<snapdata remixID="14988721"><project name="MNNT three sounds 10Mb" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes>This project demonstrates how multiclass classification works in a neural network, and how it is different from a regular MLP that only performs binary discrimination. This project is an interactive tutorial. Please open the code and read through the comments as you click on every script to see how it works!&#xD;&#xD;Instead of a single output neuron, the output layer of a multiclass classification neural network has one neuron per class. The expected target value therefore has to be a vector of all zeros with the index of the expected class activated to 1. For this there is a "vectorize (number)" function.&#xD;&#xD;In order to generate an output vector that can be diffed with the target vector the output layer&apos;s response is not activated with sigmoid (or anything else) per neuron, but the whole output vector is instead activated with the softmax function, which answers a probability distribution and sums up all neurons to 1.&#xD;&#xD;When using a mutliclass neural network for classifying the output vector is scanned for the index of the greatest probability. That index represents the class.</notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="MNNT three sounds 10Mb"><notes>This project demonstrates how multiclass classification works in a neural network, and how it is different from a regular MLP that only performs binary discrimination. This project is an interactive tutorial. Please open the code and read through the comments as you click on every script to see how it works!&#xD;&#xD;Instead of a single output neuron, the output layer of a multiclass classification neural network has one neuron per class. The expected target value therefore has to be a vector of all zeros with the index of the expected class activated to 1. For this there is a "vectorize (number)" function.&#xD;&#xD;In order to generate an output vector that can be diffed with the target vector the output layer&apos;s response is not activated with sigmoid (or anything else) per neuron, but the whole output vector is instead activated with the softmax function, which answers a probability distribution and sums up all neurons to 1.&#xD;&#xD;When using a mutliclass neural network for classifying the output vector is scanned for the index of the greatest probability. That index represents the class.</notes><palette><category name="Neural Networks" color="161,163,0,1"/></palette><hidden> reportAttributeOf reportJSFunction</hidden><headers></headers><code></code><blocks><block-definition s="plot bars %&apos;data&apos; %&apos;options&apos;" type="command" category="pen"><comment x="0" y="0" w="120" collapsed="false">draw a list of numbers as  vertical lines distributed evenly across the stage.</comment><header></header><code></code><translations>de:male Balken _ _&#xD;ca:dibuixa amb barres _ _&#xD;</translations><inputs><input type="%l"></input><input type="%group%n%b%b" irreplaceable="true" expand="$_fill&#xD;$_centered&#xD;$_clear" max="3">0.8&#xD;0&#xD;1</input></inputs><script><block s="doDeclareVariables"><list><l>slice</l><l>pos</l><l>pen size</l><l>width</l><l>center</l><l>clear</l></list></block><block s="doSetVar"><l>width</l><block s="reportIfElse"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="options"/></block><l><option>number</option></l></block><block s="reportListItem"><l>1</l><block var="options"/></block><l>0.8</l></block></block><block s="doSetVar"><l>center</l><block s="reportIfElse"><block s="reportIsA"><block s="reportListItem"><l>2</l><block var="options"/></block><l><option>Boolean</option></l></block><block s="reportListItem"><l>2</l><block var="options"/></block><block s="reportBoolean"><l><bool>false</bool></l></block></block></block><block s="doSetVar"><l>clear</l><block s="reportIfElse"><block s="reportIsA"><block s="reportListItem"><l>3</l><block var="options"/></block><l><option>Boolean</option></l></block><block s="reportListItem"><l>3</l><block var="options"/></block><block s="reportBoolean"><l><bool>true</bool></l></block></block></block><block s="doIf"><block var="clear"/><script><block s="clear"></block></script><list></list></block><block s="doSetVar"><l>pos</l><block s="getPosition"></block></block><block s="doSetVar"><l>slice</l><block s="reportQuotient"><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><block s="reportListAttribute"><l><option>length</option></l><block var="data"/></block></block></block><block s="doSetVar"><l>pen size</l><block s="getPenAttribute"><l><option>size</option></l></block></block><block s="setSize"><block s="reportVariadicProduct"><list><block var="slice"/><block var="width"/></list></block></block><block s="setXPosition"><block s="reportVariadicSum"><list><block s="reportAttributeOf"><l><option>left</option></l><block s="reportGet"><l><option>stage</option></l></block></block><block s="reportQuotient"><block var="slice"/><l>2</l></block></list></block></block><block s="doWarp"><script><block s="doForEach"><l>item</l><block var="data"/><script><block s="doIf"><block s="reportVariadicNotEquals"><list><block var="item"/><l>0</l></list></block><script><block s="setYPosition"><block s="reportIfElse"><block var="center"/><block s="reportQuotient"><block var="item"/><l>-2</l></block><block s="reportAttributeOf"><l><option>bottom</option></l><block s="reportGet"><l><option>stage</option></l></block></block></block></block><block s="down"></block><block s="changeYPosition"><block s="reportVariadicProduct"><list><block var="item"/><l>1</l></list></block></block><block s="up"></block></script><list></list></block><block s="changeXPosition"><block var="slice"/></block></script></block></script></block><block s="doGotoObject"><block var="pos"/></block><block s="setSize"><block var="pen size"/></block></script></block-definition><block-definition s="render neural model %&apos;model&apos; %&apos;options&apos;" type="command" category="pen"><comment x="0" y="0" w="216" collapsed="false">Draw a picture of the specified model of a neural network where each layer is represented as a vertical line of dots and each weight as a line between 2 neuron-dots. The line width represents the weight&apos;s absolute value, negative values can be rendered in another color.</comment><header></header><code></code><translations>de:male neurales Modell _ _&#xD;ca:renderitza el model neuronal _ _&#xD;</translations><inputs><input type="%l" initial="1"></input><input type="%group%n%b%clr" irreplaceable="true" expand="$_scale&#xD;$_clear&#xD;$_minus&#xD;" max="3">1&#xD;1&#xD;rgba(214,49,0,255)</input></inputs><script><block s="doDeclareVariables"><list><l>topology</l><l>x-spacing</l><l>y-spacings</l><l>x</l><l>y</l><l>weights</l><l>w</l><l>dot</l><l>clr</l><l>factor</l><l>negative</l><l>clear</l><l>pos</l><l>flat ends</l></list></block><block s="doSetVar"><l>pos</l><block s="getPosition"></block></block><block s="doSetVar"><l>clr</l><block s="getPenAttribute"><l><option>color</option></l></block></block><block s="doSetVar"><l>flat ends</l><block s="reportGlobalFlag"><l><option>flat line ends</option></l></block></block><block s="doSetVar"><l>factor</l><block s="reportIfElse"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="options"/></block><l><option>number</option></l></block><block s="reportListItem"><l>1</l><block var="options"/></block><l>1</l></block></block><block s="doSetVar"><l>clear</l><block s="reportIfElse"><block s="reportIsA"><block s="reportListItem"><l>2</l><block var="options"/></block><l><option>Boolean</option></l></block><block s="reportListItem"><l>2</l><block var="options"/></block><block s="reportBoolean"><l><bool>true</bool></l></block></block></block><block s="doSetVar"><l>negative</l><block s="reportIfElse"><block s="reportIsA"><block s="reportListItem"><l>3</l><block var="options"/></block><l><option>color</option></l></block><block s="reportListItem"><l>3</l><block var="options"/></block><block var="clr"/></block></block><block s="doSetVar"><l>topology</l><block s="reportConcatenatedLists"><list><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListAttribute"><l><option>length</option></l><block s="reportListAttribute"><l><option>columns</option></l><l/></block></block></autolambda><list></list></block><block var="model"/></block><block s="reportNewList"><list><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l><option>last</option></l><block var="model"/></block></block></list></block></list></block></block><block s="doSetVar"><l>x-spacing</l><block s="reportQuotient"><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><block s="reportVariadicSum"><list><block s="reportListAttribute"><l><option>length</option></l><block var="topology"/></block><l>1</l></list></block></block></block><block s="doSetVar"><l>x</l><block s="reportAttributeOf"><l><option>left</option></l><block s="reportGet"><l><option>stage</option></l></block></block></block><block s="doSetVar"><l>y-spacings</l><block s="reportQuotient"><block s="reportAttributeOf"><l><option>height</option></l><block s="reportGet"><l><option>stage</option></l></block></block><block s="reportVariadicSum"><list><block var="topology"/><l>1</l></list></block></block></block><block s="doSetVar"><l>dot</l><block s="reportVariadicProduct"><list><block s="reportVariadicMin"><list><block s="reportVariadicMin"><block var="y-spacings"/></block><block var="x-spacing"/></list></block><l>0.5</l></list></block></block><block s="doIf"><block var="clear"/><script><block s="clear"></block></script><list></list></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><l><bool>false</bool></l></block><block s="doWarp"><script><block s="doFor"><l>i</l><l>1</l><block s="reportDifference"><block s="reportListAttribute"><l><option>length</option></l><block var="topology"/></block><l>1</l></block><script><block s="doChangeVar"><l>x</l><block var="x-spacing"/></block><block s="doSetVar"><l>y</l><block s="reportAttributeOf"><l><option>bottom</option></l><block s="reportGet"><l><option>stage</option></l></block></block></block><block s="doSetVar"><l>weights</l><block s="reportListItem"><block var="i"/><block var="model"/></block></block><block s="doFor"><l>k</l><l>1</l><block s="reportListItem"><block var="i"/><block var="topology"/></block><script><block s="doChangeVar"><l>y</l><block s="reportListItem"><block var="i"/><block var="y-spacings"/></block></block><block s="doFor"><l>m</l><l>1</l><block s="reportDifference"><block s="reportListItem"><block s="reportVariadicSum"><list><block var="i"/><l>1</l></list></block><block var="topology"/></block><block s="reportIfElse"><block s="reportVariadicLessThan"><list><block var="i"/><block s="reportDifference"><block s="reportListAttribute"><l><option>length</option></l><block var="topology"/></block><l>1</l></block></list></block><l>1</l><l>0</l></block></block><script><block s="gotoXY"><block var="x"/><block var="y"/></block><block s="down"></block><block s="doSetVar"><l>w</l><block s="reportListItem"><block var="k"/><block s="reportListItem"><block var="m"/><block var="weights"/></block></block></block><block s="doIf"><block s="reportVariadicLessThan"><list><block var="w"/><l>0</l></list></block><script><block s="setColor"><block var="negative"/></block></script><list></list></block><block s="setSize"><block s="reportVariadicProduct"><list><block s="reportMonadic"><l><option>abs</option></l><block var="w"/></block><block var="factor"/></list></block></block><block s="gotoXY"><block s="reportVariadicSum"><list><block var="x"/><block var="x-spacing"/></list></block><block s="reportVariadicSum"><list><block s="reportAttributeOf"><l><option>bottom</option></l><block s="reportGet"><l><option>stage</option></l></block></block><block s="reportVariadicProduct"><list><block var="m"/><block s="reportListItem"><block s="reportVariadicSum"><list><block var="i"/><l>1</l></list></block><block var="y-spacings"/></block></list></block></list></block></block><block s="setColor"><block var="clr"/></block><block s="setSize"><block var="dot"/></block><block s="forward"><l>0</l></block><block s="up"></block><block s="gotoXY"><block var="x"/><block var="y"/></block><block s="setSize"><block var="dot"/></block><block s="down"></block><block s="forward"><l>0</l></block><block s="up"></block></script></block></script></block></script></block></script></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><block var="flat ends"/></block><block s="doGotoObject"><block var="pos"/></block></script></block-definition><block-definition s="normalize table %&apos;table&apos;" type="reporter" category="lists"><comment x="0" y="0" w="266" collapsed="false">Report a copy of the given table in which the numerical data of each column is distributed between 0 and 1 using the column&apos;s min and max values (feature scaling).</comment><header></header><code></code><translations>de:normalisiere Tabelle _&#xD;ca:_ normalitzada&#xD;</translations><inputs><input type="%l" initial="1"></input></inputs><script><block s="doReport"><block s="reportMap"><custom-block s="normalization for table %l"><block var="table"/></custom-block><block var="table"/></block></block></script></block-definition><block-definition s="normalization for table %&apos;table&apos;" type="reporter" category="lists"><comment x="0" y="0" w="281" collapsed="false">Report a function (ring) that can be called with a single row (record) in the form of the given data set to normalize it using the sample&apos;s min and max values. Use this reporter to create a normalization function from a training set that can be applied to validation or live data.