttribute"><l><option>pixels</option></l><block var="secondCostume"/></block><block var="targetCostumeWidth"/><block var="targetCostumeHeight"/></block></list></block><block s="doSetVar"><l>xold</l><block s="reportListItem"><l>1</l><block var="p2"/></block></block><block s="doSetVar"><l>yold</l><block s="reportListItem"><l>2</l><block var="p2"/></block></block><custom-block s="draw line from %n %n to %n %n on %txt"><block s="reportListItem"><l>1</l><block var="p1"/></block><block s="reportListItem"><l>2</l><block var="p1"/></block><block s="reportListItem"><l>1</l><block var="p2"/></block><block s="reportListItem"><l>2</l><block var="p2"/></block><block var="target"/></custom-block></script></block><block s="doIf"><block s="reportNot"><block s="reportMouseDown"></block></block><script><block s="doIf"><block s="reportAnd"><block s="reportGreaterThanOrEquals"><block s="reportListItem"><l>1</l><block var="p2"/></block><l>1</l></block><block s="reportAnd"><block s="reportLessThanOrEquals"><block s="reportListItem"><l>1</l><block var="p2"/></block><block var="w"/></block><block s="reportAnd"><block s="reportGreaterThanOrEquals"><block s="reportListItem"><l>2</l><block var="p2"/></block><l>1</l></block><block s="reportLessThanOrEquals"><block s="reportListItem"><l>2</l><block var="p2"/></block><block var="h"/></block></block></block></block><script><block s="doSetVar"><l>ok</l><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block></script></block></script></block><block s="doIf"><block s="reportNot"><block s="reportIsIdentical"><block var="target"/><block s="reportObject"><l>Stage</l></block></block></block><script><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doRun"><block s="reifyScript"><script><block s="doSetVar"><l></l><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><list></list></block><list><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>draggable?</option></l></block></autolambda><list></list></block></list></block></script><list></list></block><list></list></block></script></block><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doSwitchToCostume"><l></l></block></script><list></list></block><list><block var="secondCostume"/></list></block><block s="doReport"><block s="reportNewList"><list><block var="p1"/><block var="p2"/></list></block></block></script><comment w="90" collapsed="false">line data</comment></block><block s="doIf"><block s="reportEquals"><block var="selection"/><l>image-value</l></block><script><block s="doWarp"><script><block s="doIf"><block s="reportNot"><block s="reportOr"><block s="reportEquals"><custom-block s="ImagePadProperty %txt of %txt"><l>typeOfData</l><block var="target"/></custom-block><l>RGB</l></block><block s="reportEquals"><custom-block s="ImagePadProperty %txt of %txt"><l>typeOfData</l><block var="target"/></custom-block><l>FITS</l></block></block></block><script><block s="doReport"><l>ERROR: only defined for image data in FITS or RGB format!</l></block></script></block><block s="doIfElse"><block s="reportOr"><block s="reportOr"><block s="reportGreaterThan"><block var="x"/><block var="targetCostumeWidth"/></block><block s="reportGreaterThan"><block var="y"/><block var="targetCostumeHeight"/></block></block><block s="reportOr"><block s="reportLessThan"><block var="x"/><l>1</l></block><block s="reportLessThan"><block var="y"/><l>1</l></block></block></block><script><block s="doReport"><l>ERROR: coordinates out of range!</l></block></script><script><block s="doReport"><block s="reportListItem"><block s="reportVariadicSum"><list><block var="x"/><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="y"/><l>1</l></block><block var="targetCostumeWidth"/></list></block></list></block><block s="reportAttributeOf"><l>myData</l><block var="target"/></block></block></block></script></block></script></block></script><comment w="90" collapsed="false">image value</comment></block><block s="doIf"><block s="reportEquals"><block var="selection"/><l>slice-data</l></block><script><block s="doSetVar"><l>costume</l><block s="reportNewCostume"><block s="reportGetImageAttribute"><l><option>pixels</option></l><block var="targetCostume"/></block><block var="targetCostumeWidth"/><block var="targetCostumeHeight"/></block></block><block s="doSetVar"><l>points</l><custom-block s="%s on %txt by mouse"><l>line-data</l><block var="target"/></custom-block></block><block s="doWarp"><script><block s="doSetVar"><l>x1</l><block s="reportListItem"><l>1</l><block s="reportListItem"><l>1</l><block var="points"/></block></block></block><block s="doSetVar"><l>y1</l><block s="reportListItem"><l>2</l><block s="reportListItem"><l>1</l><block var="points"/></block></block></block><block s="doSetVar"><l>x2</l><block s="reportListItem"><l>1</l><block s="reportListItem"><l>2</l><block var="points"/></block></block></block><block s="doSetVar"><l>y2</l><block s="reportListItem"><l>2</l><block s="reportListItem"><l>2</l><block var="points"/></block></block></block><block s="doSetVar"><l>result</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>dist</l><block s="reportRound"><block s="reportMonadic"><l><option>sqrt</option></l><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="x1"/><block var="x2"/></block><block s="reportDifference"><block var="x1"/><block var="x2"/></block></list></block><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="y1"/><block var="y2"/></block><block s="reportDifference"><block var="y1"/><block var="y2"/></block></list></block></list></block></block></block></block><block s="doSetVar"><l>dx</l><block s="reportQuotient"><block s="reportDifference"><block var="x2"/><block var="x1"/></block><block var="dist"/></block></block><block s="doSetVar"><l>dy</l><block s="reportQuotient"><block s="reportDifference"><block var="y2"/><block var="y1"/></block><block var="dist"/></block></block><block s="doSetVar"><l>i</l><l>0</l></block><block s="doUntil"><block s="reportGreaterThan"><block var="i"/><block var="dist"/></block><script><block s="doAddToList"><block s="reportNewList"><list><block var="i"/><custom-block s="image value of myData at %n %n on %txt"><block s="reportVariadicSum"><list><block var="x1"/><block s="reportVariadicProduct"><list><block var="i"/><block var="dx"/></list></block></list></block><block s="reportVariadicSum"><list><block var="y1"/><block s="reportVariadicProduct"><list><block var="i"/><block var="dy"/></list></block></list></block><block var="target"/></custom-block></list></block><block var="result"/></block><block s="doChangeVar"><l>i</l><l>1</l></block></script></block><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doSwitchToCostume"><l></l></block></script><list></list></block><list><block var="costume"/></list></block><block s="doReport"><block var="result"/></block></script></block></script><comment w="90" collapsed="false">slice data</comment></block><block s="doIf"><block s="reportEquals"><block var="selection"/><l>circle-data</l><comment w="90" collapsed="false">circle data</comment></block><script><block s="doWarp"><script><block s="doSetVar"><l>w</l><block var="targetCostumeWidth"/></block><block s="doSetVar"><l>h</l><block var="targetCostumeHeight"/></block><block s="doSetVar"><l>secondCostume</l><block s="reportNewCostume"><block s="reportGetImageAttribute"><l><option>pixels</option></l><block var="targetCostume"/></block><block var="targetCostumeWidth"/><block var="targetCostumeHeight"/></block></block><block s="doSetVar"><l>costume</l><block s="reportNewCostume"><block s="reportGetImageAttribute"><l><option>pixels</option></l><block var="targetCostume"/></block><block var="targetCostumeWidth"/><block var="targetCostumeHeight"/></block></block><block s="doIf"><block s="reportNot"><block s="reportIsIdentical"><block var="target"/><block s="reportObject"><l>Stage</l></block></block></block><script><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doRun"><block s="reifyScript"><script><block s="doSetVar"><l></l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><list></list></block><list><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>draggable?</option></l></block></autolambda><list></list></block></list></block></script><list></list></block><list></list></block></script></block><block s="doSetVar"><l>ok</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block><block s="doUntil"><block var="ok"/><script><block s="doIf"><block s="reportMouseDown"></block><script><block s="doSetVar"><l>p1</l><custom-block s="%s on %txt by mouse"><l>costume-coordinates</l><block var="target"/></custom-block></block><block s="doIf"><block s="reportAnd"><block s="reportGreaterThanOrEquals"><block s="reportListItem"><l>1</l><block var="p1"/></block><l>1</l></block><block s="reportAnd"><block s="reportLessThanOrEquals"><block s="reportListItem"><l>1</l><block var="p1"/></block><block var="w"/></block><block s="reportAnd"><block s="reportGreaterThanOrEquals"><block s="reportListItem"><l>2</l><block var="p1"/></block><l>1</l></block><block s="reportLessThanOrEquals"><block s="reportListItem"><l>2</l><block var="p1"/></block><block var="h"/></block></block></block></block><script><block s="doSetVar"><l>xold</l><block s="reportListItem"><l>1</l><block var="p1"/></block></block><block s="doSetVar"><l>yold</l><block s="reportListItem"><l>2</l><block var="p1"/></block></block><block s="doSetVar"><l>ok</l><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block></script></block></script></block><block s="doSetVar"><l>ok</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doUntil"><block var="ok"/><script><block s="doSetVar"><l>p2</l><custom-block s="%s on %txt by mouse"><l>costume-coordinates</l><block var="target"/></custom-block></block><block s="doSetVar"><l>radius</l><block s="reportRound"><block s="reportMonadic"><l><option>sqrt</option></l><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="p1"/></block><block s="reportListItem"><l>1</l><block var="p2"/></block></block><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="p1"/></block><block s="reportListItem"><l>1</l><block var="p2"/></block></block></list></block><block s="reportVariadicProduct"><list><block s="reportDifference"><block s="reportListItem"><l>2</l><block var="p1"/></block><block s="reportListItem"><l>2</l><block var="p2"/></block></block><block s="reportDifference"><block s="reportListItem"><l>2</l><block var="p1"/></block><block s="reportListItem"><l>2</l><block var="p2"/></block></block></list></block></list></block></block></block></block><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doSwitchToCostume"><l></l></block></script><list></list></block><list><block s="reportNewCostume"><block s="reportGetImageAttribute"><l><option>pixels</option></l><block var="secondCostume"/></block><block var="targetCostumeWidth"/><block var="targetCostumeHeight"/></block></list></block><custom-block s="set ImagePad line properties style: %txt %br width: %n color: %n %n %n %br fill color: %n %n %n on %txt"><l>continuous</l><l>3</l><l>255</l><l>200</l><l>0</l><l>180</l><l>180</l><l>180</l><block var="target"/></custom-block><custom-block s="draw line from %n %n to %n %n on %txt"><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="p1"/></block><l>1</l></block><block s="reportDifference"><block s="reportListItem"><l>2</l><block var="p1"/></block><l>1</l></block><block s="reportListItem"><l>1</l><block var="p1"/></block><block s="reportListItem"><l>2</l><block var="p1"/></block><block var="target"/></custom-block><custom-block s="set ImagePad line properties style: %txt %br width: %n color: %n %n %n %br fill color: %n %n %n on %txt"><l>continuous</l><l>1</l><l>255</l><l>200</l><l>0</l><l>180</l><l>180</l><l>180</l><block var="target"/></custom-block><custom-block s="draw circle center: %n %n radius: %n on %txt"><block s="reportListItem"><l>1</l><block var="p1"/></block><block s="reportListItem"><l>2</l><block var="p1"/></block><block var="radius"/><block var="target"/></custom-block><block s="doIf"><block s="reportNot"><block s="reportMouseDown"></block></block><script><block s="doIf"><block s="reportAnd"><block s="reportGreaterThanOrEquals"><block s="reportListItem"><l>1</l><block var="p2"/></block><l>1</l></block><block s="reportAnd"><block s="reportLessThanOrEquals"><block s="reportListItem"><l>1</l><block var="p2"/></block><block var="w"/></block><block s="reportAnd"><block s="reportGreaterThanOrEquals"><block s="reportListItem"><l>2</l><block var="p2"/></block><l>1</l></block><block s="reportLessThanOrEquals"><block s="reportListItem"><l>2</l><block var="p2"/></block><block var="h"/></block></block></block></block><script><block s="doSetVar"><l>ok</l><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block></script></block></script></block><block s="doIf"><block s="reportNot"><block s="reportIsIdentical"><block var="target"/><block s="reportObject"><l>Stage</l></block></block></block><script><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doRun"><block s="reifyScript"><script><block s="doSetVar"><l></l><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><list></list></block><list><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>draggable?