</comment><header></header><code></code><translations>de:Normalisierung für Tabelle _&#xD;ca:normalització per a la taula _&#xD;</translations><inputs><input type="%l" initial="1"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><block s="reifyReporter"><autolambda><block s="reportQuotient"><l></l><l></l></block></autolambda><list></list></block><block s="reportJoinWords"><list><block s="reifyReporter"><autolambda><block s="reportDifference"><l></l><l></l></block></autolambda><list></list></block><l></l><block s="reportJoinWords"><list><block s="reifyReporter"><autolambda><block s="reportNewList"><list></list></block></autolambda><list></list></block><block s="reportCONS"><block s="reportListAttribute"><l><option>length</option></l><block var="min"/></block><block var="min"/></block></list></block></list></block><block s="reportJoinWords"><list><block s="reifyReporter"><autolambda><block s="reportNewList"><list></list></block></autolambda><list></list></block><block s="reportCONS"><block s="reportListAttribute"><l><option>length</option></l><block var="min"/></block><block s="reportDifference"><block var="max"/><block var="min"/></block></block></list></block></list></block></autolambda><list><l>min</l><l>max</l></list></block><block s="reportListAttribute"><l><option>columns</option></l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="evaluate"><block s="reifyReporter"><autolambda><block s="reportNewList"><list><block var="min"/><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="min"/><block var="max"/></list></block><block s="reportVariadicSum"><list><block var="min"/><l>1</l></list></block><block var="max"/></block></list></block></autolambda><list><l>min</l><l>max</l></list></block><list><block s="reportVariadicMin"><block var="feature"/></block><block s="reportVariadicMax"><block var="feature"/></block></list></block></autolambda><list><l>feature</l></list></block><block s="reportListAttribute"><l><option>columns</option></l><block var="table"/></block></block></block></block></block></script></block-definition><block-definition s="partition table %&apos;data&apos; by %&apos;factor&apos;" type="reporter" category="lists" space="true"><comment x="0" y="0" w="243.9999999999999" collapsed="false">Split a table into 2 sets by randomly assigning its rows to each partition at the given ratio while making sure that every category (as indicated by the tag in the last column) is represented equally in both sets, reports a 2-item list containing the shuffled and split data. Use this block to create training and validation data sets.</comment><header></header><code></code><translations>de:teile Tabelle _ im Verhältnis _&#xD;ca:partició de _ per _&#xD;</translations><inputs><input type="%l" initial="1"></input><input type="%n" initial="1">0.8</input></inputs><script><block s="doDeclareVariables"><list><l>classes</l><l>pivot</l><l>pairs</l></list></block><block s="doSetVar"><l>classes</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListAttribute"><l><option>shuffled</option></l><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><block s="reportListItem"><l><option>last</option></l><l/></block><block var="tag"/></list></block></autolambda><list></list></block><block var="data"/></block></block></autolambda><list><l>tag</l></list></block><block s="reportListAttribute"><l><option>uniques</option></l><block s="reportListItem"><l><option>last</option></l><block s="reportListAttribute"><l><option>columns</option></l><block var="data"/></block></block></block></block></block><block s="doSetVar"><l>pairs</l><block s="reportMap"><block s="reifyReporter"><script><block s="doSetVar"><l>pivot</l><block s="reportMonadic"><l><option>ceiling</option></l><block s="reportVariadicProduct"><list><block s="reportListAttribute"><l><option>length</option></l><block var="each group"/></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="factor"/><l>0</l></list></block><l>0.8</l><block var="factor"/></block></list></block></block></block><block s="doReport"><block s="reportNewList"><list><block s="reportListItem"><block s="reportNumbers"><l>1</l><block var="pivot"/></block><block var="each group"/></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="pivot"/><block s="reportListAttribute"><l><option>length</option></l><block var="each group"/></block></list></block><block s="reportNewList"><list></list></block><block s="reportListItem"><block s="reportNumbers"><block s="reportVariadicSum"><list><block var="pivot"/><l>1</l></list></block><block s="reportListAttribute"><l><option>length</option></l><block var="each group"/></block></block><block var="each group"/></block></block></list></block></block></script><list><l>each group</l></list></block><block var="classes"/></block></block><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListAttribute"><l><option>shuffled</option></l><block s="reportConcatenatedLists"><block var="each"/></block></block></autolambda><list><l>each</l></list></block><block s="reportListAttribute"><l><option>columns</option></l><block var="pairs"/></block></block></block></script></block-definition><block-definition s="generate %&apos;type&apos; for %&apos;tag&apos; in %&apos;data&apos; %&apos;options&apos;" type="command" category="Neural Networks"><comment x="0" y="0" w="219.322149658203" collapsed="false">Generate a new block in the sensing category that either reports the class of a given sample data record (for the the &quot;classifier&quot; option) or whether a given sample data record classifies as the given tag (name) based on an example dataset (for the &quot;predicate&quot; option) in the form of a binary truth table. The generated predicate block offers its estimated accuracy in its help screen / comment and can then be exported and shared.&#xD;&#xD;By default training happens all automatically using a neural network with one hidden layer, observing the learning progress and partitioning the dataset internally into a training set and validation set. Optionally you can specify an exact number of epochs (0 = automatic), a partitioning fraction (0 = automatic, 1 = none), and none to 8 hidden layers with arbitrary neurons (0 = no hidden layers).&#xD;&#xD;You can abort / shorten the training process manually by positioning the mouse pointer near the stage center and pressing the mouse button down.&#xD;&#xD;Running the command again updates any previously generated block, i.e. you can optimize existing blocks by re-training them with different parameters.</comment><header></header><code></code><translations>de:generiere _ für _ in _ _&#xD;</translations><inputs><input type="%s" readonly="true" irreplaceable="true" initial="1">$_predicate<options>$_predicate=$_predicate&#xD;$_classifier=$_classifier</options></input><input type="%s" initial="1">$_tag<options>§_dynamicMenu</options></input><input type="%l" initial="1"></input><input type="%mult%n" irreplaceable="true" expand="$_epochs&#xD;$_partition&#xD;$_hidden layers&#xD;:&#xD;:&#xD;:&#xD;:&#xD;:&#xD;:&#xD;:&#xD;" max="10">$_auto&#xD;0.8&#xD;$_auto</input></inputs><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="type"/><l>predicate</l></list></block><script><custom-block s="generate predicate for %s in %l %mult%n"><block var="tag"/><block var="data"/><block var="options"/></custom-block></script><list><block s="reportVariadicEquals"><list><block var="type"/><l>classifier</l></list></block><script><custom-block s="generate classifier for %s in %l %mult%n"><block var="tag"/><block var="data"/><block var="options"/></custom-block></script></list></block></script><scripts><script x="22.96869201660138" y="216.36666666666628"><block s="receiveSlotEvent"><l>tag</l><l><option>menu</option></l></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="reportListAttribute"><l><option>rank</option></l><block var="data"/></block><l>1</l></list></block><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="type"/><l>classifier</l></list></block><script><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block s="reportListItem"><l>1</l><block var="data"/></block></block><l><option>text</option></l></block><script><block s="doReport"><block s="reportNewList"><list><block s="reportListItem"><l>1</l><block s="reportListItem"><l><option>last</option></l><block s="reportListAttribute"><l><option>columns</option></l><block var="data"/></block></block></block></list></block></block></script><list></list></block><block s="doReport"><block s="reportNewList"><list><l>class</l></list></block></block></script><list><block s="reportVariadicEquals"><list><block var="type"/><l>predicate</l></list></block><script><block s="doDeclareVariables"><list><l>name</l><l>tags</l></list></block><block s="doIfElse"><block s="reportIsA"><block s="reportListItem"><l>1</l><block s="reportListItem"><l>1</l><block var="data"/></block></block><l><option>text</option></l></block><script><block s="doSetVar"><l>name</l><block s="reportListItem"><l>1</l><block s="reportListItem"><l><option>last</option></l><block s="reportListAttribute"><l><option>columns</option></l><block var="data"/></block></block></block></block><block s="doSetVar"><l>tags</l><block s="reportListAttribute"><l><option>sorted</option></l><block s="reportListAttribute"><l><option>uniques</option></l><block s="reportListItem"><l><option>last</option></l><block s="reportListAttribute"><l><option>columns</option></l><block s="reportCDR"><block var="data"/></block></block></block></block></block></block></script><script><block s="doSetVar"><l>name</l><l></l></block><block s="doSetVar"><l>tags</l><block s="reportListAttribute"><l><option>sorted</option></l><block s="reportListAttribute"><l><option>uniques</option></l><block s="reportListItem"><l><option>last</option></l><block s="reportListAttribute"><l><option>columns</option></l><block var="data"/></block></block></block></block></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="tags"/><block s="reportNewList"><list><l>0</l><l>1</l></list></block></list></block><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="reportTextAttribute"><l><option>length</option></l><block var="name"/></block><l>0</l></list></block><script><block s="doReport"><block s="reportNewList"><list><block var="name"/></list></block></block></script><list></list></block><block s="doReport"><block s="reportNewList"><list></list></block></block></script><list></list></block><block s="doReport"><block var="tags"/></block></script></list></block></script><list></list></block><block s="doReport"><block s="reportNewList"><list></list></block></block></script></scripts></block-definition><block-definition s="clone %&apos;parent&apos; %&apos;fields&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:klone _ _&#xD;ca:clon _ _&#xD;</translations><inputs><input type="%l" initial="1"></input><input type="%group%upvar%s" irreplaceable="true" expand="$nl&#xD;:">$_field&#xD;$_thing</input></inputs><script><block s="doDeclareVariables"><list><l>data</l></list></block><block s="doSetVar"><l>data</l><custom-block s="object %group%t%s"><list><l>...</l><block var="parent"/></list></custom-block></block><block s="doIf"><block s="reportNot"><block s="reportListIsEmpty"><block var="fields"/></block></block><script><block s="doWarp"><script><block s="doForEach"><l>assoc</l><block var="fields"/><script><block s="doReplaceInList"><block s="reportListItem"><l>1</l><block var="assoc"/></block><block var="data"/><block s="reportListItem"><l>2</l><block var="assoc"/></block></block><block s="doTellTo"><block s="reportEnvironment"><l><option>caller</option></l></block><block s="reifyScript"><script><block s="doSetVar"><l></l><l></l></block></script><list></list></block><list><block s="reportListItem"><l>1</l><block var="assoc"/></block><block s="reportListItem"><block s="reportListItem"><l>1</l><block var="assoc"/></block><block var="data"/></block></list></block></script></block></script></block></script><list></list></block><block s="doReport"><block var="data"/></block></script></block-definition><block-definition s="object %&apos;fields&apos;" type="reporter" category="lists" space="true"><header></header><code></code><translations>de:Objekt _&#xD;ca:objecte _&#xD;</translations><inputs><input type="%group%t%s" irreplaceable="true" expand="$nl&#xD;:" initial="2" min="2">$_field&#xD;$_thing</input></inputs><script><block s="doDeclareVariables"><list><l>data</l></list></block><block s="doSetVar"><l>data</l><block s="reportNewList"><list></list></block></block><block s="doWarp"><script><block s="doForEach"><l>assoc</l><block var="fields"/><script><block s="doReplaceInList"><block s="reportListItem"><l>1</l><block var="assoc"/></block><block var="data"/><block s="reportListItem"><l>2</l><block var="assoc"/></block></block><block s="doTellTo"><block s="reportEnvironment"><l><option>caller</option></l></block><block s="reifyScript"><script><block s="doSetVar"><l></l><l></l></block></script><list></list></block><list><block s="reportListItem"><l>1</l><block var="assoc"/></block><block s="reportListItem"><block s="reportListItem"><l>1</l><block var="assoc"/></block><block var="data"/></block></list></block></script></block></script></block><block s="doReport"><block var="data"/></block></script></block-definition><block-definition s="initialize neural networks" type="command" category="Neural Networks" helper="true"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><block s="reportNot"><block s="reportVariadicAnd"><list><block s="reportIsA"><block var="_Neural Network_"/><l><option>list</option></l></block><block s="reportVariadicEquals"><list><block s="reportListItem"><l>version</l><block var="_Neural Network_"/></block><l>1</l></list></block></list></block></block><script><block s="doSetVar"><l>_Neural Network_</l><custom-block s="object %group%t%s"><list><l>layers</l><l>thing</l><l>get learning rate</l><block s="reifyReporter"><autolambda><block s="reportListItem"><l>learning rate</l><block s="reportListItem"><l>1</l><block var="layers"/></block></block></autolambda><list></list></block><l>setup</l><block s="reifyReporter"><script><block s="doSetVar"><l>layers</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 var="topology"/></block><l>1</l></block><script><block s="doAddToList"><block s="evaluate"><block s="reportListItem"><l>setup</l><custom-block s="clone %l %group%upvar%s"><block var="_Layer_"/><list></list></custom-block></block><block s="reportListItem"><block s="reportNewList"><list><block var="i"/><block s="reportVariadicSum"><list><block var="i"/><l>1</l></list></block></list></block><block var="topology"/></block></block><block var="layers"/></block></script></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="reportListItem"><l><option>last</option></l><block var="topology"/></block><l>1</l></list></block><script><block s="doReplaceInList"><l>activation</l><block s="reportListItem"><l><option>last</option></l><block var="layers"/></block><block s="reifyReporter"><script><block s="doReport"><block s="reportQuotient"><block s="reportMonadic"><l><option>e^</option></l><block var="logits"/></block><block s="reportVariadicSum"><block s="reportMonadic"><l><option>e^</option></l><block var="logits"/></block></block></block></block></script><list><l>logits</l></list></block></block></script><list></list></block><block s="doReport"><block s="reportEnvironment"><l><option>object</option></l></block></block></script><list><l>topology</l></list></block><l>set learning rate</l><block s="reifyReporter"><script><block s="doIf"><block s="reportVariadicNotEquals"><list><block