</option></l></block></autolambda><list></list></block></list></block></script><list></list></block><list></list></block></script></block><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doSwitchToCostume"><l></l></block></script><list></list></block><list><block var="secondCostume"/></list></block><block s="doReport"><block s="reportNewList"><list><block var="p1"/><block var="radius"/></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="selection"/><l>brightness</l></block><script><block s="doSetVar"><l>h</l><custom-block s="%s on %txt by mouse"><l>circle-data</l><block var="target"/></custom-block></block><block s="doReport"><block s="reportApplyExtension"><l>SciS_brightness(data,xpos,ypos,r,width,height,typeOfData)</l><list><block s="reportAttributeOf"><l>myData</l><block var="target"/></block><block s="reportListItem"><l>1</l><block s="reportListItem"><l>1</l><block var="h"/></block></block><block s="reportListItem"><l>2</l><block s="reportListItem"><l>1</l><block var="h"/></block></block><block s="reportListItem"><l>2</l><block var="h"/></block><block var="targetCostumeWidth"/><block var="targetCostumeHeight"/><custom-block s="ImagePadProperty %txt of %txt"><l>typeOfData</l><block var="target"/></custom-block></list></block></block></script><comment w="90" collapsed="false">brightness</comment></block><block s="doIf"><block s="reportEquals"><block var="selection"/><l>cell-value</l></block><script><block s="doIfElse"><block s="reportOr"><block s="reportOr"><block s="reportGreaterThan"><block var="x"/><block var="targetCostumeWidth"/></block><block s="reportGreaterThan"><block var="y"/><block var="targetCostumeHeight"/></block></block><block s="reportOr"><block s="reportLessThan"><block var="x"/><l>1</l></block><block s="reportLessThan"><block var="y"/><l>1</l></block></block></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script><script><block s="doReport"><block s="reportListItem"><block s="reportMonadic"><l><option>ceiling</option></l><block s="reportQuotient"><block var="x"/><block s="reportListItem"><l>3</l><custom-block s="ImagePadProperty %txt of %txt"><l>gridProperties</l><block var="target"/></custom-block></block></block></block><block s="reportListItem"><block s="reportMonadic"><l><option>ceiling</option></l><block s="reportQuotient"><block var="y"/><block s="reportListItem"><l>4</l><custom-block s="ImagePadProperty %txt of %txt"><l>gridProperties</l><block var="target"/></custom-block></block></block></block><block var="myData"/></block></block></block></script></block></script><comment w="90" collapsed="false">value of a grid cell</comment></block></script></block-definition><block-definition s="affine transformation of costume %&apos;costume&apos; $nl by %&apos;originalPoints&apos; --&gt; %&apos;targetPoints&apos;" type="reporter" category="6. ImagePad for image operations"><comment x="0" y="0" w="210.83333333333334" collapsed="false">Applies an affine transformation to a costume.&#xD;</comment><header></header><code></code><translations></translations><inputs><input type="%s">currentCostume</input><input type="%l"></input><input type="%l"></input></inputs><script><block s="doWarp"><script><block s="doDeclareVariables"><list><l>a11</l><l>a12</l><l>a13</l><l>a21</l><l>a22</l><l>a23</l><l>S</l><l>P1</l><l>P2</l><l>P3</l><l>Q1</l><l>Q2</l><l>Q3</l><l>target</l><l>imagetype</l><l>width</l><l>height</l><l>data</l><l>ok</l></list></block><block s="doSetVar"><l>costume</l><block s="reportIfElse"><block s="reportEquals"><block var="costume"/><l>currentCostume</l></block><block s="reportGet"><l><option>costume</option></l></block><block var="costume"/></block></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="costume"/><l><option>costume</option></l></block></block><script><block s="doReport"><l>ERROR: costume required!</l></block></script></block><block s="doSetVar"><l>ok</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doIfElse"><block s="reportIsA"><block var="originalPoints"/><l><option>list</option></l></block><script><block s="doIfElse"><block s="reportNotEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="originalPoints"/></block><l>3</l></block><script><block s="doReport"><l>ERROR: 3 original points required!</l></block></script><script><block s="doFor"><l>i</l><l>1</l><l>3</l><script><block s="doIf"><block s="reportNot"><block s="reportAnd"><block s="reportIsA"><block s="reportListItem"><block var="i"/><block var="originalPoints"/></block><l><option>list</option></l></block><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><block var="i"/><block var="originalPoints"/></block></block><l>2</l></block></block></block><script><block s="doSetVar"><l>ok</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block></script></block></script><script><block s="doReport"><l>ERROR: list of original points  required!</l></block></script></block><block s="doIfElse"><block s="reportIsA"><block var="targetPoints"/><l><option>list</option></l></block><script><block s="doIfElse"><block s="reportNotEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="targetPoints"/></block><l>3</l></block><script><block s="doReport"><l>ERROR: 3 target points required!</l></block></script><script><block s="doFor"><l>i</l><l>1</l><l>3</l><script><block s="doIf"><block s="reportNot"><block s="reportAnd"><block s="reportIsA"><block s="reportListItem"><block var="i"/><block var="targetPoints"/></block><l><option>list</option></l></block><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><block var="i"/><block var="targetPoints"/></block></block><l>2</l></block></block></block><script><block s="doSetVar"><l>ok</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block></script></block></script><script><block s="doReport"><l>ERROR: list of target points  required!</l></block></script></block><block s="doIf"><block s="reportNot"><block var="ok"/></block><script><block s="doReport"><l>ERROR: dimensions should be 2!</l></block></script></block><block s="doSetVar"><l>P1</l><block s="reportListItem"><l>1</l><block var="originalPoints"/></block></block><block s="doSetVar"><l>P2</l><block s="reportListItem"><l>2</l><block var="originalPoints"/></block></block><block s="doSetVar"><l>P3</l><block s="reportListItem"><l>3</l><block var="originalPoints"/></block></block><block s="doSetVar"><l>Q1</l><block s="reportListItem"><l>1</l><block var="targetPoints"/></block></block><block s="doSetVar"><l>Q2</l><block s="reportListItem"><l>2</l><block var="targetPoints"/></block></block><block s="doSetVar"><l>Q3</l><block s="reportListItem"><l>3</l><block var="targetPoints"/></block></block><block s="doSetVar"><l>S</l><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>1</l><block var="P1"/></block><block s="reportDifference"><block s="reportListItem"><l>2</l><block var="P3"/></block><block s="reportListItem"><l>2</l><block var="P2"/></block></block></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>1</l><block var="P2"/></block><block s="reportDifference"><block s="reportListItem"><l>2</l><block var="P1"/></block><block s="reportListItem"><l>2</l><block var="P3"/></block></block></list></block><block s="reportVariadicProduct"><list><block s="reportListItem"><l>1</l><block var="P3"/></block><block s="reportDifference"><block s="reportListItem"><l>2</l><block var="P2"/></block><block s="reportListItem"><l>2</l><block var="P1"/></block></block></list></block></list></block></list></block></block><block s="doIf"><block s="reportNot"><block s="reportEquals"><block var="S"/><l>0</l></block></block><script><block s="doSetVar"><l>a11</l><block s="reportQuotient"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="P1"/></block><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="Q2"/></block><block s="reportListItem"><l>1</l><block var="Q3"/></block></block></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="P2"/></block><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="Q3"/></block><block s="reportListItem"><l>1</l><block var="Q1"/></block></block></list></block><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="P3"/></block><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="Q1"/></block><block s="reportListItem"><l>1</l><block var="Q2"/></block></block></list></block></list></block></list></block><block var="S"/></block></block><block s="doSetVar"><l>a12</l><block s="reportQuotient"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>1</l><block var="P1"/></block><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="Q3"/></block><block s="reportListItem"><l>1</l><block var="Q2"/></block></block></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>1</l><block var="P2"/></block><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="Q1"/></block><block s="reportListItem"><l>1</l><block var="Q3"/></block></block></list></block><block s="reportVariadicProduct"><list><block s="reportListItem"><l>1</l><block var="P3"/></block><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="Q2"/></block><block s="reportListItem"><l>1</l><block var="Q1"/></block></block></list></block></list></block></list></block><block var="S"/></block></block><block s="doSetVar"><l>a21</l><block s="reportQuotient"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="P1"/></block><block s="reportDifference"><block s="reportListItem"><l>2</l><block var="Q2"/></block><block s="reportListItem"><l>2</l><block var="Q3"/></block></block></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="P2"/></block><block s="reportDifference"><block s="reportListItem"><l>2</l><block var="Q3"/></block><block s="reportListItem"><l>2</l><block var="Q1"/></block></block></list></block><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="P3"/></block><block s="reportDifference"><block s="reportListItem"><l>2</l><block var="Q1"/></block><block s="reportListItem"><l>2</l><block var="Q2"/></block></block></list></block></list></block></list></block><block var="S"/></block></block><block s="doSetVar"><l>a22</l><block s="reportQuotient"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>1</l><block var="P1"/></block><block s="reportDifference"><block s="reportListItem"><l>2</l><block var="Q3"/></block><block s="reportListItem"><l>2</l><block var="Q2"/></block></block></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>1</l><block var="P2"/></block><block s="reportDifference"><block s="reportListItem"><l>2</l><block var="Q1"/></block><block s="reportListItem"><l>2</l><block var="Q3"/></block></block></list></block><block s="reportVariadicProduct"><list><block s="reportListItem"><l>1</l><block var="P3"/></block><block s="reportDifference"><block s="reportListItem"><l>2</l><block var="Q2"/></block><block s="reportListItem"><l>2</l><block var="Q1"/></block></block></list></block></list></block></list></block><block var="S"/></block></block><block s="doSetVar"><l>a13</l><block s="reportQuotient"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>1</l><block var="P1"/></block><block s="reportDifference"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="P3"/></block><block s="reportListItem"><l>1</l><block var="Q2"/></block></list></block><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="P2"/></block><block s="reportListItem"><l>1</l><block var="Q3"/></block></list></block></block></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>1</l><block var="P2"/></block><block s="reportDifference"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="P1"/></block><block s="reportListItem"><l>1</l><block var="Q3"/></block></list></block><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="P3"/></block><block s="reportListItem"><l>1</l><block var="Q1"/></block></list></block></block></list></block><block s="reportVariadicProduct"><list><block s="reportListItem"><l>1</l><block var="P3"/></block><block s="reportDifference"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="P2"/></block><block s="reportListItem"><l>1</l><block var="Q1"/></block></list></block><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="P1"/></block><block s="reportListItem"><l>1</l><block var="Q2"/></block></list></block></block></list></block></list></block></list></block><block var="S"/></block></block><block s="doSetVar"><l>a23</l><block s="reportQuotient"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>1</l><block var="P1"/></block><block s="reportDifference"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="P3"/></block><block s="reportListItem"><l>2</l><block var="Q2"/></block></list></block><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="P2"/></block><block s="reportListItem"><l>2</l><block var="Q3"/></block></list></block></block></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>1</l><block var="P2"/></block><block s="reportDifference"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="P1"/></block><block s="reportListItem"><l>2</l><block var="Q3"/></block></list></block><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="P3"/></block><block s="reportListItem"><l>2</l><block var="Q1"/></block></list></block></block></list></block><block s="reportVariadicProduct"><list><block s="reportListItem"><l>1</l><block var="P3"/></block><block s="reportDifference"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="P2"/></block><block s="reportListItem"><l>2</l><block var="Q1"/></block></list></block><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="P1"/></block><block s="reportListItem"><l>2</l><block var="Q2"/></block></list></block></block></list></block></list></block></list></block><block var="S"/></block></block><block s="doReport"><block s="reportApplyExtension"><l>SciS_affineTransformation(a11,a12,a13,a21,a22,a23,w,h,data,typeOfData)</l><list><block var="a11"/><block var="a12"/><block var="a13"/><block var="a21"/><block var="a22"/><block var="a23"/><block s="reportGetImageAttribute"><l><option>width</option></l><block var="costume"/></block><block s="reportGetImageAttribute"><l><option>height</option></l><block var="costume"/></block><block s="reportGetImageAttribute"><l><option>pixels</option></l><block var="costume"/></block><l>RGB</l></list></block></block></script></block><block s="doReport"><l>ERROR: denominator is zero</l></block></script></block></script></block-definition><block-definition s="brightness around %&apos;x&apos; %&apos;y&apos; within radius %&apos;r&apos; $nl of myData of ImagePad %&apos;sprite&apos;" type="reporter" category="6. ImagePad for image operations"><comment x="0" y="0" w="192.61904761904816" collapsed="false">Reports the brightness of a FITS or RGB image around x|y in a circle with radius r.&#xD;Attention: JS-coordinates are used!</comment><header></header><code></code><translations></translations><inputs><input type="%n">100</input><input type="%n">100</input><input type="%n">10</input><input type="%txt">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doWarp"><script><block s="doDeclareVariables"><list><l>target</l><l>data</l></list></block><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s an ImagePad?"><block var="target"/></custom-block></block><script><block s="doReport"><l>ERROR: target isn&apos;t configured as ImagePad!</l></block></script></block><block s="doSetVar"><l>data</l><block s="reportAttributeOf"><l>myData</l><block var="target"/></block></block><block s="doIfElse"><block s="reportNot"><block s="reportAnd"><block s="reportIsA"><block var="data"/><l><option>list</option></l></block><block s="reportOr"><block s="reportEquals"><custom-block s="ImagePadProperty %txt of %txt"><l>typeOfData</l><block var="target"/></custom-block><l>FITS</l></block><block s="reportEquals"><custom-block s="ImagePadProperty %txt of %txt"><l>typeOfData</l><block var="target"/></custom-block><l>RGB</l></block></block></block></block><script><block s="doReport"><l>ERROR: only FITS or RGB data supported!</l></block></script><script><block s="doReport"><block s="reportApplyExtension"><l>SciS_brightnessAround(data,xpos,ypos,r,width,height,typeOfData)</l><list><block var="data"/><block var="x"/><block var="y"/><block var="r"/><block s="reportAskFor"><block var="target"/><block s="reifyReporter"><autolambda><block s="reportGetImageAttribute"><l><option>width</option></l><l><option>current</option></l></block></autolambda><list></list></block><list></list></block><block s="reportAskFor"><block var="target"/><block s="reifyReporter"><autolambda><block s="reportGetImageAttribute"><l><option>height</option></l><l><option>current</option></l></block></autolambda><list></list></block><list></list></block><custom-block s="ImagePadProperty %txt of %txt"><l>typeOfData</l><block var="target"/></custom-block></list></block></block></script></block></script></block></script></block-definition><block-definition s="fill all cells on %&apos;sprite&apos; range x: %&apos;xmin&apos; %&apos;xmax&apos; y: %&apos;ymin&apos; %&apos;ymax&apos; $nl randomly with numbers %&apos;numbers&apos;" type="command" category="6. ImagePad for image operations"><comment x="0" y="0" w="281" collapsed="false">Fills a grid or a part of a grid with one of the specified values.</comment><header></header><code></code><translations></translations><inputs><input type="%s">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input><input type="%n">1</input><input type="%s">xMax</input><input type="%n">1</input><input type="%s">yMax</input><input type="%mult%n"></input></inputs><script><block s="doDeclareVariables"><list><l>target</l><l>gridProps</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s an ImagePad?"><block var="target"/></custom-block></block><script><block s="doReport"><l>ERROR: target isn&apos;t configured as GridPad</l></block></script></block><block s="doSetVar"><l>gridProps</l><custom-block s="ImagePadProperty %txt of %txt"><l>gridProperties</l><block var="target"/></custom-block></block><block s="doIf"><block s="reportEquals"><block var="xmax"/><l>xMax</l></block><script><block s="doSetVar"><l>xmax</l><block s="reportListItem"><l>1</l><block var="gridProps"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="ymax"/><l>yMax</l></block><script><block s="doSetVar"><l>ymax</l><block s="reportListItem"><l>2</l><block var="gridProps"/></block></block></script></block><block s="doTellTo"><block var="target"/><block s="reifyScript"><script><block s="doSetVar"><l></l><l></l></block></script><list></list></block><list><l>myData</l><block s="reportApplyExtension"><l>SciS_fillOnImagePadGridRandomlyOnImagePad(xMin,xMax,yMin,yMax,numbers,data)</l><list><block var="xmin"/><block var="xmax"/><block var="ymin"/><block var="ymax"/><block var="numbers"/><block s="reportAttributeOf"><l>myData</l><block var="target"/></block></list></block></list></block></script></block></script></block-definition><block-definition s="set cell value on %&apos;sprite&apos; to %&apos;value&apos; by mouse" type="command" category="6. ImagePad for image operations"><comment x="0" y="0" w="145.83333333333334" collapsed="false">sets the value of a grid cell</comment><header></header><code></code><translations></translations><inputs><input type="%s">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input><input type="%n">1</input></inputs><script><block s="doDeclareVariables"><list><l>target</l><l>targetCostume</l><l>targetCostumeWidth</l><l>targetCostumeHeight</l><l>targetXPosition</l><l>targetYPosition</l><l>targetSize</l><l>x</l><l>y</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s an ImagePad?"><block var="target"/></custom-block></block><script><block s="doReport"><l>ERROR: target isn&apos;t configured as ImagePad!</l></block></script></block><block s="doSetVar"><l>targetCostume</l><block s="reportAskFor"><block var="target"/><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>costume</option></l></block></autolambda><list></list></block><list></list></block></block><block s="doSetVar"><l>targetCostumeWidth</l><block s="reportGetImageAttribute"><l><option>width</option></l><block var="targetCostume"/></block></block><block s="doSetVar"><l>targetCostumeHeight</l><block s="reportGetImageAttribute"><l><option>height</option></l><block var="targetCostume"/></block></block><block s="doIfElse"><block s="reportIsIdentical"><block var="target"/><block s="reportObject"><l>Stage</l></block></block><script><block s="doSetVar"><l>targetXPosition</l><block s="reportMonadic"><l><option>neg</option></l><block s="reportRound"><block s="reportQuotient"><block var="targetCostumeWidth"/><l>2</l></block></block></block></block><block s="doSetVar"><l>targetYPosition</l><block s="reportRound"><block s="reportQuotient"><block var="targetCostumeHeight"/><l>2</l></block></block></block><block s="doSetVar"><l>targetSize</l><l>100</l></block><block s="doSetVar"><l>x</l><block s="reportDifference"><block s="reportMouseX"></block><block var="targetXPosition"/></block></block><block s="doSetVar"><l>y</l><block s="reportDifference"><block var="targetYPosition"/><block s="reportMouseY"></block></block></block></script><script><block s="doSetVar"><l>targetXPosition</l><block s="reportAttributeOf"><l><option>x position</option></l><block var="target"/></block></block><block s="doSetVar"><l>targetYPosition</l><block s="reportAttributeOf"><l><option>y position</option></l><block var="target"/></block></block><block s="doSetVar"><l>targetSize</l><block s="reportAttributeOf"><l><option>size</option></l><block var="target"/></block></block><block s="doSetVar"><l>x</l><block s="reportRound"><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>100</l><block s="reportQuotient"><block s="reportDifference"><block s="reportMouseX"></block><block var="targetXPosition"/></block><block var="targetSize"/></block></list></block><block s="reportQuotient"><block var="targetCostumeWidth"/><l>2</l></block></list></block><l>1</l></list></block></block></block><block s="doSetVar"><l>y</l><block s="reportRound"><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>100</l><block s="reportQuotient"><block s="reportDifference"><block var="targetYPosition"/><block s="reportMouseY"></block></block><block var="targetSize"/></block></list></block><block s="reportQuotient"><block var="targetCostumeHeight"/><l>2</l></block></list></block><l>1</l></list></block></block></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportAnd"><block s="reportLessThanOrEquals"><block var="x"/><block var="targetCostumeWidth"/></block><block s="reportLessThanOrEquals"><block var="y"/><block var="targetCostumeHeight"/></block></block><block s="reportAnd"><block s="reportGreaterThanOrEquals"><block var="x"/><l>1</l></block><block s="reportGreaterThanOrEquals"><block var="y"/><l>1</l></block></block></block><script><block s="doReplaceInList"><block s="reportMonadic"><l><option>ceiling</option></l><block s="reportQuotient"><block var="x"/><block s="reportListItem"><l>3</l><custom-block s="ImagePadProperty %txt of %txt"><l>gridProperties</l><block var="target"/></custom-block></block></block></block><block s="reportListItem"><block s="reportMonadic"><l><option>ceiling</option></l><block s="reportQuotient"><block var="y"/><block s="reportListItem"><l>4</l><custom-block s="ImagePadProperty %txt of %txt"><l>gridProperties</l><block var="target"/></custom-block></block></block></block><block s="reportAttributeOf"><l>myData</l><block var="target"/></block></block><block var="value"/></block></script></block><custom-block s="add grid %s on %s with grid lines? %b"><l>myData</l><block var="target"/><l><bool>true</bool></l></custom-block></script></block></script></block-definition><block-definition s="set cell value on %&apos;sprite&apos; at %&apos;x&apos; %&apos;y&apos; to %&apos;value&apos; with grid lines? %&apos;withLines&apos;" type="command" category="6. ImagePad for image operations"><comment x="0" y="0" w="227" collapsed="false">Sets the value of a grid cell an shows the result.</comment><header></header><code></code><translations></translations><inputs><input type="%s">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input><input type="%n">1</input><input type="%n">1</input><input type="%n">2</input><input type="%b">true</input></inputs><script><block s="doDeclareVariables"><list><l>target</l><l>gridProps</l><l>grid</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s an ImagePad?"><block var="target"/></custom-block></block><script><custom-block s="report SciSnap! error %txt"><l>ERROR: target isn&apos;t configured as GridPad</l></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doSetVar"><l>gridProps</l><custom-block s="ImagePadProperty %txt of %txt"><l>gridProperties</l><block var="target"/></custom-block></block><block s="doIfElse"><block s="reportAnd"><block s="reportGreaterThanOrEquals"><block var="x"/><l>1</l></block><block s="reportAnd"><block s="reportGreaterThanOrEquals"><block var="y"/><l>1</l></block><block s="reportAnd"><block s="reportLessThanOrEquals"><block var="x"/><block s="reportListItem"><l>1</l><block var="gridProps"/></block></block><block s="reportLessThanOrEquals"><block var="y"/><block s="reportListItem"><l>2</l><block var="gridProps"/></block></block></block></block></block><script><block s="doReplaceInList"><block var="x"/><block s="reportListItem"><block var="y"/><block s="reportAttributeOf"><l>myData</l><block var="target"/></block></block><block var="value"/></block><custom-block s="add grid %s on %s with grid lines? %b"><l>myData</l><block var="target"/><block var="withLines"/></custom-block></script><script><custom-block s="report SciSnap! error %txt"><l>ERROR: indices out of bounds!</l></custom-block></script></block></script></block></script></block-definition><block-definition s="%&apos;typeOfNeighborhood&apos; -neighborhood as torus? %&apos;asTorus&apos; of %&apos;x&apos; %&apos;y&apos; on %&apos;sprite&apos;" type="reporter" category="6. ImagePad for image operations"><comment x="0" y="0" w="355.83333333333337" collapsed="false">Reports the Moore- or v.-Neumann-neighborhood of a cell. Order: north,east,south,west</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">Moore<options>Moore&#xD;vonNeumann</options></input><input type="%b">false</input><input type="%n">1</input><input type="%n">1</input><input type="%s">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input></inputs><script><block s="doDeclareVariables"><list><l>target</l></list></block><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s an ImagePad?"