var="alpha"/><l>0.1</l></list></block><script><block s="doForEach"><l>layer</l><block var="layers"/><script><block s="doReplaceInList"><l>learning rate</l><block var="layer"/><block var="alpha"/></block></script></block></script><list></list></block></script><list><l>alpha</l></list></block><l>predict</l><block s="reifyReporter"><script><block s="doDeclareVariables"><list><l>outputs</l></list></block><block s="doSetVar"><l>outputs</l><block var="sample"/></block><block s="doFor"><l>i</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="layers"/></block><script><block s="doSetVar"><l>outputs</l><block s="evaluate"><block s="reportListItem"><l>solve</l><block s="reportListItem"><block var="i"/><block var="layers"/></block></block><list><block var="outputs"/></list></block></block></script></block><block s="doReport"><block var="outputs"/></block></script><list><l>sample</l></list></block><l>classify</l><block s="reifyReporter"><autolambda><block s="evaluate"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportVariadicEquals"><list><block s="reportListAttribute"><l><option>length</option></l><block var="output"/></block><l>1</l></list></block><block s="reportVariadicSum"><block s="reportRound"><block var="output"/></block></block><block s="reportListIndex"><block s="reportVariadicMax"><block var="output"/></block><block var="output"/></block></block></autolambda><list><l>output</l></list></block><list><block s="evaluate"><block var="predict"/><list><block var="sample"/></list></block></list></block></autolambda><list><l>sample</l></list></block><l>fit</l><block s="reifyReporter"><script><block s="doDeclareVariables"><list><l>output</l><l>target</l><l>error</l><l>delta</l></list></block><block s="doSetVar"><l>output</l><block s="evaluate"><block var="predict"/><list><block var="sample"/></list></block></block><block s="doSetVar"><l>target</l><block s="reportIfElse"><block s="reportVariadicEquals"><list><block s="reportListAttribute"><l><option>length</option></l><block var="output"/></block><l>1</l></list></block><block s="reportListItem"><l><option>last</option></l><block var="sample"/></block><block s="evaluate"><block s="reifyReporter"><script><block s="doDeclareVariables"><list><l>vector</l></list></block><block s="doSetVar"><l>vector</l><block s="reportReshape"><l>0</l><list><block s="reportListAttribute"><l><option>length</option></l><block var="output"/></block></list></block></block><block s="doReplaceInList"><block var="n"/><block var="vector"/><l>1</l></block><block s="doReport"><block var="vector"/></block></script><list><l>n</l></list></block><list><block s="reportListItem"><l><option>last</option></l><block var="sample"/></block></list></block></block></block><block s="doSetVar"><l>error</l><block s="reportDifference"><block var="target"/><block var="output"/></block></block><block s="doSetVar"><l>delta</l><block var="error"/></block><block s="doFor"><l>i</l><block s="reportListAttribute"><l><option>length</option></l><block var="layers"/></block><l>1</l><script><block s="doSetVar"><l>delta</l><block s="evaluate"><block s="reportListItem"><l>learn</l><block s="reportListItem"><block var="i"/><block var="layers"/></block></block><list><block var="delta"/></list></block></block></script></block><block s="doForEach"><l>layer</l><block var="layers"/><script><block s="doRun"><block s="reportListItem"><l>adjust weights</l><block var="layer"/></block><list></list></block></script></block><block s="doReport"><block s="reportVariadicSum"><block s="reportMonadic"><l><option>abs</option></l><block var="error"/></block></block></block></script><list><l>sample</l></list></block><l>train</l><block s="reifyReporter"><script><block s="doDeclareVariables"><list><l>errors</l></list></block><block s="doForEach"><l>sample</l><block s="reportListAttribute"><l><option>shuffled</option></l><block var="set"/></block><script><block s="doChangeVar"><l>errors</l><block s="evaluate"><block var="fit"/><list><block var="sample"/></list></block></block></script></block><block s="doReport"><block var="errors"/></block></script><list><l>set</l></list></block><l>validate</l><block s="reifyReporter"><script><block s="doDeclareVariables"><list><l>hits</l><l>target</l></list></block><block s="doForEach"><l>sample</l><block var="set"/><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="evaluate"><block var="classify"/><list><block var="sample"/></list></block><block s="reportListItem"><l><option>last</option></l><block var="sample"/></block></list></block><script><block s="doChangeVar"><l>hits</l><l>1</l></block></script><list></list></block></script></block><block s="doReport"><block s="reportQuotient"><block var="hits"/><block s="reportListAttribute"><l><option>length</option></l><block var="set"/></block></block></block></script><list><l>set</l></list></block><l>get model</l><block s="reifyReporter"><autolambda><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>weights</l><l/></block></autolambda><list></list></block><block var="layers"/></block></autolambda><list></list></block><l>set model</l><block s="reifyReporter"><script><block s="doDeclareVariables"><list><l>layer</l></list></block><block s="doSetVar"><l>layers</l><block s="reportNewList"><list></list></block></block><block s="doForEach"><l>vector</l><block var="model"/><script><block s="doSetVar"><l>layer</l><custom-block s="clone %l %group%upvar%s"><block var="_Layer_"/><list></list></custom-block></block><block s="doReplaceInList"><l>weights</l><block var="layer"/><block var="vector"/></block><block s="doAddToList"><block var="layer"/><block var="layers"/></block></script></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l><option>last</option></l><block var="model"/></block></block><l>1</l></list></block><script><block s="doReplaceInList"><l>activation</l><block s="reportListItem"><l><option>last</option></l><block var="layers"/></block><block s="reifyReporter"><script><block s="doReport"><block s="reportQuotient"><block s="reportMonadic"><l><option>e^</option></l><block var="logits"/></block><block s="reportVariadicSum"><block s="reportMonadic"><l><option>e^</option></l><block var="logits"/></block></block></block></block></script><list><l>logits</l></list></block></block></script><list></list></block></script><list><l>model</l></list></block><l>shuffle</l><block s="reifyReporter"><script><block s="doForEach"><l>layer</l><block var="layers"/><script><block s="doRun"><block s="reportListItem"><l>reshuffle</l><block var="layer"/></block><list></list></block></script></block></script><list></list></block><l>get topology</l><block s="reifyReporter"><autolambda><block s="reportCONS"><block s="reportDifference"><block s="reportListItem"><l>2</l><block s="reportListAttribute"><l><option>dimensions</option></l><block s="reportListItem"><l>weights</l><block s="reportListItem"><l>1</l><block var="layers"/></block></block></block></block><l>1</l></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>1</l><block s="reportListAttribute"><l><option>dimensions</option></l><block s="reportListItem"><l>weights</l><l/></block></block></block></autolambda><list></list></block><block var="layers"/></block></block></autolambda><list></list></block><l>version</l><l>1</l></list></custom-block></block><block s="doSetVar"><l>_Layer_</l><custom-block s="object %group%t%s"><list><l>inputs</l><l>thing</l><l>weights</l><l>thing</l><l>setup</l><block s="reifyReporter"><script><block s="doSetVar"><l>weights</l><block s="reportRandom"><l>-1.0</l><block s="reportReshape"><l>1</l><list><block var="out"/><block s="reportVariadicSum"><list><block var="in"/><l>1</l></list></block></list></block></block></block><block s="doReport"><block s="reportEnvironment"><l><option>object</option></l></block></block></script><list><l>in</l><l>out</l></list></block><l>solve</l><block s="reifyReporter"><script><block s="doSetVar"><l>inputs</l><block var="sample"/></block><block s="doReport"><block s="evaluate"><block var="activation"/><list><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><block s="reportVariadicProduct"><list><block s="reportCONS"><l>1</l><block var="inputs"/></block><l></l></list></block></block></autolambda><list></list></block><block var="weights"/></block></list></block></block></script><list><l>sample</l></list></block><l>learn</l><block s="reifyReporter"><script><block s="doSetVar"><l>delta</l><block var="error"/></block><block s="doReport"><block s="reportVariadicSum"><block s="reportVariadicProduct"><list><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><block var="inputs"/><block s="reportDifference"><l>1</l><block var="inputs"/></block><l></l></list></block></autolambda><list></list></block><block var="error"/></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportCDR"><l/></block></autolambda><list></list></block><block var="weights"/></block></list></block></block></block></script><list><l>error</l></list></block><l>reshuffle</l><block s="reifyReporter"><script><block s="doChangeVar"><l>weights</l><block s="reportMonadic"><l><option>neg</option></l><block var="weights"/></block></block><block s="doChangeVar"><l>weights</l><block s="reportRandom"><l>-1.0</l><block s="reportReshape"><l>1</l><block s="reportListAttribute"><l><option>dimensions</option></l><block var="weights"/></block></block></block></block></script><list></list></block><l>delta</l><l>thing</l><l>adjust weights</l><block s="reifyReporter"><script><block s="doChangeVar"><l>weights</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><block s="reportCONS"><l>1</l><block var="inputs"/></block><block var="learning rate"/><l></l></list></block></autolambda><list></list></block><block var="delta"/></block></block></script><list></list></block><l>learning rate</l><l>0.1</l><l>activation</l><block s="reifyReporter"><autolambda><block s="reportMonadic"><l><option>sigmoid</option></l><l></l></block></autolambda><list></list></block></list></custom-block></block></script><list></list></block></script></block-definition><block-definition s="new neural network %&apos;configuration&apos;" type="reporter" category="Neural Networks" space="true"><comment x="0" y="0" w="214" collapsed="false">Create and report a new neural network with the specified topology representing the number of inputs, arbitrary hidden layers, and output(s).</comment><header></header><code></code><translations>de:neues neuronales Netzwerk _&#xD;ca:nova xarxa neuronal _&#xD;</translations><inputs><input type="%mult%n" initial="2" min="2">5&#xD;1</input></inputs><script><custom-block s="initialize neural networks"></custom-block><block s="doReport"><block s="evaluate"><block s="reportListItem"><l>setup</l><custom-block s="clone %l %group%upvar%s"><block var="_Neural Network_"/><list></list></custom-block></block><list><block var="configuration"/></list></block></block></script></block-definition><block-definition s="generate predicate for %&apos;tag&apos; in %&apos;data&apos; %&apos;options&apos;" type="command" category="Neural Networks" helper="true"><header></header><code></code><translations>de:generiere Prädikat für _ in _ _&#xD;</translations><inputs><input type="%s" initial="1">$_tag<options>§_dynamicMenu</options></input><input type="%l" initial="1"></input><input type="%mult%n" expand="$_epochs&#xD;$_partition&#xD;$_hidden layers&#xD;:&#xD;:&#xD;:&#xD;:&#xD;:&#xD;:&#xD;:&#xD;" max="10">$_auto&#xD;0.8&#xD;$_auto</input></inputs><script><block s="doDeclareVariables"><list><l>init</l><l>norm</l><l>sample</l><l>var name</l><l>var getter</l><l>ai</l><l>label</l><l>old</l><l>def</l><l>comment</l><l>features</l></list></block><block s="doSetVar"><l>data</l><block s="reportIfElse"><block s="reportIsA"><block s="reportListItem"><l>1</l><block s="reportListItem"><l>1</l><block var="data"/></block></block><l><option>text</option></l></block><block s="reportCDR"><block var="data"/></block><block var="data"/></block></block><block s="doIf"><block s="reportListContainsItem"><block s="reportListAttribute"><l><option>uniques</option></l><block s="reportListItem"><l><option>last</option></l><block s="reportListAttribute"><l><option>columns</option></l><block var="data"/></block></block></block><block var="tag"/></block><script><block s="doSetVar"><l>features</l><block s="reportDifference"><block s="reportListAttribute"><l><option>length</option></l><block s="reportListAttribute"><l><option>columns</option></l><block var="data"/></block></block><l>1</l></block></block><block s="doSetVar"><l>data</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportConcatenatedLists"><list><block s="reportListItem"><block s="reportNumbers"><l>1</l><block var="features"/></block><l/></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block s="reportListItem"><l><option>last</option></l><l/></block><block var="tag"/></list></block><l>1</l><l>0</l></block></list></block></autolambda><list></list></block><block var="data"/></block></block></script><list></list></block><block s="doSetVar"><l>var name</l><block s="reportJoinWords"><list><l>_AI: </l><block var="tag"/></list></block></block><block s="doSetVar"><l>var getter</l><block s="reportJoinWords"><list><block s="reifyReporter"><autolambda><block var="a"/></autolambda><list></list></block><block var="var name"/></list></block></block><block s="doSetVar"><l>ai</l><custom-block s="classifier for %l tag %s classes %n %mult%n"><custom-block s="normalize table %l"><block var="data"/></custom-block><block var="tag"/><l>1</l><block var="options"/></custom-block></block><block s="doApplyExtension"><l>var_declare(scope, name)</l><list><l>global</l><block var="var name"/></list></block><block s="doRun"><block s="reifyScript"><script><block s="doSetVar"><l></l><l></l></block></script><list></list></block><list><block var="var name"/><block s="reportListItem"><l>1</l><block var="ai"/></block></list></block><block s="doSetVar"><l>init</l><block s="reportTextSplit"><block s="reifyScript"><script><block s="doIf"><block s="reportNot"><block s="reportIsA"><l></l><l><option>list</option></l></block></block><script><block s="doSetVar"><l></l><custom-block s="new neural network %mult%n"><list><l>0</l><l>0</l></list></custom-block></block><custom-block s="%s of network %s to %n"><l><option>set model</option></l><l></l><l></l></custom-block></script><list></list></block></script><list><l>sample</l></list></block><l><option>blocks</option></l></block></block><block s="doReplaceInList"><l>2</l><block s="reportListItem"><l>2</l><block s="reportListItem"><l>2</l><block var="init"/></block></block><block var="var getter"/></block><block s="doReplaceInList"><l>2</l><block s="reportListItem"><l>1</l><block s="reportListItem"><l>3</l><block var="init"/></block></block><block var="var name"/></block><block s="doReplaceInList"><l>3</l><block s="reportListItem"><l>2</l><block s="reportListItem"><l>3</l><block var="init"/></block></block><block var="var getter"/></block><block s="doReplaceInList"><l>4</l><block s="reportListItem"><l>2</l><block s="reportListItem"><l>3</l><block var="init"/></block></block><custom-block s="blockify %l"><custom-block s="%s of network %s"><l><option>get model</option></l><block s="reportListItem"><l>1</l><block var="ai"/></block></custom-block></custom-block></block><block s="doSetVar"><l>norm</l><block s="reportTextSplit"><custom-block s="normalization for table %l"><block var="data"/></custom-block><l><option>blocks</option></l></block></block><block s="doReplaceInList"><l>2</l><block s="reportListItem"><l>2</l><block var="norm"/></block><block s="reifyReporter"><autolambda><block var="sample"/></autolambda><list></list></block></block><block s="doSetVar"><l>label</l><block s="reportJoinWords"><list><block s="reportApplyExtension"><l>ide_translate(text)</l><list><l>is _</l></list></block><l> </l><block var="tag"/><l>?