><block var="target"/></custom-block></block><script><block s="doReport"><l>ERROR: target isn&apos;t configured as GridPad</l></block></script></block><block s="doReport"><block s="reportApplyExtension"><l>SciS_neighborhoodInGridOnImagePad(data,gridProperties,x,y,isTorus,typeOfNeighborhood)</l><list><block s="reportAttributeOf"><l>myData</l><block var="target"/></block><custom-block s="ImagePadProperty %txt of %txt"><l>gridProperties</l><block var="target"/></custom-block><block var="x"/><block var="y"/><block var="asTorus"/><block var="typeOfNeighborhood"/></list></block></block></script></block-definition><block-definition s="all cells on %&apos;sprite&apos; as torus? %&apos;isTorus&apos; swapped %&apos;n&apos; times $nl randomly inside radius %&apos;range&apos; range x: %&apos;xmin&apos; %&apos;xmax&apos; y: %&apos;ymin&apos; %&apos;ymax&apos;" type="reporter" category="6. ImagePad for image operations"><comment x="0" y="0" w="194.99999999999977" collapsed="false">Swaps the cell values of a grid randomly.</comment><header></header><code></code><translations></translations><inputs><input type="%s">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input><input type="%b">true</input><input type="%n">1</input><input type="%n">1</input><input type="%n">1</input><input type="%s">xMax</input><input type="%n">1</input><input type="%s">yMax</input></inputs><script><block s="doDeclareVariables"><list><l>target</l><l>gridProps</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s an ImagePad?"><block var="target"/></custom-block></block><script><block s="doReport"><l>ERROR: target isn&apos;t configured as GridPad</l></block></script></block><block s="doSetVar"><l>gridProps</l><custom-block s="ImagePadProperty %txt of %txt"><l>gridProperties</l><block var="target"/></custom-block></block><block s="doIf"><block s="reportEquals"><block var="xmax"/><l>xMax</l></block><script><block s="doSetVar"><l>xmax</l><block s="reportListItem"><l>1</l><block var="gridProps"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="ymax"/><l>yMax</l></block><script><block s="doSetVar"><l>ymax</l><block s="reportListItem"><l>2</l><block var="gridProps"/></block></block></script></block><block s="doReport"><block s="reportApplyExtension"><l>SciS_swapCellsOfGridOnImagePad(data,gridProperties,n,isTorus,range,xMin,xMax,yMin,yMax)</l><list><block s="reportAttributeOf"><l>myData</l><block var="target"/></block><custom-block s="ImagePadProperty %txt of %txt"><l>gridProperties</l><block var="target"/></custom-block><block var="n"/><block var="isTorus"/><block s="reportMonadic"><l><option>abs</option></l><block var="range"/></block><block var="xmin"/><block var="xmax"/><block var="ymin"/><block var="ymax"/></list></block></block></script></block></script></block-definition><block-definition s="all cells on %&apos;sprite&apos; as torus? %&apos;isTorus&apos; with value %&apos;oldValue&apos; $nl take value %&apos;ifValue&apos; if number of surrounding value %&apos;surrValue&apos; is %&apos;operator&apos; %&apos;n&apos; $nl else take value %&apos;elseValue&apos; with noise? %&apos;withNoise&apos; of %&apos;noise&apos; % $nl range x: %&apos;xmin&apos; %&apos;xmax&apos; y: %&apos;ymin&apos; %&apos;ymax&apos;" type="reporter" category="6. ImagePad for image operations"><comment x="0" y="0" w="299" collapsed="false">Counts the surrounding values and changes it if necessary.</comment><header></header><code></code><translations></translations><inputs><input type="%s">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input><input type="%b">true</input><input type="%s">any or number<options>any</options></input><input type="%n">2</input><input type="%n">2</input><input type="%s" readonly="true">greater-than<options>greater-than&#xD;equal-to&#xD;smaller-than&#xD;different-from</options></input><input type="%n">4</input><input type="%n">1</input><input type="%b">false</input><input type="%n">5</input><input type="%n">1</input><input type="%s">xMax</input><input type="%n">1</input><input type="%s">yMax</input></inputs><script><block s="doDeclareVariables"><list><l>target</l><l>gridProps</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s an ImagePad?"><block var="target"/></custom-block></block><script><block s="doReport"><l>ERROR: target isn&apos;t configured as GridPad</l></block></script></block><block s="doSetVar"><l>gridProps</l><custom-block s="ImagePadProperty %txt of %txt"><l>gridProperties</l><block var="target"/></custom-block></block><block s="doIf"><block s="reportEquals"><block var="xmax"/><l>xMax</l></block><script><block s="doSetVar"><l>xmax</l><block s="reportListItem"><l>1</l><block var="gridProps"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="ymax"/><l>yMax</l></block><script><block s="doSetVar"><l>ymax</l><block s="reportListItem"><l>2</l><block var="gridProps"/></block></block></script></block><block s="doReport"><block s="reportApplyExtension"><l>SciS_changeSurroundingValuesOfGridOnImagePag(data,gridProperties,ifValue,elseValue,surrValue,op,n,isTorus,withNoise,noise,xMin,xMax,yMin,yMax,oldValue)</l><list><block s="reportAttributeOf"><l>myData</l><block var="target"/></block><custom-block s="ImagePadProperty %txt of %txt"><l>gridProperties</l><block var="target"/></custom-block><block var="ifValue"/><block var="elseValue"/><block var="surrValue"/><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="operator"/><l> </l></block></block><block var="n"/><block var="isTorus"/><block var="withNoise"/><block var="noise"/><block var="xmin"/><block var="xmax"/><block var="ymin"/><block var="ymax"/><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="oldValue"/><l> </l></block></block></list></block></block></script></block></script><scripts><script x="692" y="455.7499999999999"><block s="evaluate"><block s="reportJSFunction"><list><l>data</l><l>gridProperties</l><l>ifValue</l><l>elseValue</l><l>surrValue</l><l>op</l><l>n</l><l>isTorus</l><l>withNoise</l><l>noise</l><l>xMin</l><l>xMax</l><l>yMin</l><l>yMax</l><l>oldValue</l></list><l>    var result;&#xD;&#xD;    function listCopy(item) {&#xD;      var theCopy;&#xD;      if (item instanceof List) {&#xD;        theCopy = new List();&#xD;        for (var i = 1; i &lt;= item.length(); i++)&#xD;          theCopy.add(listCopy(item.at(i)));&#xD;      } else&#xD;        theCopy = item;&#xD;      return theCopy;&#xD;    }&#xD;&#xD;   function actWith(x, y) {&#xD;      var xg, yg, res = 0, ok;&#xD;      if ((oldValue === 0) || (data.at(y).at(x) === oldValue)) {&#xD;        for (var xp = x - 1; xp &lt;= x + 1; xp++) {&#xD;          for (var yp = y - 1; yp &lt;= y + 1; yp++) {&#xD;            xg = xp;&#xD;            yg = yp;&#xD;            if (xp &lt; 1) {&#xD;              if (isTorus) {&#xD;                xg = xMax;&#xD;              } else {&#xD;                xg = 0;&#xD;              }&#xD;            }&#xD;            if (xp &gt; xMax) {&#xD;              if (isTorus) {&#xD;                xg = 1;&#xD;              } else {&#xD;                xg = 0;&#xD;              }&#xD;            }&#xD;            if (yp &lt; 1) {&#xD;              if (isTorus) {&#xD;                yg = yMax;&#xD;              } else {&#xD;                yg = 0;&#xD;              }&#xD;            }&#xD;            if (yp &gt; yMax) {&#xD;              if (isTorus) {&#xD;                yg = 1;&#xD;              } else {&#xD;                yg = 0;&#xD;              }&#xD;            }&#xD;            if ((xg &gt; 0) &amp;&amp; (yg &gt; 0) &amp;&amp; (data.at(yg).at(xg) === surrValue))&#xD;              res++;&#xD;          }&#xD;        }&#xD;//       if (data.at(y).at(x) === surrValue)&#xD;//         res--;&#xD;        ok = false;&#xD;        if ((op === "greater-than") &amp;&amp; (res &gt; n))&#xD;          ok = true;&#xD;        if ((op === "equal-to") &amp;&amp; (res == n))&#xD;          ok = true;&#xD;        if ((op === "smaller-than") &amp;&amp; (res &lt; n))&#xD;          ok = true;&#xD;        if ((op === "different-from") &amp;&amp; (res !== n))&#xD;          ok = true;&#xD;        if (ok)&#xD;          result.at(y).put(ifValue, x);&#xD;        else&#xD;          result.at(y).put(elseValue, x);&#xD;        if (withNoise) {&#xD;          if (Math.random() * 100 &lt;= noise)&#xD;            if (Math.random() &lt;= 0.5)&#xD;              result.at(y).put(ifValue, x);&#xD;            else&#xD;              result.at(y).put(elseValue, x);&#xD;        }&#xD;      }&#xD;    }&#xD;&#xD;    result = listCopy(data);&#xD;    xMin = Math.abs(xMin);&#xD;    xMax = Math.abs(xMax);&#xD;    yMin = Math.abs(yMin);&#xD;    yMax = Math.abs(yMax);&#xD;    if (xMin &gt; xMax) {&#xD;      h = xMin;&#xD;      xMin = xMax;&#xD;      xMax = h;&#xD;    }&#xD;    if (yMin &gt; yMax) {&#xD;      h = yMin;&#xD;      yMin = yMax;&#xD;      yMax = h;&#xD;    }&#xD;    if (oldValue === "any")&#xD;      oldValue = 0;&#xD;    oldValue = Number(oldValue);&#xD;    for (var x = xMin; x &lt;= xMax; x++)&#xD;      for (var y = yMin; y &lt;= yMax; y++)&#xD;        actWith(x, y);&#xD;    return result;&#xD;</l></block><list><block s="reportAttributeOf"><l>myData</l><block var="target"/></block><custom-block s="ImagePadProperty %txt of %txt"><l>gridProperties</l><block var="target"/></custom-block><block var="ifValue"/><block var="elseValue"/><block var="surrValue"/><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="operator"/><l> </l></block></block><block var="n"/><block var="isTorus"/><block var="withNoise"/><block var="noise"/><block var="xmin"/><block var="xmax"/><block var="ymin"/><block var="ymax"/><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="oldValue"/><l> </l></block></block></list></block></script></scripts></block-definition><block-definition s="all cells on %&apos;sprite&apos; as torus? %&apos;isTorus&apos; take %&apos;operation&apos; $nl of surrounding cells x: %&apos;xmin&apos; %&apos;xmax&apos; y: %&apos;ymin&apos; %&apos;ymax&apos; range: %&apos;range&apos;" type="reporter" category="6. ImagePad for image operations"><comment x="0" y="0" w="197" collapsed="false">Replaces the cell values of a grid depending on the features of the neighbors.</comment><header></header><code></code><translations></translations><inputs><input type="%s">thisSprite<options>thisSprite&#xD;theStage&#xD;anotherSprite</options></input><input type="%b">true</input><input type="%s" readonly="true">sum<options>sum&#xD;min&#xD;max&#xD;mean</options></input><input type="%n">1</input><input type="%s">xMax</input><input type="%n">1</input><input type="%s">yMax</input><input type="%n">1</input></inputs><script><block s="doDeclareVariables"><list><l>target</l><l>gridProps</l></list></block><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>theStage</l></block><block s="reportObject"><l>Stage</l></block><block s="reportIfElse"><block s="reportEquals"><block var="sprite"/><l>thisSprite</l></block><block s="reportObject"><l><option>myself</option></l></block><block s="reportObject"><block var="sprite"/></block></block></block></block><block s="doIf"><block s="reportNot"><custom-block s="is %s an ImagePad?"><block var="target"/></custom-block></block><script><block s="doReport"><l>ERROR: target isn&apos;t configured as GridPad</l></block></script></block><block s="doSetVar"><l>gridProps</l><custom-block s="ImagePadProperty %txt of %txt"><l>gridProperties</l><block var="target"/></custom-block></block><block s="doIf"><block s="reportEquals"><block var="xmax"/><l>xMax</l></block><script><block s="doSetVar"><l>xmax</l><block s="reportListItem"><l>1</l><block var="gridProps"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="ymax"/><l>yMax</l></block><script><block s="doSetVar"><l>ymax</l><block s="reportListItem"><l>2</l><block var="gridProps"/></block></block></script></block><block s="doReport"><block s="reportApplyExtension"><l>SciS_replaceValuesOfGridOnImagePad(data,gridProperties,operation,isTorus,xMin,xMax,yMin,yMax,range)</l><list><block s="reportAttributeOf"><l>myData</l><block var="target"/></block><custom-block s="ImagePadProperty %txt of %txt"><l>gridProperties</l><block var="target"/></custom-block><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="operation"/><l> </l></block></block><block var="isTorus"/><block var="xmin"/><block var="xmax"/><block var="ymin"/><block var="ymax"/><block s="reportMonadic"><l><option>abs</option></l><block var="range"/></block></list></block></block></script></block-definition><block-definition s="combine grid1 %&apos;grid1&apos; and grid2 %&apos;grid2&apos; by value1= %&apos;value1&apos; %&apos;operator&apos; value2= %&apos;value2&apos; to %&apos;ifValue&apos; else %&apos;elseValue&apos;" type="reporter" category="6. ImagePad for image operations"><comment x="0" y="0" w="113" collapsed="false">Combines two grids.</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%l"></input><input type="%n">1</input><input type="%s" readonly="true">or<options>and&#xD;or&#xD;xor&#xD;not-and&#xD;not-or&#xD;not-xor&#xD;minus</options></input><input type="%n">2</input><input type="%n">1</input><input type="%n">2</input></inputs><script><block s="doDeclareVariables"><list><l>xMax</l><l>yMax</l></list></block><block s="doWarp"><script><block s="doIf"><block s="reportNot"><block s="reportAnd"><custom-block s="is %s a %txt"><block var="grid1"/><l>matrix</l></custom-block><custom-block s="is %s a %txt"><block var="grid2"/><l>matrix</l></custom-block></block></block><script><block s="doReport"><l>ERROR: matrices required!