</l></list></block></block><block s="doSetVar"><l>def</l><block s="reportJoinWords"><list><block var="init"/><block s="reportNewList"><list><block s="reportJoinWords"><list><block s="reifyScript"><script><block s="doReport"><l></l></block></script><list></list></block><block s="reportJoinWords"><list><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><l></l><l></l></list></block></autolambda><list></list></block><l>1</l><block s="reportJoinWords"><list><block s="reifyReporter"><autolambda><custom-block s="%s %l with network %s"><l></l><l/><l></l></custom-block></autolambda><list></list></block><block s="reportApplyExtension"><l>txt_transform(name, txt)</l><list><l>select</l><l>classify</l></list></block><block s="reportJoinWords"><block var="norm"/></block><block s="reportJoinWords"><list><block s="reifyReporter"><autolambda><block var="a"/></autolambda><list></list></block><block var="var name"/></list></block></list></block></list></block></list></block></list></block></list></block></block><block s="doSetVar"><l>comment</l><block s="reportJoinWords"><list><l>predict whether the data sample classifies as </l><block var="tag"/><l>, estimated accuracy: </l><block s="reportVariadicMin"><list><block s="reportQuotient"><block s="reportRound"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="ai"/></block><l>1000</l></list></block></block><l>10</l></block><l>99.9</l></list></block><l>%.</l></list></block></block><block s="doSetVar"><l>old</l><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportVariadicAnd"><list><block s="reportBlockAttribute"><l><option>custom?</option></l><block s="reifyReporter"><script></script><list></list></block></block><block s="reportVariadicEquals"><list><block s="reportBlockAttribute"><l><option>type</option></l><block s="reifyReporter"><script></script><list></list></block></block><l>3</l></list></block><block s="reportVariadicEquals"><list><block s="reportBlockAttribute"><l><option>label</option></l><block s="reifyReporter"><script></script><list></list></block></block><block var="label"/></list></block></list></block></autolambda><list></list></block><block s="reportGet"><l><option>blocks</option></l></block></block></block><block s="doIfElse"><block s="reportIsA"><block var="old"/><l><option>predicate</option></l></block><script><block s="doSetBlockAttribute"><l><option>definition</option></l><block var="old"/><block var="def"/></block><block s="doSetBlockAttribute"><l><option>comment</option></l><block var="old"/><block var="comment"/></block></script><script><block s="doDefineBlock"><l>block</l><block var="label"/><block var="def"/></block><block s="doSetBlockAttribute"><l><option>category</option></l><block var="block"/><l>6</l></block><block s="doSetBlockAttribute"><l><option>type</option></l><block var="block"/><l>predicate</l></block><block s="doSetBlockAttribute"><l><option>slots</option></l><block var="block"/><l>list</l></block><block s="doSetBlockAttribute"><l><option>comment</option></l><block var="block"/><block var="comment"/></block></script></block></script><scripts><script x="517.9686920166014" y="14.366666666666745"><block s="receiveSlotEvent"><l>tag</l><l><option>menu</option></l></block><block s="doDeclareVariables"><list><l>name</l><l>tags</l></list></block><block s="doIfElse"><block s="reportIsA"><block s="reportListItem"><l>1</l><block s="reportListItem"><l>1</l><block var="data"/></block></block><l><option>text</option></l></block><script><block s="doSetVar"><l>name</l><block s="reportListItem"><l>1</l><block s="reportListItem"><l><option>last</option></l><block s="reportListAttribute"><l><option>columns</option></l><block var="data"/></block></block></block></block><block s="doSetVar"><l>tags</l><block s="reportListAttribute"><l><option>sorted</option></l><block s="reportListAttribute"><l><option>uniques</option></l><block s="reportListItem"><l><option>last</option></l><block s="reportListAttribute"><l><option>columns</option></l><block s="reportCDR"><block var="data"/></block></block></block></block></block></block></script><script><block s="doSetVar"><l>name</l><l></l></block><block s="doSetVar"><l>tags</l><block s="reportListAttribute"><l><option>sorted</option></l><block s="reportListAttribute"><l><option>uniques</option></l><block s="reportListItem"><l><option>last</option></l><block s="reportListAttribute"><l><option>columns</option></l><block var="data"/></block></block></block></block></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="tags"/><block s="reportNewList"><list><l>0</l><l>1</l></list></block></list></block><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="reportTextAttribute"><l><option>length</option></l><block var="name"/></block><l>0</l></list></block><script><block s="doReport"><block s="reportNewList"><list><block var="name"/></list></block></block></script><list></list></block><block s="doReport"><block s="reportNewList"><list></list></block></block></script><list></list></block><block s="doReport"><block var="tags"/></block></script></scripts></block-definition><block-definition s="classifier for %&apos;data&apos; tag %&apos;tag&apos; classes %&apos;classes&apos; %&apos;options&apos;" type="reporter" category="Neural Networks" helper="true"><header></header><code></code><translations></translations><inputs><input type="%l" initial="1"></input><input type="%s" initial="1"></input><input type="%n" initial="1"></input><input type="%mult%n" expand="epochs&#xD;partition&#xD;hidden layers&#xD;:&#xD;:&#xD;:&#xD;:&#xD;:&#xD;:&#xD;:&#xD;" max="10">$_auto&#xD;0.8&#xD;$_auto</input></inputs><script><block s="doDeclareVariables"><list><l>ai</l><l>training</l><l>validation</l><l>last</l><l>avg</l><l>done</l><l>epochs</l><l>log</l><l>scale</l><l>cycles</l><l>partition</l><l>topology</l><l>renderer</l><l>flat lines</l><l>readout</l><l>accuracy</l></list></block><block s="doSetVar"><l>cycles</l><block s="reportIfElse"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="options"/></block><l><option>number</option></l></block><block s="reportListItem"><l>1</l><block var="options"/></block><l>0</l></block></block><block s="doSetVar"><l>partition</l><block s="reportIfElse"><block s="reportIsA"><block s="reportListItem"><l>2</l><block var="options"/></block><l><option>number</option></l></block><block s="reportListItem"><l>2</l><block var="options"/></block><l>0.8</l></block></block><block s="doRun"><block s="reifyScript"><script><block s="doSetVar"><l>training</l><l></l></block><block s="doSetVar"><l>validation</l><l></l></block></script><list></list></block><custom-block s="partition table %l by %n"><block var="data"/><block var="partition"/></custom-block></block><block s="doSetVar"><l>topology</l><block s="evaluate"><block s="reifyReporter"><autolambda><block s="reportConcatenatedLists"><list><block s="reportDifference"><l></l><l>1</l></block><block s="reportIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="reportListAttribute"><l><option>length</option></l><block var="options"/></block><l>2</l></list></block><block s="reportVariadicNotEquals"><list><block s="reportListItem"><l>3</l><block var="options"/></block><l>auto</l></list></block></list></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block s="reportListItem"><l>3</l><block var="options"/></block><l>0</l></list></block><block s="reportNewList"><list></list></block><block s="reportListItem"><block s="reportNumbers"><l>3</l><block s="reportListAttribute"><l><option>length</option></l><block var="options"/></block></block><block var="options"/></block></block><block s="reportVariadicMax"><list><block s="reportRound"><block s="reportVariadicProduct"><list><l></l><l>.2</l></list></block></block><l>5</l><block var="classes"/></list></block></block><block var="classes"/></list></block></autolambda><list></list></block><list><block s="reportListAttribute"><l><option>length</option></l><block s="reportListAttribute"><l><option>columns</option></l><block var="training"/></block></block></list></block></block><block s="doSetVar"><l>ai</l><custom-block s="new neural network %mult%n"><block var="topology"/></custom-block></block><block s="doSetVar"><l>epochs</l><l>0</l></block><block s="doSetVar"><l>done</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doSetVar"><l>last</l><block s="reportListAttribute"><l><option>length</option></l><block var="training"/></block></block><block s="doSetVar"><l>log</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>scale</l><block s="reportVariadicMin"><list><l>1</l><block s="reportQuotient"><l>10</l><block s="reportVariadicMax"><block var="topology"/></block></block></list></block></block><block s="doSetVar"><l>renderer</l><block s="newClone"><l><option>Turtle sprite</option></l></block></block><block s="doSetVar"><l>flat lines</l><block s="reportGlobalFlag"><l><option>flat line ends</option></l></block></block><block s="doTellTo"><block var="renderer"/><block s="reifyScript"><script><block s="hide"></block></script><list></list></block><list></list></block><block s="doUntil"><block var="done"/><script><block s="doChangeVar"><l>epochs</l><l>1</l></block><block s="doAddToList"><block s="reportQuotient"><block s="reportQuotient"><custom-block s="%s network %s on %l"><l><option>train</option></l><block var="ai"/><block var="training"/></custom-block><block s="reportVariadicMin"><list><block s="reportListItem"><l><option>last</option></l><block var="topology"/></block><l>2</l></list></block></block><block s="reportListAttribute"><l><option>length</option></l><block var="training"/></block></block><block var="log"/></block><block s="doSetVar"><l>done</l><block s="reportVariadicAnd"><list><block s="reportMouseDown"></block><block s="reportVariadicAnd"><block s="reportVariadicLessThan"><list><block s="reportMonadic"><l><option>abs</option></l><block s="reportMousePosition"></block></block><block s="reportNewList"><list><l>50</l><l>50</l></list></block></list></block></block></list></block></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="cycles"/><l>0</l></list></block><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="epochs"/><l>20</l></list></block><script><block s="doSetVar"><l>avg</l><block s="reportVariadicSum"><block s="reportQuotient"><block s="reportListItem"><block s="reportNumbers"><block s="reportListAttribute"><l><option>length</option></l><block var="log"/></block><block s="reportDifference"><block s="reportListAttribute"><l><option>length</option></l><block var="log"/></block><l>19</l></block></block><block var="log"/></block><l>10</l></block></block></block><block s="doSetVar"><l>done</l><block s="reportVariadicOr"><list><block s="reportVariadicLessThan"><list><block s="reportDifference"><block var="last"/><block var="avg"/></block><l>0.0005</l></list></block><block var="done"/></list></block></block><block s="doSetVar"><l>last</l><block var="avg"/></block></script><list></list></block></script><script><block s="doSetVar"><l>done</l><block s="reportVariadicOr"><list><block s="reportVariadicGreaterThanOrEquals"><list><block var="epochs"/><block var="cycles"/></list></block><block var="done"/></list></block></block></script></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><l><bool>true</bool></l></block><block s="doSetVar"><l>readout</l><block s="reportJoinWords"><list><block s="reportQuotient"><block s="reportRound"><block s="reportVariadicProduct"><list><block s="reportDifference"><l>1</l><block s="reportListItem"><l><option>last</option></l><block var="log"/></block></block><l>1000</l></list></block></block><l>10</l></block><l>%</l></list></block></block><block s="doTellTo"><block var="renderer"/><block s="reifyScript"><script><block s="setPenColorDimension"><l><option>transparency</option></l><l>60</l></block><custom-block s="plot bars %l %group%n%b%b"><block s="reportVariadicProduct"><list><block var="log"/><block s="reportAttributeOf"><l><option>height</option></l><block s="reportGet"><l><option>stage</option></l></block></block></list></block><list></list></custom-block><block s="gotoXY"><block s="reportDifference"><block s="reportAttributeOf"><l><option>right</option></l><block s="reportGet"><l><option>stage</option></l></block></block><block s="reportVariadicSum"><list><block s="reportApplyExtension"><l>txt_width(txt, fontsize)</l><list><block var="tag"/><l>24</l></list></block><l>28</l></list></block></block><block s="reportDifference"><block s="reportAttributeOf"><l><option>top</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>34</l></block></block><block s="write"><block var="tag"/><l>24</l></block><block s="setPenColorDimension"><l><option>transparency</option></l><l>0</l></block><custom-block s="render neural model %l %group%n%b%clr"><custom-block s="%s of network %s"><l><option>get model</option></l><block var="ai"/></custom-block><list><block var="scale"/><l><bool>false</bool></l><color>214,49,0,255</color></list></custom-block><block s="gotoXY"><block s="reportDifference"><block s="reportAttributeOf"><l><option>right</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>100</l></block><block s="reportDifference"><block s="reportAttributeOf"><l><option>top</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>60</l></block></block><block s="write"><block var="readout"/><l>24</l></block></script><list></list></block><list></list></block></script></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><block var="flat lines"/></block><block s="doSetVar"><l>accuracy</l><custom-block s="%s network %s on %l"><l><option>validate</option></l><block var="ai"/><block s="reportIfElse"><block s="reportListIsEmpty"><block var="validation"/></block><block var="training"/><block var="validation"/></block></custom-block></block><block s="doSetVar"><l>readout</l><block s="reportJoinWords"><list><block s="reportQuotient"><block s="reportRound"><block s="reportVariadicProduct"><list><block var="accuracy"/><l>1000</l></list></block></block><l>10</l></block><l>%</l></list></block></block><block s="doTellTo"><block var="renderer"/><block s="reifyScript"><script><block s="gotoXY"><block s="reportDifference"><block s="reportAttributeOf"><l><option>right</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>100</l></block><block s="reportDifference"><block s="reportAttributeOf"><l><option>top</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>86</l></block></block><block s="setColor"><color>4,148,220,1</color></block><block s="write"><block var="readout"/><l>24</l></block><block s="removeClone"></block></script><list></list></block><list></list></block><block s="doReport"><block s="reportNewList"><list><block var="ai"/><block var="accuracy"/></list></block></block></script></block-definition><block-definition s="%&apos;selector&apos; network %&apos;network&apos; on %&apos;dataset&apos;" type="reporter" category="Neural Networks"><comment x="0" y="0" w="239" collapsed="false">Train a single epoch or validate a neural model on a truth-table dataset (a list of number-vectors with the expected classification in the last column).