</l></block></script></block><block s="doSetVar"><l>xMax</l><block s="reportIfElse"><block s="reportGreaterThanOrEquals"><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="grid1"/></block></block><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="grid2"/></block></block></block><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="grid1"/></block></block><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="grid2"/></block></block></block></block><block s="doSetVar"><l>yMax</l><block s="reportIfElse"><block s="reportGreaterThanOrEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="grid1"/></block><block s="reportListAttribute"><l><option>length</option></l><block var="grid2"/></block></block><block s="reportListAttribute"><l><option>length</option></l><block var="grid1"/></block><block s="reportListAttribute"><l><option>length</option></l><block var="grid2"/></block></block></block></script></block><block s="doReport"><block s="reportApplyExtension"><l>SciS_combineGridsOnImagePad(grid1,grid2,value1,operator,value2,ifValue,elseValue,xMax,yMax)</l><list><block var="grid1"/><block var="grid2"/><block var="value1"/><block var="operator"/><block var="value2"/><block var="ifValue"/><block var="elseValue"/><block var="xMax"/><block var="yMax"/></list></block></block></script></block-definition><block-definition s="apply Wolfram automaton no %&apos;no&apos; to grid %&apos;grid&apos; $nl with colors for 0: %&apos;color0&apos; and 1: %&apos;color1&apos;" type="reporter" category="6. ImagePad for image operations"><comment x="0" y="0" w="237" collapsed="false">Applies a Wolfram Cellular Automaton to a grid.</comment><header></header><code></code><translations></translations><inputs><input type="%n">30</input><input type="%l"></input><input type="%n">3</input><input type="%n">1</input></inputs><script><block s="doIf"><block s="reportNot"><custom-block s="is %s a %txt"><block var="grid"/><l>matrix</l></custom-block></block><script><block s="doReport"><l>ERROR: grid expected!</l></block></script></block><block s="doReport"><block s="reportApplyExtension"><l>SciS_applyWolframAutomatonToAgridOnImagePad(no,grid,color0,color1)</l><list><block var="no"/><block var="grid"/><block var="color0"/><block var="color1"/></list></block></block></script></block-definition><block-definition s="Example 1: slice data of FITS-image" type="command" category="6. ImagePad for image operations"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>sliceData</l><l>diagram</l></list></block><custom-block s="configure %s as an ImagePad width: %n %br height: %n color: %n %n %n"><l>thisSprite</l><l>400</l><l>300</l><l>245</l><l>245</l><l>245</l></custom-block><custom-block s="import %s from %s %br to myData on %txt"><l>FITSData</l><l>currentCostume</l><l>myData</l></custom-block><custom-block s="add %s image of %s to ImagePad %br min/max: %n %n log? %b on %txt"><l>gray</l><l>myData</l><l>0</l><custom-block s="%s of vector %l"><l>max</l><block var="myData"/></custom-block><l><bool>false</bool></l><l>thisSprite</l></custom-block><block s="setScale"><l>200</l></block><block s="doSetVar"><l>sliceData</l><custom-block s="%s on %txt by mouse"><l>slice-data</l><l>thisSprite</l></custom-block></block><block s="doSetVar"><l>diagram</l><block s="newClone"><l><option>myself</option></l></block></block><block s="doTellTo"><block var="diagram"/><block s="reifyScript"><script><block s="setScale"><l>100</l></block><custom-block s="configure %txt as a PlotPad width: %n %br height: %n color: %n %n %n"><l>thisSprite</l><l>400</l><l>300</l><l>245</l><l>245</l><l>245</l></custom-block><custom-block s="get ranges for PlotPad %txt %br from %s with border %n"><l>thisSprite</l><block var="sliceData"/><l>0.1</l></custom-block><custom-block s="set PlotPad line properties style: %txt %br width: %n color: %n %n %n on %txt"><l>continuous</l><l>1</l><l>0</l><l>0</l><l>0</l><l>thisSprite</l></custom-block><custom-block s="set PlotPad marker properties style: %txt width: %n %br color: %n %n %n connected? %b on %txt"><l>square</l><l>5</l><l>0</l><l>0</l><l>0</l><l><bool>true</bool></l><l>thisSprite</l></custom-block><custom-block s="add dataplot of numeric data: %s to PlotPad %txt"><block var="sliceData"/><l>thisSprite</l></custom-block><custom-block s="add axes and scales to PlotPad %txt"><l>thisSprite</l></custom-block></script><list></list></block><list></list></block></script></block-definition><block-definition s="Example 2: false color image of moon crater albertarius" type="command" category="6. ImagePad for image operations"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="configure %s as an ImagePad width: %n %br height: %n color: %n %n %n"><l>thisSprite</l><l>400</l><l>300</l><l>245</l><l>245</l><l>245</l></custom-block><block s="doSwitchToCostume"><l>albategnius</l></block><block s="setScale"><l>100</l></block><block s="doWait"><l>1</l></block><custom-block s="import %s from %s %br to myData on %txt"><l>costume(RGB)data</l><l>currentCostume</l><l>myData</l></custom-block><custom-block s="add %s image of %s to ImagePad %br min/max: %n %n log? %b on %txt"><l>false-color</l><l>myData</l><l>0</l><l>255</l><l><bool>true</bool></l><l>thisSprite</l></custom-block></script></block-definition><block-definition s="Example 3: Wolfram Automaton No. 30" type="command" category="6. ImagePad for image operations"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="configure %s as an ImagePad width: %n %br height: %n color: %n %n %n"><l>thisSprite</l><l>400</l><l>300</l><l>245</l><l>245</l><l>245</l></custom-block><custom-block s="set ImagePad grid properties on %s %br horizontal cells: %n vertical cells: %n"><l>thisSprite</l><l>400</l><l>300</l></custom-block><custom-block s="fill all cells on %s range x: %n %s y: %n %s %br randomly with numbers %mult%n"><l>thisSprite</l><l>1</l><l>xMax</l><l>1</l><l>yMax</l><list><l>3</l></list></custom-block><custom-block s="set cell value on %s at %n %n to %n with grid lines? %b"><l>thisSprite</l><l>200</l><l>1</l><l>1</l><l><bool>false</bool></l></custom-block><block s="doSetVar"><l>myData</l><custom-block s="apply Wolfram automaton no %n to grid %l %br with colors for 0: %n and 1: %n"><l>30</l><block var="myData"/><l>3</l><l>1</l></custom-block></block><custom-block s="add grid %s on %s with grid lines? %b"><l>myData</l><l>thisSprite</l><l><bool>false</bool></l></custom-block></script></block-definition><block-definition s="playerMovement" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doForever"><script><block s="doIf"><block s="reportKeyPressed"><l><option>up arrow</option></l></block><script><block s="doIf"><block s="reportGreaterThan"><block s="yPosition"></block><l>-15</l></block><script><block s="doSwitchToCostume"><l>images-removebg-preview(3)</l></block></script></block><block s="doIf"><block s="reportGreaterThan"><l>-15</l><block s="yPosition"></block></block><script><block s="doSwitchToCostume"><l>images-removebg-preview(4)</l></block></script></block><block s="doIf"><block s="reportGreaterThan"><l>120</l><block s="yPosition"></block></block><script><block s="setHeading"><l>0</l><comment w="90" collapsed="false">User 2</comment></block><block s="forward"><l>10</l></block></script></block></script><comment w="90" collapsed="false">User 1</comment></block><block s="doIf"><block s="reportKeyPressed"><l><option>down arrow</option></l></block><script><block s="doIf"><block s="reportGreaterThan"><block s="yPosition"></block><l>-15</l></block><script><block s="doSwitchToCostume"><l>images-removebg-preview(3)</l></block></script></block><block s="doIf"><block s="reportGreaterThan"><l>-15</l><block s="yPosition"></block></block><script><block s="doSwitchToCostume"><l>images-removebg-preview(4)</l></block></script></block><block s="doIf"><block s="reportGreaterThan"><block s="yPosition"></block><l>-120</l></block><script><block s="setHeading"><l>180</l><comment w="90" collapsed="false">User 2</comment></block><block s="forward"><l>10</l></block></script></block></script><comment w="90" collapsed="false">User 1</comment></block><block s="doIf"><block s="reportKeyPressed"><l><option>right arrow</option></l></block><script><block s="doIf"><block s="reportGreaterThan"><l>215</l><block s="xPosition"></block></block><script><block s="setHeading"><l>90</l><comment w="90" collapsed="false">User 2</comment></block><block s="forward"><l>10</l></block></script></block></script><comment w="90" collapsed="false">User 1</comment></block><block s="doIf"><block s="reportKeyPressed"><l><option>left arrow</option></l></block><script><block s="doIf"><block s="reportGreaterThan"><block s="xPosition"></block><l>30</l></block><script><block s="forward"><l>-10</l><comment w="90" collapsed="false">User 2</comment></block><block s="setHeading"><l>90</l></block></script></block></script></block></script></block></script></block-definition><block-definition s="ballMovement" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSwitchToCostume"><l>download-removebg-preview(2)</l><comment w="90" collapsed="false">User 2</comment></block><block s="doWait"><l>.3</l></block><block s="doSwitchToCostume"><l>download-removebg-preview</l></block><block s="doBroadcast"><l>userHitBall</l><list></list></block><block s="doSetVar"><l>tennisBallX</l><block s="xPosition"></block><comment w="90" collapsed="false">User 1</comment></block><block s="doSetVar"><l>tennisBallY</l><block s="yPosition"></block></block><block s="doIfElse"><block s="reportEquals"><block var="sprite"/><l>9</l></block><script><block s="setHeading"><block s="reportVariadicSum"><list><block s="reportAtan2"><block s="reportDifference"><block var="tennisBallY"/><block var="originaly"/></block><block s="reportDifference"><block var="originalx"/><block var="tennisBallX"/></block></block><l>-270</l></list></block></block><block s="doUntil"><block s="reportOr"><block s="reportTouchingColor"><color>64,70,255,1</color></block><block s="reportTouchingObject"><l>Sprite(8)</l></block></block><script><block s="forward"><l>-3</l></block></script></block></script><script><block s="setHeading"><block s="reportVariadicSum"><list><block s="reportAtan2"><block s="reportDifference"><block var="tennisBallY"/><block var="originaly"/></block><block s="reportDifference"><block var="originalx"/><block var="tennisBallX"/></block></block><l>270</l></list></block></block><block s="doUntil"><block s="reportOr"><block s="reportTouchingColor"><color>64,70,255,1</color></block><block s="reportTouchingObject"><l>Sprite(8)</l></block></block><script><block s="forward"><l>3</l></block></script></block></script></block></script></block-definition></blocks><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" 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x="29" y="123.99999999999997"><block s="receiveInteraction"><l><option>clicked</option></l><comment w="90" collapsed="false">User 2</comment></block><block s="doBroadcast"><l>twoPlayers</l><list></list></block><block s="hide"></block></script><script x="669" y="10"><block s="gotoXY"><l>63</l><l>-60</l></block></script><script x="27" y="249"><block s="receiveMessage"><l>onePlayer</l><list></list><comment w="90" collapsed="false">User 2</comment></block><block s="hide"></block></script><script x="614" y="75.5"><block s="setScale"><l>52</l></block></script><script x="35" y="346.33333333333326"><block s="receiveGo"></block><block s="show"></block></script></scripts></sprite><sprite name="Sprite(6)" idx="6" x="0" y="51.999999999999915" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="0,150.45,87.261,1" pen="tip" id="42024"><costumes><list id="42025"><item><ref 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heading="90" scale="0.5" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="0,78.33599999999997,122.39999999999999,1" pen="tip" id="42047"><costumes><list id="42048"><item><ref mediaID="Sprite(4)_cst_1_playerCapture-removebg-preview"></ref></item></list></costumes><sounds><list struct="atomic" id="42049"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="10"><block s="receiveMessage"><l>goBack</l><list></list><comment w="90" collapsed="false">User 2</comment></block><block s="show"></block></script><script x="256" y="93.83333333333326"><block s="doStopThis"><l><option>all</option></l></block></script><script x="23" y="107.33333333333337"><block s="receiveInteraction"><l><option>clicked</option></l><comment w="90" collapsed="true">User 2</comment></block><block s="doBroadcast"><l>onePlayer</l><list></list></block><block s="hide"></block><block s="doSetVar"><l>Player 2 Score</l><l>0</l><comment w="90" collapsed="false">User 1</comment></block><block s="doSetVar"><l>Player 1 Score</l><l>0</l></block></script><script x="602" y="387.83333333333337"><block s="setScale"><l>50</l></block></script><script x="20" y="249.33333333333337"><block s="receiveMessage"><l>twoPlayers</l><list></list><comment w="90" collapsed="false">User 2</comment></block><block s="hide"></block><block s="doSetVar"><l>Player 2 Score</l><l>0</l><comment w="90" collapsed="false">User 1</comment></block><block s="doSetVar"><l>Player 1 Score</l><l>0</l></block></script><script x="776" y="25.33333333333337"><block s="gotoXY"><l>-59</l><l>-61</l></block></script><script x="28" y="390.66666666666663"><block s="receiveGo"><comment w="90" collapsed="false">User 2</comment></block><block s="show"></block></script></scripts></sprite><sprite name="Sprite(7)" idx="7" x="-212" y="148" heading="90" scale="0.2" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="65.27999999999999,81.60000000000001,0,1" pen="tip" id="42091"><costumes><list id="42092"><item><ref mediaID="Sprite(7)_cst_thenounproject-removebg-preview"></ref></item></list></costumes><sounds><list struct="atomic" id="42093"></list></sounds><blocks></blocks><variables></variables><scripts><script x="54" y="60.5"><block s="receiveInteraction"><l><option>clicked</option></l><comment w="90" collapsed="false">User 2</comment></block><block s="hide"></block><block s="doBroadcast"><l>goBack</l><list></list></block><block s="gotoXY"><l>-212</l><l>148</l></block></script><script x="803" y="201"><block s="setScale"><l>20</l></block></script><script x="60" y="180.33333333333337"><block s="receiveMessage"><l>onePlayer</l><list></list><comment w="90" collapsed="false">User 2</comment></block><block s="show"></block></script><script x="64" y="245.33333333333337"><block s="receiveMessage"><l>twoPlayers</l><list></list><comment w="90" collapsed="false">User 2</comment></block><block s="show"></block></script><script x="58" y="336.33333333333337"><block s="receiveInteraction"><l><option>clicked</option></l><comment w="90" collapsed="false">User 2</comment></block><block s="doSetVar"><l>Player 1 Score</l><l>0</l></block><block s="doSetVar"><l>Player 2 Score</l><l>0</l></block></script></scripts></sprite><sprite name="Sprite(8)" idx="8" x="180" y="120" heading="0" scale="0.3" volume="100" pan="0" rotation="2" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="42127"><costumes><list id="42128"><item><ref mediaID="Sprite(8)_cst_images-removebg-preview(3)"></ref></item><item><ref mediaID="Sprite(8)_cst_images-removebg-preview(4)"></ref></item></list></costumes><sounds><list struct="atomic" id="42129"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30"><block s="receiveMessage"><l>twoPlayers</l><list></list><comment w="90" collapsed="false">User 1: Conditionals and y positions&#xD;&#xD;User 2: Costume changes and keys pressed</comment></block><block s="show"></block><block s="doSayFor"><l>Use the arrow keys to move!</l><l>2</l></block><block s="doForever"><script><block s="doIf"><block s="reportKeyPressed"><l><option>up arrow</option></l></block><script><block s="doIf"><block s="reportGreaterThan"><block s="yPosition"></block><l>-15</l></block><script><block s="doSwitchToCostume"><l>images-removebg-preview(3)</l></block></script></block><block s="doIf"><block s="reportGreaterThan"><l>-15</l><block s="yPosition"></block></block><script><block s="doSwitchToCostume"><l>images-removebg-preview(4)</l></block></script></block><block s="doIf"><block s="reportGreaterThan"><l>120</l><block s="yPosition"></block></block><script><block s="setHeading"><l>0</l><comment w="90" collapsed="false">User 2</comment></block><block s="forward"><l>10</l></block></script></block></script><comment w="90" collapsed="false">User 1</comment></block><block s="doIf"><block s="reportKeyPressed"><l><option>down arrow</option></l></block><script><block s="doIf"><block s="reportGreaterThan"><block s="yPosition"></block><l>-15</l></block><script><block s="doSwitchToCostume"><l>images-removebg-preview(3)</l></block></script></block><block s="doIf"><block s="reportGreaterThan"><l>-15</l><block s="yPosition"></block></block><script><block s="doSwitchToCostume"><l>images-removebg-preview(4)</l></block></script></block><block s="doIf"><block s="reportGreaterThan"><block s="yPosition"></block><l>-120</l></block><script><block s="setHeading"><l>180</l><comment w="90" collapsed="false">User 2</comment></block><block s="forward"><l>10</l></block></script></block></script><comment w="90" collapsed="false">User 1</comment></block><block s="doIf"><block s="reportKeyPressed"><l><option>right arrow</option></l></block><script><block s="doIf"><block s="reportGreaterThan"><l>215</l><block s="xPosition"></block></block><script><block s="setHeading"><l>90</l><comment w="90" collapsed="false">User 2</comment></block><block s="forward"><l>10</l></block></script></block></script><comment w="90" collapsed="false">User 1</comment></block><block s="doIf"><block s="reportKeyPressed"><l><option>left arrow</option></l></block><script><block s="doIf"><block s="reportGreaterThan"><block s="xPosition"></block><l>30</l></block><script><block s="forward"><l>-10</l><comment w="90" collapsed="false">User 2</comment></block><block s="setHeading"><l>90</l></block></script></block></script></block></script></block></script><script x="475" y="17.33333333333337"><block s="receiveMessage"><l>onePlayer</l><list></list><comment w="90" collapsed="false">User 2</comment></block><block s="hide"></block></script></scripts></sprite><sprite name="Sprite(3)" idx="3" x="117" y="28" heading="0" scale="0.3" volume="100" pan="0" rotation="2" draggable="true" hidden="true" costume="2" color="80,80,80,1" pen="tip" id="42261"><costumes><list id="42262"><item><ref mediaID="Sprite(3)_cst_images-removebg-preview"></ref></item><item><ref mediaID="Sprite(3)_cst_images-removebg-preview(2)"></ref></item></list></costumes><sounds><list struct="atomic" id="42263"></list></sounds><blocks></blocks><variables></variables><scripts><script x="39" y="10"><block s="receiveGo"></block></script><script x="30" y="240.83333333333337"><block s="receiveMessage"><l>onePlayer</l><list></list><comment w="90" collapsed="false">User 1</comment></block><block s="show"></block><block s="doForever"><script><block s="doIf"><block s="reportGreaterThan"><block var="tennisBallX"/><l>0</l></block><script><block s="doGlide"><l>.3</l><block s="reportVariadicSum"><list><block var="tennisBallX"/><l>17</l></list></block><block s="reportVariadicSum"><list><block var="tennisBallY"/><l>-15</l></list></block></block><block s="doWait"><l>.3</l></block><block s="doBroadcast"><l>botHitBall</l><list></list></block></script></block></script></block></script><script x="826" y="31.500000000000114"><block s="receiveMessage"><l>onePlayer</l><list></list></block><block s="doWait"><l>5</l></block><block s="doForever"><script><block s="doIf"><l/><script></script></block></script></block></script><script x="42" y="449"><block s="receiveMessage"><l>twoPlayers</l><list></list><comment w="90" collapsed="false">User 2</comment></block><block s="hide"></block></script><script x="20" y="98"><block s="receiveMessage"><l>goBack</l><list></list><comment w="90" collapsed="false">User 2</comment></block><block s="gotoXY"><l>166</l><l>-75</l></block><block s="doStopThis"><l><option>other scripts in sprite</option></l></block></script></scripts></sprite><sprite name="Sprite(2)" idx="1" x="-2.2000030130150208" y="-2.0396045554774105" heading="227.16665657431489" scale="0.2" volume="100" pan="0" rotation="2" draggable="true" costume="1" color="67.98300000000003,0,79.05,1" pen="tip" id="42329"><costumes><list id="42330"><item><ref mediaID="Sprite(2)_cst_download-removebg-preview"></ref></item><item><ref mediaID="Sprite(2)_cst_download-removebg-preview(2)"></ref></item></list></costumes><sounds><list struct="atomic" id="42331"></list></sounds><blocks></blocks><variables></variables><scripts><script x="15" y="22.166666666666515"><block s="receiveMessage"><l>goBack</l><list></list><comment w="90" collapsed="false">User 2</comment></block><block s="gotoXY"><l>-97</l><l>-41</l></block><block s="show"></block><block s="doStopThis"><l><option>other scripts in sprite</option></l></block></script><script x="15" y="131.5"><block s="receiveCondition"><block s="reportTouchingObject"><l>Sprite</l></block><comment w="90" collapsed="false">User 1</comment></block><block s="doGlide"><l>.1</l><l>100</l><block s="reportListItem"><l><option>any</option></l><block var="yPositions"/></block></block><block s="doBroadcast"><l>userHitBall</l><list></list></block><block s="doSetVar"><l>tennisBallX</l><block s="xPosition"></block><comment w="90" collapsed="false">User 1</comment></block><block s="doSetVar"><l>tennisBallY</l><block s="yPosition"></block></block><block s="doSwitchToCostume"><l>download-removebg-preview(2)</l><comment w="90" collapsed="false">User 2</comment></block><block s="doWait"><l>.1</l></block><block s="doSwitchToCostume"><l>download-removebg-preview</l></block><block s="doBroadcast"><l>userHitBall</l><list></list></block><block s="doSetVar"><l>tennisBallX</l><block s="xPosition"></block><comment w="90" collapsed="false">User 1</comment></block><block s="doSetVar"><l>tennisBallY</l><block s="yPosition"></block></block></script><script x="524" y="10"><block s="receiveCondition"><block s="reportTouchingObject"><l>Sprite(9)</l></block><comment w="90" collapsed="false">User 1</comment></block><block s="doSetVar"><l>sprite</l><l>9</l></block><block s="doSetVar"><l>originalx</l><block s="xPosition"></block></block><block s="doSetVar"><l>originaly</l><block s="yPosition"></block></block><block s="doGlide"><l>.5</l><l>100</l><block s="reportListItem"><l><option>any</option></l><block var="yPositions"/></block></block><custom-block s="ballMovement"></custom-block></script><script x="35" y="443.1666666666656"><block s="receiveCondition"><block s="reportTouchingObject"><l>Sprite(8)</l></block><comment w="90" collapsed="false">User 1</comment></block><block s="doSetVar"><l>originalx</l><block s="xPosition"></block></block><block s="doSetVar"><l>originaly</l><block s="yPosition"></block></block><block s="doGlide"><l>.5</l><l>-100</l><block s="reportListItem"><l><option>any</option></l><block var="yPositions"/></block></block><custom-block s="ballMovement"></custom-block></script><script x="520" y="238.83333333333167"><block s="receiveGo"><comment w="90" collapsed="false">User 1</comment></block><block s="doSetVar"><l>yPositions</l><block s="reportNewList"><list><l>85</l><l>43</l><l>-75</l><l>-70</l><l>-105</l><l>0</l></list></block></block></script><script x="547" y="357.99999999999955"><block s="receiveCondition"><block s="reportTouchingObject"><l>Sprite(3)</l></block><comment w="90" collapsed="false">User 1</comment></block><block s="doSetVar"><l>sprite</l><l>3</l></block><block s="doSetVar"><l>originalx</l><block s="xPosition"></block></block><block s="doSetVar"><l>originaly</l><block s="yPosition"></block></block><block s="doGlide"><l>.5</l><l>-100</l><block s="reportListItem"><l><option>any</option></l><block var="yPositions"/></block></block><block s="doSwitchToCostume"><l>download-removebg-preview(2)</l><comment w="90" collapsed="false">User 2</comment></block><block s="doWait"><l>.1</l></block><block s="doSwitchToCostume"><l>download-removebg-preview</l></block><block s="doBroadcast"><l>userHitBall</l><list></list></block><block s="doSetVar"><l>tennisBallX</l><block s="xPosition"></block><comment w="90" collapsed="false">User 1</comment></block><block s="doSetVar"><l>tennisBallY</l><block s="yPosition"></block></block><block s="setHeading"><block s="reportVariadicSum"><list><block s="reportAtan2"><block s="reportDifference"><block var="tennisBallY"/><block var="originaly"/></block><block s="reportDifference"><block var="originalx"/><block var="tennisBallX"/></block></block><l>270</l></list></block></block><block s="doUntil"><block s="reportLessThan"><l>0</l><block s="xPosition"></block></block><script><block s="forward"><l>3</l></block></script></block></script><script x="52" y="642.3333333333333"><block s="receiveCondition"><block s="reportTouchingColor"><color>64,70,255,1</color></block><comment w="90" collapsed="false">User 1</comment></block><block s="doIfElse"><block s="reportLessThan"><block s="xPosition"></block><l>0</l></block><script><block s="doChangeVar"><l>Player 2 Score</l><l>1</l></block></script><script><block s="doChangeVar"><l>Player 1 Score</l><l>1</l></block></script></block><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="808" y="398.29999999999995"><block var="directionVariable"/></script><script x="918.5859375" y="386.29999999999995"><block var="steps"/></script><script x="852" y="493.79999999999995"><block var="directionVariable"/></script><script x="856.5859375" y="540.8"><block var="steps"/></script></scripts></sprite><sprite name="Sprite(9)" idx="9" x="-134" y="-104" heading="180" scale="0.3" volume="100" pan="0" rotation="2" draggable="true" costume="2" color="80,80,80,1" pen="tip" id="42531"><costumes><list id="42532"><item><ref mediaID="Sprite(9)_cst_images-removebg-preview"></ref></item><item><ref mediaID="Sprite(9)_cst_images-removebg-preview(2)"></ref></item></list></costumes><sounds><list struct="atomic" id="42533"></list></sounds><blocks></blocks><variables></variables><scripts><script x="36" y="10"><block s="receiveMessage"><l>goBack</l><list></list><comment w="90" collapsed="false">User 2</comment></block><block s="gotoXY"><l>-174</l><l>-64</l></block><block s="doStopThis"><l><option>other scripts in sprite</option></l></block></script><script x="36" y="1697.6666666666654"><block s="doIf"><block s="reportAnd"><block s="reportKeyPressed"><l><option>up arrow</option></l></block><block s="reportKeyPressed"><l><option>right arrow</option></l></block></block><script><block s="setHeading"><l>45</l></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportKeyPressed"><l><option>down arrow</option></l></block><block s="reportKeyPressed"><l><option>right arrow</option></l></block></block><script><block s="setHeading"><l>135</l></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportKeyPressed"><l><option>down arrow</option></l></block><block s="reportKeyPressed"><l><option>left arrow</option></l></block></block><script><block s="setHeading"><l>225</l></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportKeyPressed"><l><option>up arrow</option></l></block><block s="reportKeyPressed"><l><option>left arrow</option></l></block></block><script><block s="setHeading"><l>300</l></block></script></block></script><script x="413" y="13.333333333333371"><block s="receiveMessage"><l>onePlayer</l><list></list><comment w="90" collapsed="false">user 2</comment></block><block s="hide"></block></script><script x="30" y="165.33333333333303"><block s="receiveMessage"><l>twoPlayers</l><list></list><comment w="90" collapsed="false">User 1: All if statements and positions &#xD;&#xD;User 2: All costume changes and keys pressed</comment></block><block s="show"></block><block s="doSayFor"><l>Use W, A, S, and D to move!