&#xD;&#xD;For &quot;train&quot; this reports the accumulated activation error over the epoch.&#xD;&#xD;For &quot;validate&quot; this reports the overall classification accuracy of the dataset.&#xD;&#xD;For &quot;confusion matrix&quot; this reports an aggregated binary error table in the form:&#xD;TP, FP&#xD;FN, TN</comment><header></header><code></code><translations>de:_ Netzwerk _ mit _&#xD;ca:_ xarxa _ amb _&#xD;</translations><inputs><input type="%s" readonly="true" irreplaceable="true" initial="1">$_train<options>train=$_train&#xD;validate=$_validate&#xD;&#126;&#xD;confusion matrix=$_confusion matrix</options></input><input type="%s" readonly="true" initial="1"></input><input type="%l" initial="1"></input></inputs><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="selector"/><l>confusion matrix</l></list></block><script><block s="doReport"><block s="reportReshape"><block s="reportListItem"><block s="reportNewList"><list><l>tp</l><l>fp</l><l>fn</l><l>tn</l></list></block><block s="reportListAttribute"><l><option>distribution</option></l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportVariadicAnd"><block var="value"/></block><l>TP</l><block s="reportIfElse"><block s="reportVariadicAnd"><block s="reportNot"><block var="value"/></block></block><l>TN</l><block s="reportIfElse"><block s="reportListItem"><l>1</l><block var="value"/></block><l>FN</l><l>FP</l></block></block></block></autolambda><list><l>value</l></list></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportNewList"><list><block s="reportVariadicEquals"><list><block s="reportListItem"><l><option>last</option></l><l/></block><l>1</l></list></block><block s="reportVariadicEquals"><list><block s="reportVariadicSum"><custom-block s="%s %l with network %s"><l><option>classify</option></l><l/><block var="network"/></custom-block></block><l>1</l></list></block></list></block></autolambda><list></list></block><block var="dataset"/></block></block></block></block><list><l>2</l><l>2</l></list></block></block></script><list></list></block><block s="doReport"><block s="evaluate"><block s="reportListItem"><block var="selector"/><block var="network"/></block><list><block s="reportListAttribute"><l><option>shuffled</option></l><block var="dataset"/></block></list></block></block></script></block-definition><block-definition s="%&apos;selector&apos; %&apos;sample&apos; with network %&apos;network&apos;" type="reporter" category="Neural Networks"><comment x="0" y="0" w="209" collapsed="false">Predict and report the classification of a given data sample - a list of numbers representing a single record in a dataset - using the specified neural network instance. The result is a list of numbers representing the neural network&apos;s output layer.&#xD;&#xD;The &quot;classify&quot; selector reports the absolute classification, &quot;predict&quot; reports the unrounded output of the forward pass, letting you determine the neural network&apos;s confidence.</comment><header></header><code></code><translations>de:_ _ mit Netzwerk _&#xD;ca:_ _ amb la xarxa _&#xD;</translations><inputs><input type="%s" readonly="true" irreplaceable="true" initial="1">$_classify<options>classify=$_classify&#xD;predict=$_predict</options></input><input type="%l" readonly="true" initial="1"></input><input type="%s" readonly="true" initial="1"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportListItem"><block var="selector"/><block var="network"/></block><list><block var="sample"/></list></block></block></script></block-definition><block-definition s="%&apos;selector&apos; of network %&apos;network&apos;" type="reporter" category="Neural Networks" space="true"><comment x="0" y="0" w="182" collapsed="false">Query the model or the learning rate of a given neural network.&#xD;&#xD;For &quot;model&quot; this reports a list of weight-matrices representing the neural network&apos;s hidden and output layers. Models can be exported and shared among projects.&#xD;&#xD;For &quot;learning rate&quot; this reports a single number representing the neural network&apos;s eagerness to adjust its weights when learning.</comment><header></header><code></code><translations>de:_ von Netzwerk _&#xD;ca:_ de la xarxa _&#xD;</translations><inputs><input type="%s" readonly="true" irreplaceable="true" initial="1">$_get model<options>get model=$_get model&#xD;get learning rate=$_get learning rate&#xD;get topology=$_get topology</options></input><input type="%s" readonly="true" initial="1"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportListItem"><block var="selector"/><block var="network"/></block><list></list></block></block></script></block-definition><block-definition s="%&apos;selector&apos; of network %&apos;network&apos; to %&apos;data&apos;" type="command" category="Neural Networks"><comment x="0" y="0" w="131.0000000000001" collapsed="false">Assign a pre-trained model to the given neural network or change its learning rate.</comment><header></header><code></code><translations>de:_ von Netzwerk _ auf _&#xD;ca:_ de la xarxa _ a _&#xD;</translations><inputs><input type="%s" readonly="true" irreplaceable="true" initial="1">$_set model<options>set model=$_set model&#xD;set learning rate=$_set learning rate</options></input><input type="%s" readonly="true" initial="1"></input><input type="%n" initial="1"></input></inputs><script><block s="doRun"><block s="reportListItem"><block var="selector"/><block var="network"/></block><list><block var="data"/></list></block></script></block-definition><block-definition s="blockify %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:blockifiziere _&#xD;</translations><inputs><input type="%l" initial="1"></input></inputs><script><block s="doReport"><block s="reportIfElse"><block s="reportIsA"><block var="data"/><l><option>list</option></l></block><block s="reportJoinWords"><list><block s="reifyReporter"><autolambda><block s="reportNewList"><list></list></block></autolambda><list></list></block><block s="reportCONS"><block s="reportListAttribute"><l><option>length</option></l><block var="data"/></block><block s="reportMap"><block s="reportEnvironment"><l><option>script</option></l></block><block var="data"/></block></block></list></block><block s="reportIfElse"><block s="reportIsA"><block var="data"/><l><option>Boolean</option></l></block><block s="reportJoinWords"><list><block s="reifyPredicate"><autolambda><block s="reportBoolean"><l><bool>true</bool></l></block></autolambda><list></list></block><block var="data"/></list></block><block s="reportIfElse"><block s="reportIsA"><block var="data"/><l><option>script</option></l></block><block s="reportJoinWords"><list><block s="reifyReporter"><autolambda><block s="reifyReporter"><script></script><list></list></block></autolambda><list></list></block><block var="data"/></list></block><block var="data"/></block></block></block></block></script></block-definition><block-definition s="generate classifier for %&apos;tag&apos; in %&apos;data&apos; %&apos;options&apos;" type="command" category="Neural Networks" helper="true"><header></header><code></code><translations>de:generiere Prädikat für _ in _ _&#xD;</translations><inputs><input type="%s" initial="1">$_tag<options>§_dynamicMenu</options></input><input type="%l" initial="1"></input><input type="%mult%n" expand="$_epochs&#xD;$_partition&#xD;$_hidden layers&#xD;:&#xD;:&#xD;:&#xD;:&#xD;:&#xD;:&#xD;:&#xD;" max="10">$_auto&#xD;0.8&#xD;$_auto</input></inputs><script><block s="doDeclareVariables"><list><l>init</l><l>norm</l><l>sample</l><l>var name</l><l>var getter</l><l>ai</l><l>label</l><l>old</l><l>def</l><l>comment</l><l>features</l><l>classes</l><l>targets</l></list></block><block s="doSetVar"><l>data</l><block s="reportIfElse"><block s="reportIsA"><block s="reportListItem"><l>1</l><block s="reportListItem"><l>1</l><block var="data"/></block></block><l><option>text</option></l></block><block s="reportCDR"><block var="data"/></block><block var="data"/></block></block><block s="doSetVar"><l>targets</l><block s="reportListItem"><l><option>last</option></l><block s="reportListAttribute"><l><option>columns</option></l><block var="data"/></block></block></block><block s="doSetVar"><l>classes</l><block s="reportListAttribute"><l><option>sorted</option></l><block s="reportListAttribute"><l><option>uniques</option></l><block var="targets"/></block></block></block><block s="doSetVar"><l>features</l><block s="reportDifference"><block s="reportListAttribute"><l><option>length</option></l><block s="reportListAttribute"><l><option>columns</option></l><block var="data"/></block></block><l>1</l></block></block><block s="doSetVar"><l>data</l><block s="reportListAttribute"><l><option>columns</option></l><block s="reportListItem"><block s="reportNumbers"><l>1</l><block var="features"/></block><block s="reportListAttribute"><l><option>columns</option></l><block var="data"/></block></block></block></block><block s="doSetVar"><l>norm</l><custom-block s="normalization for table %l"><block var="data"/></custom-block></block><block s="doSetVar"><l>data</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportConcatenatedLists"><list><block s="evaluate"><block var="norm"/><list><block var="record"/></list></block><block s="reportListIndex"><block s="reportListItem"><block var="index"/><block var="targets"/></block><block var="classes"/></block></list></block></autolambda><list><l>record</l><l>index</l></list></block><block var="data"/></block></block><block s="doSetVar"><l>var name</l><block s="reportJoinWords"><list><l>_AI: </l><block var="tag"/></list></block></block><block s="doSetVar"><l>var getter</l><block s="reportJoinWords"><list><block s="reifyReporter"><autolambda><block var="a"/></autolambda><list></list></block><block var="var name"/></list></block></block><block s="doSetVar"><l>ai</l><custom-block s="classifier for %l tag %s classes %n %mult%n"><block var="data"/><block var="tag"/><block s="reportListAttribute"><l><option>length</option></l><block var="classes"/></block><block var="options"/></custom-block></block><block s="doApplyExtension"><l>var_declare(scope, name)</l><list><l>global</l><block var="var name"/></list></block><block s="doRun"><block s="reifyScript"><script><block s="doSetVar"><l></l><l></l></block></script><list></list></block><list><block var="var name"/><block s="reportListItem"><l>1</l><block var="ai"/></block></list></block><block s="doSetVar"><l>init</l><block s="reportTextSplit"><block s="reifyScript"><script><block s="doIf"><block s="reportNot"><block s="reportIsA"><l></l><l><option>list</option></l></block></block><script><block s="doSetVar"><l></l><custom-block s="new neural network %mult%n"><list><l>0</l><l>0</l></list></custom-block></block><custom-block s="%s of network %s to %n"><l><option>set model</option></l><l></l><l></l></custom-block></script><list></list></block></script><list><l>sample</l></list></block><l><option>blocks</option></l></block></block><block s="doReplaceInList"><l>2</l><block s="reportListItem"><l>2</l><block s="reportListItem"><l>2</l><block var="init"/></block></block><block var="var getter"/></block><block s="doReplaceInList"><l>2</l><block s="reportListItem"><l>1</l><block s="reportListItem"><l>3</l><block var="init"/></block></block><block var="var name"/></block><block s="doReplaceInList"><l>3</l><block s="reportListItem"><l>2</l><block s="reportListItem"><l>3</l><block var="init"/></block></block><block var="var getter"/></block><block s="doReplaceInList"><l>4</l><block s="reportListItem"><l>2</l><block s="reportListItem"><l>3</l><block var="init"/></block></block><custom-block s="blockify %l"><custom-block s="%s of network %s"><l><option>get model</option></l><block s="reportListItem"><l>1</l><block var="ai"/></block></custom-block></custom-block></block><block s="doSetVar"><l>norm</l><block s="reportTextSplit"><block var="norm"/><l><option>blocks</option></l></block></block><block s="doReplaceInList"><l>2</l><block s="reportListItem"><l>2</l><block var="norm"/></block><block s="reifyReporter"><autolambda><block var="sample"/></autolambda><list></list></block></block><block s="doSetVar"><l>label</l><block s="reportJoinWords"><list><block var="tag"/><l> </l><block s="reportApplyExtension"><l>ide_translate(text)</l><list><l>of</l></list></block><l> _</l></list></block></block><block s="doSetVar"><l>def</l><block s="reportJoinWords"><list><block var="init"/><block s="reportNewList"><list><block s="reportJoinWords"><list><block s="reifyScript"><script><block s="doReport"><l></l></block></script><list></list></block><block s="reportJoinWords"><list><block s="reifyReporter"><autolambda><block s="reportListItem"><l></l><l/></block></autolambda><list></list></block><block s="reportJoinWords"><list><block s="reifyReporter"><autolambda><custom-block s="%s %l with network %s"><l></l><l/><l></l></custom-block></autolambda><list></list></block><block s="reportApplyExtension"><l>txt_transform(name, txt)</l><list><l>select</l><l>classify</l></list></block><block s="reportJoinWords"><block var="norm"/></block><block s="reportJoinWords"><list><block s="reifyReporter"><autolambda><block var="a"/></autolambda><list></list></block><block var="var name"/></list></block></list></block><custom-block s="blockify %l"><block var="classes"/></custom-block></list></block></list></block></list></block></list></block></block><block s="doSetVar"><l>comment</l><block s="reportJoinWords"><list><l>predict the data sample&apos;s </l><block var="tag"/><l>, estimated accuracy: </l><block s="reportVariadicMin"><list><block s="reportQuotient"><block s="reportRound"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="ai"/></block><l>1000</l></list></block></block><l>10</l></block><l>99.9</l></list></block><l>%.</l></list></block></block><block s="doSetVar"><l>old</l><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportVariadicAnd"><list><block s="reportBlockAttribute"><l><option>custom?</option></l><block s="reifyReporter"><script></script><list></list></block></block><block s="reportVariadicEquals"><list><block s="reportBlockAttribute"><l><option>type</option></l><block s="reifyReporter"><script></script><list></list></block></block><l>2</l></list></block><block s="reportVariadicEquals"><list><block s="reportBlockAttribute"><l><option>label</option></l><block s="reifyReporter"><script></script><list></list></block></block><block var="label"/></list></block></list></block></autolambda><list></list></block><block s="reportGet"><l><option>blocks</option></l></block></block></block><block s="doIfElse"><block s="reportIsA"><block var="old"/><l><option>reporter</option></l></block><script><block s="doSetBlockAttribute"><l><option>definition</option></l><block var="old"/><block var="def"/></block><block s="doSetBlockAttribute"><l><option>comment</option></l><block var="old"/><block var="comment"/></block></script><script><block s="doDefineBlock"><l>block</l><block var="label"/><block var="def"/></block><block s="doSetBlockAttribute"><l><option>category</option></l><block var="block"/><l>6</l></block><block s="doSetBlockAttribute"><l><option>type</option></l><block var="block"/><l>reporter</l></block><block s="doSetBlockAttribute"><l><option>slots</option></l><block var="block"/><l>list</l></block><block s="doSetBlockAttribute"><l><option>comment</option></l><block var="block"/><block var="comment"/></block></script></block></script><scripts><script x="510.9686920166014" y="31.36666666666656"><block s="receiveSlotEvent"><l>tag</l><l><option>menu</option></l></block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block s="reportListItem"><l>1</l><block var="data"/></block></block><l><option>text</option></l></block><script><block s="doReport"><block s="reportNewList"><list><block s="reportListItem"><l>1</l><block s="reportListItem"><l><option>last</option></l><block s="reportListAttribute"><l><option>columns</option></l><block var="data"/></block></block></block></list></block></block></script><list></list></block><block s="doReport"><block s="reportNewList"><list><l>class</l></list></block></block></script></scripts></block-definition><block-definition s="new perceptron sprite" type="reporter" category="Neural Networks" space="true"><comment x="0" y="0" w="227.9999999999999" collapsed="false">Create and report a new sprite that can serve as a layer in a neural network of sprites. It responds to 3 events / methods:&#xD;&#xD;1) setup&#xD;Initializes the layer with a list of 2 numbers representing the number of inputs and the number of desired output neurons.&#xD;&#xD;2) predict&#xD;Reports the result of a forward pass of a single sample / record with the precision of the activation function, i.e. not rounded for classification. If you wish to use this answer to classify the record you must also sum and round the list of results.&#xD;&#xD;3) learn&#xD;Adjusts the layer&apos;s weights depending on the given delta vector and reports a new delta vector to be backpropagated to the previous layer, if any.&#xD;&#xD;You can either use a single sprite as a SLP (perceptron), or clone it several time to create additional hidden layers for a deep neural network by using a forward PIPE for prediction and a backward PIPE for learning.</comment><header></header><code></code><translations>de:neues Perzeptron Objekt&#xD;</translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>perceptron</l></list></block><block s="doSetVar"><l>perceptron</l><block s="newClone"><l><option>Turtle sprite</option></l></block></block><block s="doTellTo"><block var="perceptron"/><block s="reifyScript"><script><block s="doSetVar"><l><option>my temporary?</option></l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doSetVar"><l><option>my name</option></l><l>Perceptron</l></block><block s="doApplyExtension"><l>var_declare(scope, name)</l><list><l>sprite</l><l>inputs</l></list></block><block s="doApplyExtension"><l>var_declare(scope, name)</l><list><l>sprite</l><l>weights</l></list></block><block s="doSetVar"><l><option>my scripts</option></l><block s="reportNewList"><list><block s="reifyReporter"><script><block s="receiveMessage"><l>setup</l><list><l>in : out</l></list></block><block s="doSetVar"><l>weights</l><block s="reportRandom"><l>-1.0</l><block s="reportReshape"><l>1</l><list><block s="reportListItem"><l>2</l><block var="in : out"/></block><block s="reportVariadicSum"><list><block s="reportListItem"><l>1</l><block var="in : out"/></block><l>1</l></list></block></list></block></block></block></script><list></list></block><block s="reifyReporter"><script><block s="receiveMessage"><l>predict</l><list><l>sample</l></list></block><block s="doSetVar"><l>inputs</l><block var="sample"/></block><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportMonadic"><l><option>sigmoid</option></l><block s="reportVariadicSum"><block s="reportVariadicProduct"><list><block s="reportCONS"><l>1</l><block var="sample"/></block><l></l></list></block></block></block></autolambda><list></list></block><block var="weights"/></block></block></script><list></list></block><block s="reifyReporter"><script><block s="receiveMessage"><l>learn</l><list><l>delta</l></list></block><block s="doDeclareVariables"><list><l>next delta</l></list></block><block s="doSetVar"><l>next delta</l><block s="reportVariadicSum"><block s="reportVariadicProduct"><list><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><block var="inputs"/><block s="reportDifference"><l>1</l><block var="inputs"/></block></list></block></autolambda><list></list></block><block var="delta"/></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportCDR"><l/></block></autolambda><list></list></block><block var="weights"/></block></list></block></block></block><block s="doChangeVar"><l>weights</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><block s="reportCONS"><l>1</l><block var="inputs"/></block><block var="learning rate"/></list></block></autolambda><list></list></block><block var="delta"/></block></block><block s="doReport"><block var="next delta"/></block></script><list></list></block></list></block></block></script><list></list></block><list></list></block><block s="doApplyExtension"><l>var_declare(scope, name)</l><list><l>global</l><l>learning rate</l></list></block><block s="doRun"><block s="reifyScript"><script><block s="doSetVar"><l></l><l>0.5</l></block></script><list></list></block><list><l>learning rate</l></list></block><block s="doReport"><block var="perceptron"/></block></script></block-definition><block-definition s="vectorize %&apos;n&apos; out of %&apos;size&apos;" type="reporter" category="Neural Networks" space="true"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1"></input><input type="%n" initial="1"></input></inputs><script><block s="doDeclareVariables"><list><l>vec</l></list></block><block s="doSetVar"><l>vec</l><block s="reportReshape"><l>0</l><list><block var="size"/></list></block></block><block s="doReplaceInList"><block var="n"/><block var="vec"/><l>1</l></block><block s="doReport"><block var="vec"/></block></script></block-definition><block-definition s="classify vector %&apos;vector&apos;" type="reporter" category="Neural Networks"><header></header><code></code><translations></translations><inputs><input type="%l" initial="1"></input></inputs><script><block s="doReport"><block s="reportListIndex"><block s="reportVariadicMax"><block var="vector"/></block><block var="vector"/></block></block></script></block-definition><block-definition s="softmax of %&apos;vector&apos;" type="reporter" category="Neural Networks"><header></header><code></code><translations></translations><inputs><input type="%l" initial="1"></input></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportMonadic"><l><option>e^</option></l><block var="vector"/></block><block s="reportVariadicSum"><block s="reportMonadic"><l><option>e^</option></l><block var="vector"/></block></block></block></block></script></block-definition><block-definition s="validity %&apos;dtb&apos;" type="command" category="variables"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doSetVar"><l>validity</l><block s="reportCONS"><block s="reportNewList"><list><l>expected</l><l>predicted</l><l>check?</l></list></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportConcatenatedLists"><list><block var="pair"/><block s="reportVariadicEquals"><block var="pair"/></block></list></block></autolambda><list><l>pair</l></list></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportNewList"><list><block s="reportListItem"><l><option>last</option></l><l/></block><block s="reportListItem"><custom-block s="classify vector %l"><block s="reportPipe"><block s="evaluate"><block var="normalize"/><list><l></l></list></block><list><block s="reifyReporter"><autolambda><block s="reportPoll"><l>predict</l><list><l>Hidden</l><l></l></list></block></autolambda><list></list></block><block s="reifyReporter"><autolambda><block s="reportPoll"><l>predict</l><list><l>Output</l><l></l></list></block></autolambda><list></list></block></list></block></custom-block><block var="classes"/><comment w="157" collapsed="false">classification is achieved by first finding the index of the greatest probability in the output vector and looking up the corresponding tag in the list list of classes</comment></block></list></block></autolambda><list></list></block><block var="dtb"/></block><comment w="156" collapsed="false">validation should be performed on different data than what the neural network has been trained on.</comment></block></block></block><block s="doSetVar"><l>validcount</l><l>0</l></block><block s="doForEach"><l>item</l><block var="validity"/><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportListItem"><l>1</l><block var="item"/></block><block s="reportListItem"><l>2</l><block var="item"/></block></list></block><script><block s="doChangeVar"><l>validcount</l><l>1</l></block></script><list></list></block></script></block><block s="doSetVar"><l>validcount</l><block s="reportRound"><block s="reportVariadicProduct"><list><l>100</l><block s="reportQuotient"><block var="validcount"/><block s="reportListAttribute"><l><option>length</option></l><block var="validity"/></block></block></list></block></block></block></script></block-definition><block-definition s="%&apos;repeat&apos; times %&apos;fun&apos;" type="reporter" category="control"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1">500</input><input type="%repRing" readonly="true" initial="1"></input></inputs><script><block s="doReport"><block s="reportVariadicSum"><list><l>1</l><block s="reportRound"><block s="reportQuotient"><block s="reportVariadicSum"><block s="reportVariadicSum"><block s="reportMap"><block var="fun"/><block s="reportNumbers"><l>1</l><block var="repeat"/></block></block></block></block><block var="repeat"/></block></block></list></block></block></script></block-definition><block-definition s="turbo %&apos;action&apos;" type="command" category="other"><header></header><code></code><translations>pt:executa no modo turbo _&#xD;</translations><inputs><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>begin</l></list></block><block s="doSetVar"><l>begin</l><block s="reportGlobalFlag"><l><option>turbo mode</option></l></block></block><block s="doSetGlobalFlag"><l><option>turbo mode</option></l><l><bool>true</bool></l></block><block s="doRun"><block var="action"/><list></list></block><block s="doSetGlobalFlag"><l><option>turbo mode</option></l><block var="begin"/></block></script></block-definition><block-definition s="%&apos;frequency&apos; Hz for %&apos;duration&apos; secs at %&apos;sample rate&apos; Hz sample rate" type="reporter" category="sound"><header></header><code></code><translations>pt:as amostras de som com _ Hz de _ s amostrado a _ Hz&#xD;ca:_ Hz durant _ segons amb mostreig de _ Hz&#xD;pl:_ Hz przez _ s przy częstotliwości _ Hz&#xD;</translations><inputs><input type="%n">440<options>a 55=55&#xD;a 110=110&#xD;a 220=220&#xD;a 440=440&#xD;a 880=880&#xD;a 1760=1760&#xD;a 3520=3520</options></input><input type="%n">1</input><input type="%n">44100<options>22.05 kHz=22050&#xD;44.1 kHz=44100&#xD;88.2 kHz=88200&#xD;96 kHz=96000</options></input></inputs><script><block s="doReport"><block s="reportMonadic"><l><option>sin</option></l><custom-block s="degrees %n"><block s="reportVariadicProduct"><list><l>2</l><custom-block s="PI"></custom-block><block var="frequency"/><block s="reportQuotient"><block s="reportNumbers"><l>1</l><block s="reportVariadicProduct"><list><block var="duration"/><block var="sample rate"/></list></block></block><block var="sample rate"/></block></list></block></custom-block></block></block></script></block-definition><block-definition s="PI" type="reporter" category="operators"><header></header><code></code><translations>pt:π&#xD;</translations><inputs></inputs><script><block s="doReport"><l>3.141592653589793</l></block></script></block-definition><block-definition s="degrees %&apos;radians&apos;" type="reporter" category="operators"><header></header><code></code><translations>pt:_ radianos em graus&#xD;ca:graus de _ radiants&#xD;pl:stopnie _&#xD;</translations><inputs><input type="%n">0.5</input></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="radians"/><l>180</l></list></block><custom-block s="PI"></custom-block></block></block></script></block-definition><block-definition s="sound named %&apos;name&apos;" type="reporter" category="sensing"><header></header><code></code><translations>pt:o som _&#xD;ca:so de nom _&#xD;pl:dźwięk o nazwie _&#xD;</translations><inputs><input type="%s"><options>§_soundsMenu</options></input></inputs><script><block s="doReport"><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><block s="reportGetSoundAttribute"><l><option>name</option></l><l></l></block><block var="name"/></list></block></autolambda><list></list></block><block s="reportGet"><l><option>sounds</option></l></block></block></block></script></block-definition><block-definition s="plot sound %&apos;name&apos;" type="command" category="pen"><comment x="0" y="0" w="164" collapsed="false">quickly plot the samples of a sound, a list of samples (single channel), or a list of lists (multiple channels) to the stage at a lower resolution.