</l><l>2</l></block><block s="doForever"><script><block s="doIf"><block s="reportKeyPressed"><l><option>w</option></l></block><script><block s="doIf"><block s="reportGreaterThan"><block s="yPosition"></block><l>-15</l></block><script><block s="doSwitchToCostume"><l>images-removebg-preview</l></block></script></block><block s="doIf"><block s="reportGreaterThan"><l>-15</l><block s="yPosition"></block></block><script><block s="doSwitchToCostume"><l>images-removebg-preview(2)</l></block></script></block><block s="doIf"><block s="reportGreaterThan"><l>120</l><block s="yPosition"></block></block><script><block s="setHeading"><l>0</l></block><block s="forward"><l>10</l></block></script></block></script></block><block s="doIf"><block s="reportKeyPressed"><l><option>s</option></l></block><script><block s="doIf"><block s="reportGreaterThan"><block s="yPosition"></block><l>-15</l></block><script><block s="doSwitchToCostume"><l>images-removebg-preview</l></block></script></block><block s="doIf"><block s="reportGreaterThan"><l>-15</l><block s="yPosition"></block></block><script><block s="doSwitchToCostume"><l>images-removebg-preview(2)</l></block></script></block><block s="doIf"><block s="reportGreaterThan"><block s="yPosition"></block><l>-120</l></block><script><block s="setHeading"><l>180</l></block><block s="forward"><l>10</l></block></script></block></script></block><block s="doIf"><block s="reportKeyPressed"><l><option>d</option></l></block><script><block s="doIf"><block s="reportGreaterThan"><l>-30</l><block s="xPosition"></block></block><script><block s="setHeading"><l>90</l></block><block s="forward"><l>10</l></block></script></block></script></block><block s="doIf"><block s="reportKeyPressed"><l><option>a</option></l></block><script><block s="doIf"><block s="reportGreaterThan"><block s="xPosition"></block><l>-215</l></block><script><block s="forward"><l>-10</l></block><block s="setHeading"><l>90</l></block></script></block></script></block></script></block></script></scripts></sprite><sprite name="Sprite" idx="2" x="-124" y="106" heading="0" scale="0.3" volume="100" pan="0" rotation="2" draggable="true" hidden="true" costume="1" color="80,80,80,1" pen="tip" id="42726"><costumes><list id="42727"><item><ref mediaID="Sprite_cst_images-removebg-preview"></ref></item><item><ref mediaID="Sprite_cst_images-removebg-preview(2)"></ref></item></list></costumes><sounds><list struct="atomic" id="42728"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="10"><block s="receiveKey"><l><option>up arrow</option></l><list></list></block></script><script x="30" y="62"><block s="receiveCondition"><block s="reportTouchingObject"><l>Sprite</l></block></block></script><script x="30" y="118.00000000000011"><block s="doSwitchToCostume"><l>images-removebg-preview(2)</l></block></script><script x="30" y="158.0000000000001"><block s="receiveKey"><l><option>left arrow</option></l><list></list></block></script><script x="30" y="210.0000000000001"><block s="receiveKey"><l><option>right arrow</option></l><list></list></block></script><script x="30" y="314.0000000000001"><block s="yPosition"></block></script><script x="30" y="343.8333333333335"><block s="setScale"><l>30</l></block></script><script x="30" y="382.8333333333335"><block s="setHeading"><l>0</l></block><block s="forward"><l>10</l></block></script><script x="30" y="1991.8333333333335"><block s="setHeading"><l>90</l></block><block s="forward"><l>10</l></block></script><script x="30" y="504.8333333333335"><block s="receiveMessage"><l>onePlayer</l><list></list></block><block s="show"></block><block s="doSayFor"><l>Use the arrow keys to move!</l><l>2</l></block><block s="doForever"><script><block s="doIf"><block s="reportKeyPressed"><l><option>up arrow</option></l></block><script><block s="doIf"><block s="reportGreaterThan"><block s="yPosition"></block><l>-15</l></block><script><block s="doSwitchToCostume"><l>images-removebg-preview</l></block></script></block><block s="doIf"><block s="reportGreaterThan"><l>-15</l><block s="yPosition"></block></block><script><block s="doSwitchToCostume"><l>images-removebg-preview(2)</l></block></script></block><block s="doIf"><block s="reportGreaterThan"><l>120</l><block s="yPosition"></block></block><script><block s="forward"><l>15</l></block><block s="setHeading"><l>0</l></block></script></block></script></block><block s="doIf"><block s="reportKeyPressed"><l><option>down arrow</option></l></block><script><block s="doIf"><block s="reportGreaterThan"><block s="yPosition"></block><l>-15</l></block><script><block s="doSwitchToCostume"><l>images-removebg-preview</l></block></script></block><block s="doIf"><block s="reportGreaterThan"><l>-15</l><block s="yPosition"></block></block><script><block s="doSwitchToCostume"><l>images-removebg-preview(2)</l></block></script></block><block s="doIf"><block s="reportGreaterThan"><block s="yPosition"></block><l>-120</l></block><script><block s="forward"><l>15</l></block><block s="setHeading"><l>180</l></block></script></block></script></block><block s="doIf"><block s="reportKeyPressed"><l><option>right arrow</option></l></block><script><block s="doIf"><block s="reportGreaterThan"><l>-30</l><block s="xPosition"></block></block><script><block s="setHeading"><l>90</l></block><block s="forward"><l>15</l></block></script></block></script></block><block s="doIf"><block s="reportKeyPressed"><l><option>left arrow</option></l></block><script><block s="doIf"><block s="reportGreaterThan"><block s="xPosition"></block><l>-215</l></block><script><block s="setHeading"><l>90</l></block><block s="forward"><l>-15</l></block></script></block></script></block></script><comment w="90" collapsed="false">User 1: positions and if statements&#xD;&#xD;User 2: Keys pressed and costume changes</comment></block></script><script x="348" y="13"><block s="receiveMessage"><l>goBack</l><list></list><comment w="90" collapsed="false">User 2</comment></block><block s="show"></block><block s="gotoXY"><l>-174</l><l>-64</l></block><block s="doStopThis"><l><option>other scripts in sprite</option></l></block></script><script x="492" y="701.0000000000002"><block s="bounceOffEdge"></block></script><script x="62" y="1674.3333333333335"><block s="forward"><l>10</l></block></script><script x="50" y="1597.3333333333335"><block s="forward"><l>10</l></block><block s="forward"><l>10</l></block></script><script x="33" y="1557.333333333333"><block s="forward"><l>10</l></block></script><script x="17" y="1347.333333333333"><block s="doIf"><block s="reportAnd"><block s="reportKeyPressed"><l><option>up arrow</option></l></block><block s="reportKeyPressed"><l><option>right arrow</option></l></block></block><script><block s="setHeading"><l>45</l></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportKeyPressed"><l><option>down arrow</option></l></block><block s="reportKeyPressed"><l><option>right arrow</option></l></block></block><script><block s="setHeading"><l>135</l></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportKeyPressed"><l><option>down arrow</option></l></block><block s="reportKeyPressed"><l><option>left arrow</option></l></block></block><script><block s="setHeading"><l>225</l></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportKeyPressed"><l><option>up arrow</option></l></block><block s="reportKeyPressed"><l><option>left arrow</option></l></block></block><script><block s="setHeading"><l>300</l></block></script></block></script><script x="821" y="743.3333333333337"><block s="doSayFor"><l>Use W, A, S, and D to move!</l><l>2</l></block><block s="doSayFor"><l>Click the green flag to start!</l><l>2</l></block><block s="doForever"><script><block s="doIf"><block s="reportKeyPressed"><l><option>w</option></l></block><script><block s="doIf"><block s="reportGreaterThan"><block s="yPosition"></block><l>-15</l></block><script><block s="doSwitchToCostume"><l>images-removebg-preview</l></block></script></block><block s="doIf"><block s="reportGreaterThan"><l>-15</l><block s="yPosition"></block></block><script><block s="doSwitchToCostume"><l>images-removebg-preview(2)</l></block></script></block><block s="doIf"><block 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mediaID="Sprite(5)_cst_player_2Capture-removebg-preview"/><costume name="Tenniswar-removebg-preview" center-x="240" center-y="128" 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" mediaID="Sprite(4)_cst_1_playerCapture-removebg-preview"/><costume name="thenounproject-removebg-preview" center-x="180" center-y="180" 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SkpKSysvLPyQQHiEJEZCWlm5VVlambhSpkpKSeiklJdXR1NSkKCkpqVZfXz+U+n9CXTM67LBhw65aWVmt3rt372NGF0LD5GHQBEQxNDQM+vrrrzfg7ZkAXAIhpaSk2idMmPDDwIED4zQ0NG6YmJhUaWhoNKuoqPAfP34sfenSpQFFRUUTmpubrW7evGnY2NgIo35NB+ot2sDA4Mv8/PwvCMjD6pAwaAHLn5ycPM/BwaGwsbERN3ELmC2JcFJSUs1mZmb7Nm7cGKKtrf3iXX1cuHBBKjc31zwyMvIrnKPyV1Ly8vIN0dHRBlZWVt+T0ImtMWHQAlT+8OHDmqGhoRmPHz+eJcCwCEWIgIqKSqWRkVHAiRMnEjgcTkdXuwkNDZ29f//+oxUVFdO62oYNz40cOfK6j4+PmaenZwUb6hVGjTBoAVGm3q62bt26+YcfftiCqQ0BQSUYRkpKqsnKyspx2bJlqebm5l025/+kZG9v/1FOTk7Sb7/9pkkwTUaFlpKSatXR0dlx6dKlvd35A49RRQo5WRi0gIAHBASMiY6OPldVVTVcQCERhhABRUXFGg8Pjw179uxJ5HA4PTrjmM/nSy9evHjLN998E4CzVf4r1ODBgx87ODgs3rVr10NC8rEqLAxaAHJzuVx5a2vrmPPnz68SQDiEIEhASUmpesmSJRvT0tJO9rab7OxsTTc3t+8rKytxdOxrMBctWpQcFxfnoKmp2dRbxmxvD4MWwAjYuXOn2ZYtW9IFEAohCBKQkJBo37Bhg0NoaOgJQXWzdu3asIiIiPWCiicucXbt2mUWEBBwSlzqEVUdMOhekt+9e/fgY8eOJT958mRBL0OhOUECKioqXHNz888jIiJSejqt8ab09u7dO9/f3/88Tin8Kx1NTc2LLi4uVv7+/jyCsop9aBh0LyU2MTFxPnPmzFctLS19exkKzQkRkJWVfWlmZubW2tqanJ6e3u0Pgu9KKzAw8P39+/cXPX/+XJVQ+owMKysr22hoaOidlZUVxcgCaJI0DLoXQnz//fdKtra2Pzx69EirF2HQlCABeXn5Wk9Pzw179+49TqKbXbt2aR48ePBadXW1Bon4TI45duzYuxERETq6urr1TK5DlLnDoHtInzoMyd7e3i8+Pn5HZ2enRA/DoBlBAsrKyrxFixZtPHXqlECnNV5PeefOnaO+/PLLohcvXrxHsBRGhpaQkOh0cHAIiIyMDMGyu55JCIPuGbc+p0+fHmthYXG5vr5evYch0IwsAb6vr+9ne/fuTRLknPPfU963b9+89evXX+rTpw9+S2/QU1FR8WlycvJHRkZGWHbXg/GOQdUDaNSmFD8/vy+Ki4upK6ykehACTQgSoN6cHRwcNoeHh8cT7KYPtf7Z2tr6YGJiohvJfpgcW1JSsl1bW3vH3r17g3R1dXH7SjfFhEF3Exj1uK+v77Dk5OT88vLyST1ojiYECcjLyz83MDBwJzmt8Z/0v/3221GWlpaXnz59OphgSYwPPXz48J9WrVplFBwcXM74YoRcAAy6B8DXrVvndezYsX2Ye+4BPIJN5OTkXvj4+Hjt2bOHOlujRzsEu5peWlqaTFRU1I5z5875drUNW5+j5qJdXFzWHzlyZD9bGfS0bhh0N8ndvHlTzcTE5Gp5efnobjbF4wQJUAcfGRoabk5KSkog2M2foZ2cnJalpKRE1NXVYfVGF4CPGDHiYUZGho62tvazLjyOR14RgEF3cyi4uLh4RkREfIXzF7oJjuDjEhISHQ4ODms++eSTlJ4cfNTd1G7fvq1lYGCQX11dPRzjoGv0OBwO38XFxevo0aMHu9YCT1EEYNDdGAdxcXGDtm7dmv7kyZOPutEMjxIkQJ2t4erq+nlwcHCPDz7qanp8Pl/C3d2dOsUuqqKiYmxX2+G5/yegqal5eceOHeZ2dnZVYNI1AjDornH64yl9fX3jy5cvxzc2NvbrRjM8SogAdSrd0qVLfVJSUqildHxC3fwZNjQ09MPw8PAjPB5vCt6cu09bQUHhxbx58z4rLCzM7X5rdraAQXdRd+oHuWDBguPffffdZ11sgscIEqBuQvH29l4XGhp6nLQ5BwYGSowcOXLKF198kVNZWYnzn3uh6/z58+MvXbpkR1qzXqRIq6Yw6C7KUVxcPGzZsmVXqqqqhnaxCR4jRIA6+MjY2HjT8ePHk0mv1qBKWLt27fz8/PwDlZWVUwiVxJqwgwYNqjh37pzOpEmTnrCm6F4UCoPuIjw/P78twcHB2/FX2y4CI/QYdROKjY2N8/Dhw1MCAwOJb3y4evXqJHNz85TKysoJ0L73olJvzps2bdoaHBy8q/fRxD8CDLoLGhcUFKjZ2trefPr0Kd6eu8CL1CPUnLOzs7NfWFhYHOm/IqelpUkWFRXNSUpKSqysrMQtOQIUVV1dvSI1NXWarq4ultz9A1cY9D8Aot6anJycVsXGxiZ0dnZKCnCcIlQ3CFCrNT755JP1wtghSKXl7++vExcXd5jL5U7tRpp4tAsEqIsT7OzsbKKjo1NJ/0HbhXRo/QgM+h/kuXr1al97e/vD9+/ft6O1kmKcnISERJuvr6/Dnj17TgrhB80pKCiY6uLiklVeXo43ZzLjij9x4sS46Ohodx0dHVyL9Q7GMOh/GIB2dnaa586dy6+oqJhMZqwi6rsIUB8ELSwsNh87dozavk16KR3H1dV1fnZ29mEej4czvgkOzaFDh94xMDBYFh0dXUGwG8aHhkH/g4Q2NjaGaWlpGbgxRfhjXVZWts7U1HTdihUrkoWxQ/Ds2bMf2NraplZVVY2nNqUIv2L29CgrK9tkampqmpycXMieqrtfKQz6HcyoH+ny5ctj8vLybLuPFi16Q0BBQaHWw8NjQ1BQ0AnSS+konQMCAnQSEhJOYlqjN6p1r62JiUlsVlaWoxD+ZtS9xGj0NAz6HWLcvn17iKGh4Q9cLhebE4Q4aKlpDT09Pd+MjAxq+zbpaY0+GzZsmJ+UlLSfx+Phg6AQddbQ0CjPz8//cPr06VwhdsuormDQ75Br3759VuvXr09klKJikKyXl9ear776Shhzzn1+/PFHLWNj40Iej4cllCIYOwcPHlzl4eGRKoKuGdElDPotMlG3pmzcuPHEjRs3LBmhpBgkSd2E4ujouCksLIzoNVUUKmr7dlVV1fzTp08ffvLkyUQxwMfIEmbMmJFYXFy8BncWvlk+GPRbhnVaWtowV1fXM7/99ht+vEL46SsoKPy2dOlS74kTJyYFBgYSPWyfKicuLm5mQEBAFJfLnYwdgkIQ+C1dqKqqlsTGxi4xMTHB1u83MIJBv2XgODg46KWmpqbW19f3F93wZUfP1GoNT09P75CQEOI7BKkPgmFhYTP27duXyeVyMa0h4iGmpKT0m4WFhXl0dPR5EadCy+5h0G+Q5dXJdet/+OGHPW1tbTK0VE5MkqI+CC5ZssQ3KSmJ+LQGhczNzY1a54yDj2gyfqSlpVtnz569+fLly+HC+CBMk7K7nAYM+g2oqHMYwsLCEq9fv27RZZJ4sNsEqB2Ca9eutdXV1U0VxjrnK1euTDU3N0/jcrmjMa3RbbmINZg1a1byxo0bbYQxBogVQSgwDPoNYD08PGTz8/Nvl5aWjifEnfVhqbM1nJycqIOPhLLO2dPTc+6pU6fiuFzuKNbDpxmAkSNH3lu2bNm0gwcPttAsNZGnA4N+gwT5+fkTVq5cWdTU1KQgcoXEMAFFRcVnBgYG3unp6UK5CSU4OHjW/v37o3g83iS8OdNvQPXt27chJSVlhrGx8S/0y060GcGg38A/ODjY29fXdx/ubBT84JSWlm708fFZFxwcTL05E92EQpnx8ePHtbds2ZJeUVGBg48EL6egIvJDQkK8Nm3ahAtl/0YUBv03IHw+X8rY2DgtNzd3haBGH+L8PwEVFZVKIyOjzSdOnCB+wSvVn6ur64KcnJyDXC53EjSgN4Hly5dn5uTkWHA4HOKXMNCbxF+zg0H/Ta27d+8O1NfXv8HlcocwSUi650rdIWhpaek8atSoZGHchHLt2rWJpqammTwebyymNeg+Ovr0GTJkSMWlS5dmjB49+in9sxVehjDov7FOTk7WtrS0/BHTG4IbhNRNKJ6enht3795NfPs2tc5548aNH6WkpMRXVlaOEFwViESaQEpKyqxVq1YVke6HSfFh0H9Ty83Nzebw4cMnmCQinXNVVlau0tPT25iZmSmUC179/f0/io2NPcDj8abRmQty+18Czs7OtpGRkfFg818CMOi/jYapU6fuun37tj8GSe8JSEhIdHh5eTnt27fvuDA+CJ49e3aivb39WUxP9V47UUTQ0tIKKSkp8RVF33TtEwb9mjLU9VaWlpbRZWVlVnQVjCl5UTsEraysNh0+fFgYS+k4Li4uC3Jzcw9xuVzchMKUQfK3PIcNG5aamZlpr62t3cjQEgSeNgz6NaRRUVEDd+7cmV5eXj5P4KRZFFBWVvaliYnJuk8//TRFGLvDvv7666l2dnYnuFzuB/ggyNyBpqmp+f3WrVvNnJycqplbhWAzh0G/xtPHx2d0ampqHpfLxQ7CHo4zeXn55y4uLhvDwsKoaQ2ip9JRW/Lv3LkzOy4ujtq+jVU3PdSMLs00NDTuW1hYGIWHhz+iS06izgMG/ZoCq1evnnn27NnsZ8+eaYhaGCb2T30QNDAw+Dw1NVUoN6F4e3vPTUtLo6Y1cBMKEwfM33JWU1Or1NfXX37y5MmbYlCOQEqAQf/VoJfl5uYm1tXVKQuELruC8NevX/+ZsrKyUM5zvnbt2mQzM7PsioqKkezCLL7VKisr/75s2bJVSUlJZ8W3yu5VBoN+jZepqaljTk7OsY6ODsnuYWT309RNKLa2tr779+8nvkOQugmlurp6XnZ29jEej4epKDEaetLS0m3GxsaOGRkZWOb6SlcY9GsD3MzMbEtGRsYOMRrzxEuh5pyXLl3qlZaWdpL0UjqqmOjo6Gnbtm07Tm3fxgdB4vIKvQMzMzPqsuAQoXdM0w5h0K8JY2RkFJWXl+dIU61olxa1WsPT09MrNDT0OOnkqB2CQUFBs48cOZKMg49I0xZdfGNj42M5OTmuosuAXj3DoF/TY8GCBQWXLl1aQi+J6JkNtc5ZX19/U0pKilB2CHp4eCw4derUfi6XO4WeRJCVIAi8+g0uFUQscYgBg35NxalTpxbdvn1bWxyEJVkDtUPQycnJXk9PL1EY65xv3rw5cdmyZbk8Hu99TGuQVFb0sV/9BmeJPhN6ZACDfk2H4cOHl5aVleGAnXeMTeomlHXr1m2iznMmPYSpaQ1PT895WVlZURUVFWNI94f4oifw6jf4vugzoUcGMOhXOvD5fNn+/ftX1tbW4hbvt4xN6lQ6PT097+zsbGpag+hh+1QKYWFhc8LCwo7yeLwpeHOmh2GQzkJVVfW33377bQiHw8H1VzhS87/D7f79+xqzZs269/LlS6yBfsOvkDrP2cPDw33fvn1xpHcIUkvphg4dOmXbtm25lZWVQ0mbAuLTh4CysvLLn376afyIESN49MlKdJngDfoV++vXr09ZsGDBD83NzX1FJwc9e1ZWVn62YsWKTfHx8XHCyNDFxWVhXl7egcrKStyEIgzgNOpDTk6u6euvv54zf/78n2iUlshSgUG/Qp+fn6+7YsWKwra2NhmRqUHDjiUlJTu0tbVDt23bFmhoaEj8r52XL1+eYmFhkcLj8cZhWoOGA4JwStLS0q05OTmLDQ0NLxHuihHhYdCvZEpOTl5qbW2dg12Efx23KioqTyIjIz82NzcneoANdfBRUVHRnKSkpMTKykpc8MoI+xB8ktQLQUpKitHKlSvPCD468yLCoF9pFh0dvdLR0TEV8/J/HcSOjo57oqKitpCed/b19dVJSEg4gnXOzDMRAWfMj4mJWeng4HBKwHEZGQ4G/Uq2/fv323h5eRFfOsakUaKoqFj37bffzps9e/Ydgnlzvv766yl2dnbUB0FNgv0gNEMIHDx40MbDw+MkQ9IlmiYM+hXe8PBwWx8sRtP7AAAfn0lEQVQfH6F8BCOqqACDDx8+/N+PHz8ez+Fw2gQY9vVQHCcnp/kFBQWHKisrPyDUB8IyjMD+/fttvby8cDch/jr/35EbFhZmv2HDhhiGjWWi6U6ZMqXozp07xHZ1nT179oM1a9akVVdXj8cHQaJSMip4aGio4+eff47fIgwaBv2uXy5pgz5z5sxkOzs7yqDHwqAZ5aFEk4VB/xcvpjgwxfHWHxu17fbx48fjSE1xUKbs5OSkm5+ff6iqqmoC0V89gjOGAKY4YND/M1jxkfB/f7/UR8Lz58/PnzVr1m2Cv25OVlbWdDc3txzcK0iQMoNC4yMhDPp/hiuW2b35F2xvb783JibGn/Qyu82bN8+Ni4s7UlVVNZlBXoJUBU+AHxUVZe7k5JQh+NDMi4gpjleaYaPKmweviopKRXR09MdmZmYPSQ5vaqPKDz/8oJOSknKSx+MNI9kXYtOXADaq/FUbGPQrHnl5eQtNTU3PYqv3XwcIdfaztrb2l4GBgduEsdX7ypUrU83MzFKqqqrw4ZC+PkosM2z1hkG/cXDhsKS3/+aEfViSq6vrgpycnIPUvYPEnACBaUmAOizp4sWLc+bMmYPDkrDM7r9j9PHjx4MnT558H8eNvvl3Sx036u3t7R4aGiqU40Y1NDQmb9++HbsLaWmj5JKijht99OjROHV19SpyvTAnMqY4XmmFA/v/edBSB/Z//PHHPjk5OUK5h3DPnj2zDx06dAwH9v+zNuLyBA7sxxTHW8cytbW5rKxspLgMdhJ1UFdeubq6+oaEhBDfiktdeeXu7v5RTk5ONK68IqEm/WLiyisY9FtHJS6N7doPlvpw6Ojo6LBo0aKTwrg0tri4ePzy5cvzcWls1/Rh8lPTpk378datW7OZXIMgc8cUx2s0X135vkSQgMU1loqKCldPT883IyMjifQaaYqhm5vb/MzMzAPUdIe4MkVdffosXLjw9MWLF5eBxf8TgEG/NhKMjIyi8vLyHDE4ukZAVlb2pY+Pj1dQUFA86UtkqemOkJCQWQcOHEitrKzEOumuScS4p0xMTI5mZ2evY1zihBKGQb8G1szMLCAjI2MnIdZiGVZeXv65kZGR94QJE04GBgZ2ki4yMjJyamBg4Akej/cBDlgiTVv48U1NTX0zMzNDhN8zPXuEQb+mi6mpqUNOTk4Err3q3mBVVlbmrVmzxu/AgQMnSU93UDd+V1ZWzsvPz4+g7i3sXqZ4ms4EpKWl20xMTBzS09MT6JynMHODQb9Ge/Xq1ctyc3MT6+rqlIUpgpj0xff29l6joqKSKIw36StXrnxgYWGRW1FRgVU3YjKAlJWVfzcyMrJITEz8WkxK6nUZMOjXENrY2GifOXMm59mzZxq9JsvCAMrKylX6+vqb0tLSqDdpPmkE7u7uczMzMw9xudyppPtCfPIE1NTUKvX19ZefPHnyJvnemNEDDPo1nXx8fEanpqbmcbnc8cyQj35ZUnPSLi4uG8PCwo6Tnu6gDli6devWrPj4+HQcVUq/sdDdjDQ0NO5bWFgYhYeHE71Bvrt5ifJ5GPRr9KOiogbu2LEj/cmTJ/NEKQrT+6ZWdxgbG7uZmZklC2OddGFh4RQHB4cELpeLD4cMHjyamprfb9261czJyamawWUINHUY9Gs4S0tL5RYuXBhTVlZmJVDKLAymoqLCs7S03HTkyJFEIUx3/HH57OnTpw9zuVwtFuIWi5KHDRuWmpmZaa+trd0oFgUJoAgY9N8gTps2beetW7cCBMCW9SGoHYfe3t7OYWFh1AFLpOekOYWFhRPt7e3PYrqDmUNvwoQJwffu3fNjZvZksoZB/42ru7u79aFDh7DMR0DjjTq7Q09Pb2NWVpZQdhz6+/vrxMbGHuLxeNMEVALCCImAs7OzbWRkJPEzXoRUjkC6gUH/DWNKSsrMVatWXccuS4GMrz+CKCoqPnN3d/9cWDsO169fPzctLS2hsrJyuOCqQCTSBFJSUmatWrWqiHQ/TIoPg/6bWo8ePVKfP3/+DS6XO5RJQtI9V+o8aSsrK5f333+fWifdTjrfO3fujDMwMMjBzSykSQsm/pAhQyoKCgpmTJky5algIopHFBj033Tk8/lSxsbGqbm5uabiITF9qqAOWFq2bNnmhIQE4jsOqapdXV3nZWVlHcJFtPQZA2/LxNjY+FR2dvYqDodD/A9v+tP4b4Yw6DeotXfvXi8/P79wTHMIfihLSUk1+fj4rKPOkyb94ZA6qyM6Onr69u3bT1VUVGC6Q/ByCiQiNQ5CQkI8P//880MCCShGQWDQbxAzLy9vvLm5eXFTU5OCGGlNm1KoOenFixevP3XqlFB2HO7atUv7yJEj0TwebzIOWKLNMPgzEXl5+Yb09PTpS5cufUC/7ESbEQz6Dfw9PDxk8/Pzb5eWlmJHIaHxSa3ucHJy+kIYOw6po0rd3Nx0MjMzj1dVVY0iVBLC9pDAqFGjfjY0NJx+8ODBlh6GENtmMOg3SEttIQ4NDT1ZVFS0SmyVp0FhEhIS7U5OTnZ6enpC2XH43XffTba0tMzgcrmj8SZNgwHwKoVZs2Ylb9y40UYYu07pU3XXMoFBv4ET9eOdN2+ez/Xr14Pa2tpkuoYST/WEALXj0MDAwDc5OZnacUj8PGlHR8d5BQUFB3DAUk/UEnwbaWnpVh0dHb+LFy9+RfqbhOCzJx8RBv0Wxg4ODnqpqamp9fX1/cnLwO4eZGVl69zd3dd/+eWXMaR/pNR0R1hY2LR9+/ZlYyml6MedkpLSMwsLC4vo6Ojzos+GfhnAoN+iSXZ2tqa9vX1hbW3tRPrJJn4ZycvL1y5btsxr4sSJScI4TzoqKmrGtm3bYvDhULRjSVVVtSQ2NnaJiYnJE9FmQs/eYdBv0YXP50tqa2ufuHHjBg5OEtLYpc6Ttre33xQeHk58uoOaxnJ2dp5/5syZIxUVFfhDWEga/72bGTNmJBYXF6/hcDgdIkqB1t3CoN8hT3h4uKWPj08SrRUUw+Q8PDzs+vfvf0IYb9LFxcXjjYyMzvF4POwcFcFY2r9/v4WXl1eaCLpmRJcw6HfIdP/+fY2PP/74GpfL1WSEmmKSJHXHob6+vq+wbmbZsGHDR0lJSQdwwJJwB9CQIUPK8vLydKZPn84Vbs/M6Q0G/Q6tqL8Gr1ixIjo7O9ueOZKKR6bUzSyenp7rg4KCTpBe3UF9OPTz85uTnJycVF5ejh2HQhpC1G8rMzPTmfSHYSGVQ6QbGPQ/YLW0tDTIysrKbG5u7ktEAQR9KwFqdceKFSvcTE1Nk4SxRrawsFDLzs4utaqqagJl2pCGHAE5ObnGFStWmCQnJ58j1wvzI8Og/0FDR0fHoYWFhfkVFRVTmC838yqgDlgyNzf/IiIignqTJn7o/9q1a+fl5uYe4fF4uJmF4HAZOnToHQMDg2XR0dEVBLthfGgY9D9IePXq1b4ODg6H7t27Z4fDk0Qz3qkdhxs2bHASxgFLlMZ5eXmTXV1dc3DAEjG9+RMmTIiNiYnx0NHRaSLWixgEhkH/g4jUPLSjo6NFXFxcQmdnp5QYaM7IEpSUlJ4uXrx4Q0ZGhlBuZvH19dVJSEig7jicykhgNE6a+gPX3t7eOioqKk0IfyuiMYl/Tg0G/c+M+hQUFKjZ2trefPr0KZZidYEXqUeoU/DWrl27WRg7DqnzWK5duzY7OTk5mcfjDSNVExvjDho0qDw5OXmGrq7uMzbW352aYdBdpOXr6xsQEhKyA4fsdBEYoceo86Stra3XjhgxIlkYN7NcuXLlAwsLi5TKysqJ0L73olJvzL6+vlv27t27u/fRxD8CDLqLGt+9e1fzk08+uVpVVYW36C4yI/UYdcCSkZGR74kTJ4jvOKRqoG5myc3NPVhZWYkPxb0UddCgQU9yc3Pnzpo1C1u7u8ASBt0FSNQj1NvT/Pnz4y5fvrymi03wGEEC1B2HHh4e7vv27YslPY8ZGBgoMXz48MkBAQG5lZWV2LTUC13nzZsX/91339mR1qwXKdKqKQy6G3IsWrTI+OrVq/GNjY39utEMjxIioKioWLNkyZINwtpxGBoaOjs8PPwoj8ebiumO7osqLy//Yv78+Z8VFhbmdr81O1vAoLuhe1xc3KCtW7emPXnyZF43muFRggSom1lcXV19g4ODE4Sx43DdunVz8/LyoisqKsYSLEssQ2tqan4XHBxsbmVlVS2WBRIoCgbdTaiurq4ex44d2483qG6CI/i4hIREh52dnZ2+vr5QdhzeuHFjwtKlS09XV1ePwDjomrDUlMbatWs9jx07hothu4bsj6dg0N2ART363XffqVlbW18pLy8f082meJwgAWrHoaGh4ebExETqTZr0jsM+zs7OS5OTkyPr6uo0CJYlNqFHjBjxMCMjQ0dbWxtL67qhKgy6G7D+86iLi4tnZGRkeGdnJ85r6AE/Uk2oszs8PT29Q0JCjpOe7khLS5OJioraee7cuU2k6hGXuBISEp3Ozs5eeHvuvqIw6O4z6+Pv76958uTJ/LKyssk9aI4mBAlQp+AtWbLEUxg7Dr/99ttRq1at+r6mpmYQwZIYH3r48OE/WVtbL9u9ezeW1nVTTRh0N4FRj1+4cEHKz89vc3Fx8daOjg5s/+4BQ5JNXt3Msjk8PDye5HQHNf9sbW19KDExcR3JepgcW1JSsn3mzJnbg4KC9urq6rYzuRZR5A6D7iH106dPj7WwsLhcX1+v3sMQaEaWAN/Hx8du3759RFd3hISELNi0adMFfM95s5hKSkpV6enp8wwMDB6RlVs8o8Oge6grdV6wk5OTX2xs7E7MRfcQIuFm1Jv0J5988jnJ6Y6dO3eOCg0NLX758qUK4XIYF56ae3Z0dPSPiIgIIf1NgHFwupgwDLqLoN702Pfff69kZ2f3w8OHD3F2cC84kmxKzUmvXbv2c1I7Drdt2zbs6NGj154+fTqYZB1MjD1u3Li7x44d09HV1a1nYv50yBkG3UsVVqxY4VRQUPBVS0uLfC9DoTkhAtTqjk8//dTdxMQkUdA3s1Bv0GFhYUW///77e4TSZ2RYWVnZRkNDQ++srKwoRhZAk6Rh0L0UYvfu3YOPHj2aVFFRsbCXodCcIAHqgKWVK1f6RkZGUudJdwiqq6CgoIX+/v7fYprrr0SHDh160dXV1crf358nKNZsjAODFoDqe/bsMf3iiy9OCSAUQhAkQO049PLyctq3bx+1Tlogm1kcHR33R0dHexJMm5Ghg4KCTDdv3pzFyORplDQMWgBiPHnypO+aNWuiz58/byWAcAhBkAB1M4u+vj714fBEb7s5ffr0cCcnp++5XC6OoH0N5scff5wUHx/vqKmpieusejnIYNC9BPif5gEBAWNiYmK+5vF4IwQUEmEIEaBuZnFxcdkUGhpKXUTbo+kOPp8vraent+3ChQtf4DyO/wo1ePDg0rVr1y4ODAzEsjoBjF8YtAAgUiH4fL7kggUL/K5evbq1vb1dRkBhEYYQAeo8aXNzc+exY8f26GYWa2vreQUFBUm1tbV4e36lkZSUVOvcuXO3X7x4Mbinf/ARkpuxYWHQApTuwIEDQ8PDwzNKS0tnCzAsQhEiQH04NDQ03JKYmEjtOOzyLre9e/fqHDp06HBFRQUulH1Nm5EjR17z8fFZ6enpWUFIMtaFhUELWPL4+PiPXF1dzzY2NmLZnYDZkggnJSXVYmxsfCAgIGDPtGnTfn9XH3w+X8rHx8cyKioqrKGhQY1EPkyNKS8v3xAZGalPnfTI1BromDcMmoAqy5Yt21NYWLixvb1dmkB4hBQwAeq8iPHjx18fMmRInLq6evHKlSurhgwZ0tze3s6vr6+XPnPmjFpJScmEurq61bdu3dJvbGxUFHAKjA4nJSXVpq+vH3r69Gl/RhdCw+Rh0ARE8fPzG5GUlJRYXl6uQyA8QhIiIC0t3UptD+dwODwJCYk6KSmpjubmZkVJSUm1+vp6jaamJhjzG9gPGzbsio2Nzerdu3eXEZKGtWFh0ISk37lzp+H27duz8RZNCDDC0oIA9fYcEBBgGhgYmE+LhMQsCRg0IUGpVR0rV67cnJeX59/S0iJHqBuEBQGREZCRkWlZvnz5rvT09CCs2iAjAwyaDNc/oqalpfXdvXv3yTt37pgS7AahQUAkBKZMmZLl7++/2tzcHBtSCCkAgyYE9j9hXVxcZp06dSqppqZmFOGuEB4EhEZATU3t15UrV1oeOXKkSGidsrAjGDRh0anbV06ePGmWlJQU3dTUpEC4O4QHAeIEqCV1FhYWTp999lk6bkkhixsGTZbvn9Ht7e23xMfHb+vo6JAUUpfoBgQETkBSUrLD1tZ2R0xMzA6BB0fA/yEAgxbSoAgMDFTJzMw8cvfu3VU4u0FI0NGNQAlQJwBOmjQp1dLSct3mzZufCzQ4gr2RAAxaiAMjLCxs7KFDh/JLS0vHCLFbdAUCAiEwcuTIBy4uLst9fX1/EUhABPlHAjDof0Qk2AcuXbo0bcWKFdm1tbWauGhUsGwRjRwBVVXV8qysLJMFCxbcItcLIv+dAAxaBGNi9erVZtnZ2YcbGhpwI7gI+KPL7hFQUFCoMTY2dktKSkrvXks83VsCMOjeEuxB+8DAQIlnz555HD58eB91O3gPQqAJCAiLAN/d3d3n4MGDBwR1C42wEheHfmDQIlKxpKREZtOmTVu//fZb7+bmZiy/E5EO6PbtBOTk5Br09PT25+fnb+dwOK1gJXwCMGjhM/+zxwMHDiifPHly940bN1yx/E6EQqDr/yFA3d84Y8aMCEdHxy/Wrl37AohEQwAGLRruf/b666+/9rO0tIy+ceOGSUdHh5SI00H3INCHOn51+vTpuWlpaQ4jR4585xnZwEWWAAyaLN8uRS8pKVG1srIK+/nnn63a2tpwXVaXqOEhEgSo0+m0tLRSYmJi1mtraz8j0Qdidp0ADLrrrIg+mZSUNHD37t1RJSUlRkQ7QnAQeAcBLS2t035+fk42NjY8gBI9ARi06DX4M4NLly5puri4HHn06NFivEnTSBgWpCItLd02evToc8eOHXNZsGDBExaUzIgSYdA0kykuLm7Q/v37g+7evWuNOWmaiSOm6VBzzh988EHyxo0bffHmTC+RYdD00uOPbKg5aTs7u4gbN26swOoOGgokRim9Wq2Re/ToUWfMOdNPWBg0/TT5I6NXqzt2/vTTT/ZYJ01TkRieFrXOedKkScdjYmK2TJ48GYcf0VBPGDQNRflPStQ66W+++WZjbm7uFhqnidQYSmDp0qW79fX1Qzw9PV8ytASxTxsGTXOJ+Xy+tI+Pj2NUVFRgY2OjGo4qpblg9E+Pr6Cg8MzW1naPt7f30TFjxrTQP2X2ZgiDZoD2lCnb2NiYFhQUhNXW1g5nQMpIkaYEqFPpDAwMNiYmJmbgbA2aivRaWjBo+mv0Z4bnz5+f4eTklPDvf/97PN6kGSQcDVKlzHjEiBGPIiIirBYvXlxMg5SQQhcIwKC7AIlOjwQFBY1OTk7eUVJSshLL8OikDH1zoZbRaWlpZaxevToQh+3TV6c3ZQaDZpZef2QbFBT03q+//uqakpKyub6+XpGBJSBlIRHo27dv46pVq4LHjh17ENdUCQm6ALuBQQsQprBDOTg4rMrNzd1ZU1MzWth9oz/6E1BTU/t1+fLlW2NiYpLony0yxBu0mI0BPp8v5eXlNeXixYubf/nll6UtLS1yYlYiyukBARkZmZYJEyYUaGtr742Ojr7J4XDaexAGTWhAAG/QNBChtymkpaX1zc3N9UxJSdnR3t6O0/B6C5TB7anT6ExNTXd4e3uH6ejoNDG4FKSOS0vFZwzw+XzJHTt2LI6JifmCy+XOglGLj7ZdqURKSqpVQ0Oj2N7ePmjbtm2FeGvuCjX6P4M3aPpr1K0MfX19h/3888+OFy9e9K6rq1PqVmM8zEgC8vLy9bq6uodnzpx5LDAw8DEji0DSbyQAgxbTgZGWlvbh5s2bQ8vKymbibVo8RabemjU1NW/t2LHjcxsbm8viWSW7q4JBi7H+R48eHZKammrzyy+/OFdVVY3A5haxEZs/ePDgx2PGjIm1sLCId3Nzw/nNYiPtXwuBQYupsP8pi5qb3r59+/ArV64Enjt3zkbMy2VFebq6uqlz587137lz52MOh9PBiqJZWiQMmiXC8/l8uS+//FL/0KFDXlVVVbNbWlrkWVK6WJQpKyvbqK6uXuTs7HzIwcGhQENDo1EsCkMR7yQAg2bZAAkJCRl07dq1ZSUlJZ4PHz7U6uzslGAZAkaVKyEh0TlmzJh/TZw48ZC2tna+v78/7gpklIK9SxYG3Tt+jG194cIFxZSUFLfExESfpqam/jjXg15SUudnyMrKPre2tv5q6dKlB42NjevolSGyEQYBGLQwKNO0D+qj4fnz59/funWrRUVFhXl5eflkfEgUrVjUqXOampr/GjRo0Klt27YlGxoaPuJwOJ2izQq9i4oADFpU5GnU74ULF6TOnDkz6MWLF8vPnj3rWVZWNhZGLVyBXhnzv5csWXKwX79+p5YsWVKlq6uLLdrClYF2vcGgaSeJaBMqLi4eEBsba15QUGBeU1MzpaGhQUW0GYl37/Ly8i/69+//LwMDg3QHB4eUOXPmVIt3xaiuOwRg0N2hxaJnk5KSBiYkJMxqaGgwe/DggW51dfVQvFULZgBQb8sDBgyoGjdu3DkFBYVMa2vrH21sbPDxTzB4xSoKDFqs5CRTzO3bt4ekpaV9FhcX51JdXa3R2dkpRaYnsY7Kp1Zk9O/fv8rGxiZ25cqVsXPmzCnDtVNirXmvi4NB9xohewIUFhaqpqen6125cmVJY2Pj1JqamrFNTU0K7CHQ/Url5OSaBgwY8EhJSalo7ty5X5uamp43NDSs6X4ktGAjARg0G1XvZc1Xr17te+LECdXff/99fEtLi9mPP/64pLKyEpfZvsZ18ODBT2bNmvWNkpJSmrS0dImTk9MzHP/Zy4HHwuYwaBaKLsiSqXnpe/fuDTp37ty8hIQEo9LS0imtra2Dm5ubldra2mQF2RddY0lLS7fKysrWSUtL17z//vs3Pvvss9yZM2de+fDDD7mYwqCraszICwbNDJ0YkSV17kd+fv6gM2fOjP3Xv/41ubm5eXZNTQ01FaLZ0NCgIE4fGeXl5RsGDhxYrqamdltaWvrmuHHjbuvp6T3U0NCoxPI4RgxXRiQJg2aETMxLkjLj9PR0iZ9//lly+vTpQx49eqR/+fLlj4uKimZVVFQwcjpEXV29eubMmdd0dHQuT5s27cyZM2d+nTdvXvvKlSs78abMvDHKhIxh0ExQSUxypDbEaGpqqt68eVPz0qVLEy9evKhVV1dHHYM6tKOjo39bW5tSS0uLAvXhsa2tTVqYZUtLS7f17du3QVZWtkFaWrpOUlLyNw6HUyEjI1Oho6Nzf/Hixf+aPn162YQJE55xOJw2YeaGvthLAAbNXu1pUXlxcbH8gwcPlIqKipS4XK6ytLS0ekNDg7qEhMTAjo6Okc+fPx/+4sULtefPnw+oq6tTbm9vl25tbZXu6OiQ7OzspP6VeNvUCfVWSy1tk5CQ6JCUlOyQkZFpo+7sU1JSevnee+8969evX42Kikq5pKRkKZ/Pr1JQUHjap0+fp2pqai8nT55cP2nSpJfa2to4NY4WI4WdScCg2ak7I6suLS2Va2lpoVaPDKitrX3vxYsXig0NDfL19fV9JSQk+jQ3N/9xYa6cnFxrZ2dnH0VFxSYFBYXGfv361auqqj5XUVF5JisrWzty5MhmRgJA0qwjAINmneQoGARAgCkEYNBMUQp5ggAIsI4ADJp1kqNgEAABphCAQTNFKeQJAiDAOgIwaNZJjoJBAASYQgAGzRSlkCcIgADrCMCgWSc5CgYBEGAKARg0U5RCniAAAqwjAINmneQoGARAgCkEYNBMUQp5ggAIsI4ADJp1kqNgEAABphCAQTNFKeQJAiDAOgIwaNZJjoJBAASYQgAGzRSlkCcIgADrCMCgWSc5CgYBEGAKARg0U5RCniAAAqwjAINmneQoGARAgCkEYNBMUQp5ggAIsI4ADJp1kqNgEAABphCAQTNFKeQJAiDAOgIwaNZJjoJBAASYQgAGzRSlkCcIgADrCMCgWSc5CgYBEGAKARg0U5RCniAAAqwjAINmneQoGARAgCkEYNBMUQp5ggAIsI4ADJp1kqNgEAABphCAQTNFKeQJAiDAOgIwaNZJjoJBAASYQgAGzRSlkCcIgADrCMCgWSc5CgYBEGAKARg0U5RCniAAAqwjAINmneQoGARAgCkEYNBMUQp5ggAIsI4ADJp1kqNgEAABphCAQTNFKeQJAiDAOgIwaNZJjoJBAASYQgAGzRSlkCcIgADrCMCgWSc5CgYBEGAKARg0U5RCniAAAqwjAINmneQoGARAgCkEYNBMUQp5ggAIsI4ADJp1kqNgEAABphCAQTNFKeQJAiDAOgIwaNZJjoJBAASYQgAGzRSlkCcIgADrCMCgWSc5CgYBEGAKARg0U5RCniAAAqwjAINmneQoGARAgCkEYNBMUQp5ggAIsI4ADJp1kqNgEAABphCAQTNFKeQJAiDAOgIwaNZJjoJBAASYQgAGzRSlkCcIgADrCMCgWSc5CgYBEGAKARg0U5RCniAAAqwjAINmneQoGARAgCkEYNBMUQp5ggAIsI4ADJp1kqNgEAABphCAQTNFKeQJAiDAOgIwaNZJjoJBAASYQgAGzRSlkCcIgADrCMCgWSc5CgYBEGAKARg0U5RCniAAAqwjAINmneQoGARAgCkEYNBMUQp5ggAIsI7A/wHR6ZaVMFxcAAAAAABJRU5ErkJggg==" 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" 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" 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" 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" 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" 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" 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" 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