</comment><header></header><code></code><translations>pt:desenha o gráfico do som _&#xD;ca:dibuixa el so _&#xD;pl:wykres dźwięku _&#xD;</translations><inputs><input type="%s" readonly="true"><options>§_soundsMenu</options></input></inputs><script><block s="doDeclareVariables"><list><l>samples</l><l>step</l><l>offset</l><l>i</l><l>sound</l></list></block><block s="doSetVar"><l>sound</l><block s="reportIfElse"><block s="reportVariadicOr"><list><block s="reportIsA"><block var="name"/><l><option>list</option></l></block><block s="reportIsA"><block var="name"/><l><option>sound</option></l></block></list></block><block var="name"/><custom-block s="sound named %s"><block var="name"/></custom-block></block></block><block s="doIfElse"><block s="reportIsA"><block var="sound"/><l><option>sound</option></l></block><script><block s="doSetVar"><l>samples</l><block s="reportGetSoundAttribute"><l><option>samples</option></l><block var="sound"/></block></block><block s="doSetVar"><l>step</l><block s="reportQuotient"><block s="reportGetSoundAttribute"><l><option>length</option></l><block var="sound"/></block><block s="reportVariadicProduct"><list><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>2</l></list></block></block></block></script><script><block s="doSetVar"><l>samples</l><block var="sound"/></block></script></block><block s="clear"></block><block s="up"></block><block s="doIfElse"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="samples"/></block><l><option>list</option></l></block><script><block s="doSetVar"><l>step</l><block s="reportQuotient"><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="samples"/></block></block><block s="reportVariadicProduct"><list><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>2</l></list></block></block></block><block s="doSetVar"><l>offset</l><block s="reportQuotient"><block s="reportAttributeOf"><l><option>height</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>4</l></block></block><block s="doForEach"><l>channel</l><block var="samples"/><script><block s="doSetVar"><l>i</l><l>0</l></block><block s="gotoXY"><block s="reportQuotient"><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>-2</l></block><block var="offset"/></block><block s="down"></block><block s="setSize"><l>1</l></block><custom-block s="turbo %cs"><script><block s="doRepeat"><block s="reportVariadicProduct"><list><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>2</l></list></block><script><block s="doChangeVar"><l>i</l><block var="step"/></block><block s="gotoXY"><block s="reportVariadicSum"><list><block s="xPosition"></block><l>0.5</l></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><block s="reportMonadic"><l><option>floor</option></l><block var="i"/></block><block var="channel"/></block><block s="reportQuotient"><block s="reportAttributeOf"><l><option>height</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>6.4</l></block></list></block><block var="offset"/></list></block></block></script></block></script></custom-block><block s="up"></block><block s="doChangeVar"><l>offset</l><block s="reportQuotient"><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>-2</l></block></block></script></block></script><script><block s="doSetVar"><l>step</l><block s="reportQuotient"><block s="reportListAttribute"><l><option>length</option></l><block var="samples"/></block><block s="reportVariadicProduct"><list><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>2</l></list></block></block></block><block s="gotoXY"><block s="reportQuotient"><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>-2</l></block><l>0</l></block><block s="down"></block><block s="setSize"><l>1</l></block><custom-block s="turbo %cs"><script><block s="doRepeat"><block s="reportVariadicProduct"><list><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>2</l></list></block><script><block s="doChangeVar"><l>i</l><block var="step"/></block><block s="gotoXY"><block s="reportVariadicSum"><list><block s="xPosition"></block><l>0.5</l></list></block><block s="reportVariadicProduct"><list><block s="reportListItem"><block s="reportMonadic"><l><option>floor</option></l><block var="i"/></block><block var="samples"/></block><block s="reportQuotient"><block s="reportAttributeOf"><l><option>height</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>3.2</l></block></list></block></block></script></block></script></custom-block><block s="up"></block></script></block></script></block-definition><block-definition s="$circleSolid-1-255-0-0 record" type="reporter" category="sensing"><comment x="0" y="0" w="192" collapsed="false">records an audio snippet and reports it as a new sound, or zero if the user cancels</comment><header></header><code></code><translations>pt:$circleSolid-1-255-0-0 uma nova gravação&#xD;ca:$circleSolid-1-255-0-0 enregistra&#xD;pl:$circleSolid-1-255-0-0 nagranie&#xD;</translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>callback</l></list></block><block s="doSetVar"><l>callback</l><block s="reportApplyExtension"><l>mda_record</l><list></list></block></block><block s="doWaitUntil"><block s="reportVariadicNotEquals"><list><block s="evaluate"><block var="callback"/><list></list></block><block s="reportBoolean"><l><bool>false</bool></l></block></list></block></block><block s="doReport"><block s="evaluate"><block var="callback"/><list></list></block></block></script></block-definition><block-definition s="note from %&apos;pitch&apos; hz" type="reporter" category="sound"><header></header><code></code><translations>pt:a nota com _ Hz&#xD;ca:nota de _ Hz&#xD;pl:nuta z _ Hz&#xD;</translations><inputs><input type="%n">440</input></inputs><script><block s="doReport"><block s="reportRound"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>12</l><block s="reportQuotient"><block s="reportMonadic"><l><option>log</option></l><block s="reportQuotient"><block var="pitch"/><l>440</l></block></block><block s="reportMonadic"><l><option>log</option></l><l>2</l></block></block></list></block><l>69</l></list></block></block></block></script></block-definition><block-definition s="hz from note %&apos;note&apos;" type="reporter" category="sound"><header></header><code></code><translations>pt:a frequência da nota _&#xD;ca:freqüència (hz) de la nota _&#xD;pl:częstotliwość z nuty _&#xD;</translations><inputs><input type="%n">69</input></inputs><script><block s="doReport"><block s="reportVariadicProduct"><list><l>440</l><block s="reportPower"><l>2</l><block s="reportQuotient"><block s="reportDifference"><block var="note"/><l>69</l></block><l>12</l></block></block></list></block></block></script></block-definition><block-definition s="name of note %&apos;note&apos;" type="reporter" category="sound"><header></header><code></code><translations>pt:o nome da nota _&#xD;ca:nom de la nota _&#xD;pl:nazwa nuty _&#xD;</translations><inputs><input type="%n">69</input></inputs><script><block s="doReport"><block s="reportListItem"><block s="reportVariadicSum"><list><block s="reportModulus"><block s="reportDifference"><block var="note"/><l>69</l></block><l>12</l></block><l>1</l></list></block><block s="reportNewList"><list><l>A</l><l>Bb</l><l>B</l><l>C</l><l>C#</l><l>D</l><l>D#</l><l>E</l><l>F</l><l>F#</l><l>G</l><l>G#</l></list></block></block></block></script></block-definition><block-definition s="fade in %&apos;samples&apos; for %&apos;count&apos;" type="reporter" category="sound"><header></header><code></code><translations>pl:zanikanie _ przez _&#xD;</translations><inputs><input type="%l"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportVariadicProduct"><list><block var="samples"/><block s="reportConcatenatedLists"><list><block s="reportQuotient"><block s="reportNumbers"><l>0</l><block var="count"/></block><block var="count"/></block><block s="reportReshape"><block s="reportMonadic"><l><option>id</option></l><l>1</l></block><list><block s="reportDifference"><block s="reportListAttribute"><l><option>length</option></l><block var="samples"/></block><block var="count"/></block></list></block></list></block></list></block></block></script></block-definition><block-definition s="compress %&apos;data&apos; by %&apos;factor&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:stauche _ um _&#xD;</translations><inputs><input type="%l" initial="1"></input><input type="%n" initial="1"></input></inputs><script><block s="doReport"><custom-block s="stretch %l by %n"><block var="data"/><block s="reportQuotient"><l>1</l><block var="factor"/></block></custom-block></block></script></block-definition><block-definition s="stretch %&apos;data&apos; by %&apos;factor&apos;" type="reporter" category="lists"><header></header><code></code><translations>pl:rozciągnij _ o _&#xD;de:strecke _ um _&#xD;</translations><inputs><input type="%l"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportListItem"><block s="reportMonadic"><l><option>ceiling</option></l><block s="reportQuotient"><block s="reportNumbers"><l>1</l><block s="reportVariadicProduct"><list><block s="reportListAttribute"><l><option>length</option></l><block var="data"/></block><block var="factor"/></list></block></block><block var="factor"/></block></block><block var="data"/></block></block></script></block-definition><block-definition s="$flash analyze %&apos;data&apos;" type="reporter" category="lists"><comment x="0" y="0" w="149" collapsed="false">returns a frequency analysis of the argument list, represented as a two-column table, where the first column contains the unique values and the second column their occurrences</comment><header></header><code></code><translations>pt:$flash as frequências dos itens de _&#xD;ca:$flash analitza _&#xD;pl:$flash analizuj _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>dta_analyze(list)</l><list><block var="data"/></list></block></block></script></block-definition><block-definition s="$flash group %&apos;data&apos; by %&apos;fn&apos;" type="reporter" category="lists"><header></header><code></code><translations>pt:o agrupamento dos itens de _ de acordo com _&#xD;ca:$flash agrupa _ per _&#xD;pl:$flash grupuj _ według _&#xD;</translations><inputs><input type="%l"></input><input type="%repRing"></input></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>dta_group(list, fn)</l><list><block var="data"/><block var="fn"/></list></block></block></script></block-definition><block-definition s="$flash sort %&apos;data&apos; by %&apos;fn&apos;" type="reporter" category="lists"><header></header><code></code><translations>pt:uma ordenação de _ com critério _&#xD;ca:$flash ordena _ per _&#xD;pl:$flash sortuj _ według _&#xD;</translations><inputs><input type="%l"></input><input type="%predRing"></input></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>lst_sort(list, fn)</l><list><block var="data"/><block var="fn"/></list></block></block></script></block-definition><block-definition s="histogram of %&apos;data&apos; from: %&apos;floor&apos; to: %&apos;ceiling&apos; interval: %&apos;interval&apos;" type="reporter" category="lists"><header></header><code></code><translations>pt:o histograma de _ entre _ e _ com intervalo _&#xD;ca:histograma de _ des de: _ fins: _ interval: _&#xD;pl:wykres _ od: _ do: _ odstęp: _&#xD;</translations><inputs><input type="%l"></input><input type="%n"></input><input type="%n"></input><input type="%n">1</input></inputs><script><block s="doReport"><custom-block s="fill %l key: %repRing from: %n to: %n interval: %repRing with: %repRing"><custom-block s="$flash sort %l by %predRing"><custom-block s="$flash analyze %l"><block var="data"/></custom-block><block s="reifyPredicate"><autolambda><block s="reportVariadicLessThan"><list><block s="reportListItem"><l>1</l><l/></block><block s="reportListItem"><l>1</l><l/></block></list></block></autolambda><list></list></block></custom-block><block s="reifyReporter"><autolambda><block s="reportListItem"><l>1</l><l/></block></autolambda><list></list></block><block var="floor"/><block var="ceiling"/><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><block var="interval"/></list></block></autolambda><list></list></block><block s="reifyReporter"><autolambda><block s="reportNewList"><list><l></l><l>0</l></list></block></autolambda><list></list></block></custom-block></block></script></block-definition><block-definition s="histogram of %&apos;data&apos; grouped by: %&apos;key&apos; from: %&apos;floor&apos; to: %&apos;ceiling&apos; interval: %&apos;interval&apos;" type="reporter" category="lists"><header></header><code></code><translations>pt:o histograma de _ agrupado de acordo com _ entre _ e _ com passo _&#xD;ca:histograma de _ agrupat per: _ des de: _ fins: _ interval: _&#xD;pl:wykres _ pogrupowany według: _ od: _ do: _ odstęp: _&#xD;</translations><inputs><input type="%l"></input><input type="%repRing"></input><input type="%n"></input><input type="%n"></input><input type="%repRing"></input></inputs><script><block s="doReport"><custom-block s="fill %l key: %repRing from: %n to: %n interval: %repRing with: %repRing"><custom-block s="$flash sort %l by %predRing"><custom-block s="$flash group %l by %repRing"><block var="data"/><block var="key"/></custom-block><block s="reifyPredicate"><autolambda><block s="reportVariadicLessThan"><list><block s="reportListItem"><l>1</l><l/></block><block s="reportListItem"><l>1</l><l/></block></list></block></autolambda><list></list></block></custom-block><block s="reifyReporter"><autolambda><block s="reportListItem"><l>1</l><l/></block></autolambda><list></list></block><block var="floor"/><block var="ceiling"/><block var="interval"/><block s="reifyReporter"><autolambda><block s="reportNewList"><list><l></l><l>0</l><block s="reportNewList"><list></list></block></list></block></autolambda><list></list></block></custom-block></block></script></block-definition><block-definition s="fill %&apos;data&apos; key: %&apos;key&apos; from: %&apos;floor&apos; to: %&apos;ceiling&apos; interval: %&apos;interval&apos; with: %&apos;generator&apos;" type="reporter" category="lists"><comment x="0" y="0" w="103" collapsed="false">add missing entries to a sorted list. Used for histograms</comment><header></header><code></code><translations>pt:os itens de _ com a chave _ entre _ e _ com passo _ completados por _&#xD;ca:omple _ clau: _ des de: _ fins: _ interval: _ amplada: _&#xD;pl:wypełnij _ klucz: _ od: _ do: _ odstęp: _ z: _&#xD;</translations><inputs><input type="%l"></input><input type="%repRing"></input><input type="%n"></input><input type="%n"></input><input type="%repRing"></input><input type="%repRing"></input></inputs><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="floor"/><block var="ceiling"/></list></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="data"/><block s="reportNewList"><list></list></block></list></block><script><block s="doReport"><block s="reportCONS"><block s="evaluate"><block var="generator"/><list><block var="floor"/></list></block><custom-block s="fill %l key: %repRing from: %n to: %n interval: %repRing with: %repRing"><block var="data"/><block var="key"/><block s="evaluate"><block var="interval"/><list><block var="floor"/></list></block><block var="ceiling"/><block var="interval"/><block var="generator"/></custom-block></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicLessThan"><list><block s="evaluate"><block var="key"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><block var="floor"/></list></block><script><block s="doReport"><custom-block s="fill %l key: %repRing from: %n to: %n interval: %repRing with: %repRing"><block s="reportCDR"><block var="data"/></block><block var="key"/><block var="floor"/><block var="ceiling"/><block var="interval"/><block var="generator"/></custom-block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="evaluate"><block var="key"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><block var="floor"/></list></block><script><block s="doReport"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="data"/></block><custom-block s="fill %l key: %repRing from: %n to: %n interval: %repRing with: %repRing"><block s="reportCDR"><block var="data"/></block><block var="key"/><block s="evaluate"><block var="interval"/><list><block var="floor"/></list></block><block var="ceiling"/><block var="interval"/><block var="generator"/></custom-block></block></block></script><list></list></block><block s="doReport"><block s="reportCONS"><block s="evaluate"><block var="generator"/><list><block var="floor"/></list></block><custom-block s="fill %l key: %repRing from: %n to: %n interval: %repRing with: %repRing"><block var="data"/><block var="key"/><block s="evaluate"><block var="interval"/><list><block var="floor"/></list></block><block var="ceiling"/><block var="interval"/><block var="generator"/></custom-block></block></block></script></block-definition><block-definition s="%&apos;text&apos; $arrowRight lower case" type="reporter" category="operators"><header></header><code></code><translations>pt:_ em minúsculas&#xD;ca:_ $arrowRight minúscules&#xD;pl:_ $arrowRight małe litery&#xD;</translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>txt_lowercase(txt)</l><list><block var="text"/></list></block></block></script></block-definition><block-definition s="plot %&apos;data&apos; %&apos;style&apos; at x: %&apos;left&apos; y: %&apos;bottom&apos; width: %&apos;width&apos; height: %&apos;height&apos;" type="command" category="pen"><header></header><code></code><translations>pt:desenha gráfico de barras de _ em (x: _ , y: _ ) com largura _ e altura _&#xD;ca:dibuixa _ _ a x: _ y: _ i ample: _ alçada: _&#xD;pl:wykres _ _ x: _ y: _ szerokość: _ wysokość: _&#xD;</translations><inputs><input type="%l"></input><input type="%s" readonly="true">bars<options>bars&#xD;lines&#xD;pie chart</options></input><input type="%n">-200</input><input type="%n">-100</input><input type="%n">400</input><input type="%n">200</input></inputs><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="style"/><l>pie chart</l></list></block><script><block s="doDeclareVariables"><list><l>x</l><l>y</l><l>r</l><l>total</l><l>start</l><l>end</l><l>state</l><l>pen size</l><l>heading</l></list></block><block s="doSetVar"><l>r</l><block s="reportIfElse"><block s="reportVariadicLessThan"><list><block var="height"/><block var="width"/></list></block><block s="reportQuotient"><block var="height"/><l>2</l></block><block s="reportQuotient"><block var="width"/><l>2</l></block></block></block><block s="doSetVar"><l>x</l><block s="reportVariadicSum"><list><block var="left"/><block var="r"/></list></block></block><block s="doSetVar"><l>y</l><block s="reportVariadicSum"><list><block var="bottom"/><block var="r"/></list></block></block><block s="doSetVar"><l>total</l><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><block s="doSetVar"><l>state</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportNewList"><list><l></l><block s="getPenAttribute"><l></l></block></list></block></autolambda><list></list></block><block s="reportNewList"><list><l>hue</l><l>saturation</l><l>brightness</l></list></block></block></block><block s="doSetVar"><l>pen size</l><block s="getPenAttribute"><l><option>size</option></l></block></block><block s="doSetVar"><l>heading</l><block s="direction"></block></block><block s="setPenColorDimension"><l><option>hue</option></l><l>0</l></block><block s="setPenColorDimension"><l><option>brightness</option></l><l>80</l></block><block 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var="i"/></block></list></block></list></block></block></script></block><block s="gotoXY"><block var="x"/><block var="y"/></block><block s="up"></block><block s="setHeading"><block var="start"/></block><block s="turn"><block s="reportQuotient"><block s="reportDifference"><block var="end"/><block var="start"/></block><l>2</l></block></block><block s="forward"><block s="reportQuotient"><block var="r"/><l>2</l></block></block><block s="floodFill"></block><block s="changePenColorDimension"><l><option>hue</option></l><block s="reportQuotient"><l>100</l><block s="reportListAttribute"><l><option>length</option></l><block var="data"/></block></block></block><block s="doSetVar"><l>start</l><block var="end"/></block></script></block><block s="doForEach"><l>setting</l><block var="state"/><script><block s="setPenColorDimension"><block s="reportListItem"><l>1</l><block var="setting"/></block><block s="reportListItem"><l>2</l><block var="setting"/></block></block></script></block></script></block><block s="setSize"><block var="pen size"/></block><block s="setHeading"><block var="heading"/></block></script><script><block s="doDeclareVariables"><list><l>ratio</l><l>step</l><l>flat line ends</l><l>col</l><l>sorted</l><l>min</l></list></block><block s="doSetVar"><l>sorted</l><custom-block s="$flash sort %l by %predRing"><block var="data"/><block s="reifyPredicate"><autolambda><block s="reportVariadicGreaterThan"><list><l></l><l></l></list></block></autolambda><list></list></block></custom-block></block><block s="doIfElse"><block s="reportVariadicLessThan"><list><block s="reportListItem"><l><option>last</option></l><block var="sorted"/></block><l>0</l></list></block><script><block s="doSetVar"><l>min</l><block s="reportListItem"><l><option>last</option></l><block var="sorted"/></block></block></script><script><block s="doSetVar"><l>min</l><l>0</l></block></script></block><block s="doSetVar"><l>ratio</l><block 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var="step"/><l>-2</l></block></block><block s="doWarp"><script><block s="doUntil"><block s="reportVariadicEquals"><list><block s="reportListAttribute"><l><option>length</option></l><block var="data"/></block><l>0</l></list></block><script><block s="gotoXY"><block s="reportVariadicSum"><list><block s="xPosition"></block><block var="step"/></list></block><block s="reportVariadicSum"><list><block var="bottom"/><block s="reportVariadicProduct"><list><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="data"/></block><block var="min"/></block><block var="ratio"/></list></block></list></block></block><block s="down"></block><block s="doSetVar"><l>data</l><block s="reportCDR"><block var="data"/></block></block></script></block></script></block></script><script><block s="doSetVar"><l>flat line ends</l><block s="reportGlobalFlag"><l><option>flat line ends</option></l></block></block><block s="doSetGlobalFlag"><l><option>flat line 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var="data"/></block><l>0</l></list></block><script><block s="changeXPosition"><block var="step"/></block></script><script><block s="changeXPosition"><block s="reportQuotient"><block var="step"/><l>2</l></block></block></script></block></script></block></script></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><block var="flat line ends"/></block></script></block><block s="up"></block></script></block></script></block-definition><block-definition s="testspectrum %&apos;size&apos; (2)" type="command" category="variables"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1">400</input></inputs><script><block s="doSetVar"><l>testspectrum</l><block s="reportNewList"><list></list></block></block><block s="doRepeat"><block var="size"/><script><block s="doAddToList"><block s="reportAudio"><l><option>spectrum</option></l></block><block var="testspectrum"/></block><block s="doWait"><l>.01</l></block></script></block><custom-block s="validity %s"><block s="reportListItem"><block s="reportNumbers"><l>70</l><block var="size"/></block><block var="testspectrum"/></block></custom-block><block s="bubble"><custom-block s="$flash analyze %l"><block s="reportListItem"><l>2</l><block s="reportListAttribute"><l><option>columns</option></l><block var="validity"/></block></block></custom-block></block></script><scripts><script x="203" y="69.83333333333331"><block s="doWait"><l>2</l></block></script></scripts></block-definition><block-definition s="countdown" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="bubble"><l>3</l></block><block s="doWait"><l>1</l></block><block s="bubble"><l>2</l></block><block s="doWait"><l>1</l></block><block s="bubble"><l>1</l></block><block s="doWait"><l>1</l></block></script></block-definition><block-definition s="prepare data" type="hat" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="do in parallel %&apos;actions&apos; and wait" type="command" category="control"><comment x="0" y="0" w="238.66666666666666" collapsed="false">Accepts any number of scripts as inputs.  Launches a separate thread for each of them, so they are done in parallel, then waits for them all to complete.&#xD;&#xD;This doesn&apos;t change how the Snap! scheduler works; the threads are not truly asynchronous. And there is no increase in speed.  Rather, the point of this block is to allow starting synchronized but independent scripts.</comment><header></header><code></code><translations>pt:executa _ em paralelo e espera&#xD;ca:executa en paral·lel _ i espera&#xD;pl:wykonaj równolegle _ i czekaj&#xD;</translations><inputs><input type="%mult%cs" initial="1"></input></inputs><script><block s="doDeclareVariables"><list><l>threads</l></list></block><block s="doSetVar"><l>threads</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="evaluate"><block s="reifyScript"><script><block s="doDeclareVariables"><list><l>is running?</l></list></block><block s="doSetVar"><l>is running?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="fork"><block s="reifyScript"><script><block s="doRun"><block var="each script"/><list></list></block><block s="doSetVar"><l>is running?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><list></list></block><list></list></block><block s="doReport"><block s="reifyScript"><script><block s="doReport"><block var="is running?"/></block></script><list></list></block></block></script><list></list></block><list></list></block></autolambda><list><l>each script</l></list></block><block var="actions"/></block></block><block s="doWaitUntil"><block s="reportListIsEmpty"><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="evaluate"><block var="test"/><list></list></block></autolambda><list><l>test</l></list></block><block var="threads"/></block></block></block></script></block-definition><block-definition s="do in parallel %&apos;actions&apos;" type="command" category="control"><comment x="0" y="0" w="238.66666666666666" collapsed="false">Accepts any number of scripts as inputs.  Launches a separate thread for each of them, so they are done in parallel, then continues with the current script while they all run.&#xD;&#xD;This doesn&apos;t change how the Snap! scheduler works; the threads are not truly asynchronous. And there is no increase in speed.  Rather, the point of this block is to allow starting synchronized but independent scripts.</comment><header></header><code></code><translations>pt:executa _ em paralelo&#xD;ca:executa en paral·lel _&#xD;pl:wykonaj równolegle _&#xD;</translations><inputs><input type="%mult%cs" initial="1"></input></inputs><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="reportListAttribute"><l><option>length</option></l><block var="actions"/></block><l>0</l></list></block><script><block s="fork"><block s="reportListItem"><l>1</l><block var="actions"/></block><list></list></block><custom-block s="do in parallel %mult%cs"><block s="reportCDR"><block var="actions"/></block></custom-block></script><list></list></block></script></block-definition><block-definition s="cleanup to save" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>databig</l><l>0</l></block><block s="doSetVar"><l>datashuffled</l><l>0</l></block><block s="doSetVar"><l>datainp</l><l>0</l></block><block s="doSetVar"><l>data</l><l>0</l></block><block s="doSetVar"><l>training set</l><l>0</l></block><block s="doSetVar"><l>validation set</l><l>0</l></block><block s="doSetVar"><l>features</l><l>0</l></block></script></block-definition><block-definition s="spectral sample viewer %&apos;sample&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%l" initial="1"></input></inputs><script><block s="doForEach"><l>item</l><block var="sample"/><script><custom-block s="plot bars %l %group%n%b%b"><block var="item"/><list><l>1</l><l><bool>false</bool></l></list></custom-block><block s="doWait"><l>.01</l></block></script></block></script></block-definition><block-definition s="samples viewer %&apos;gain&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1">100</input></inputs><script><block s="doDeclareVariables"><list><l>step</l></list></block><block s="doSetVar"><l>step</l><block s="reportQuotient"><block s="reportAttributeOf"><l><option>width</option></l><l>Stage</l></block><block s="reportAudio"><l><option>resolution</option></l></block></block></block><block s="setColor"><color>239,175,255,1</color></block><block s="doForever"><script><block s="doWarp"><script><block s="gotoXY"><block s="reportAttributeOf"><l><option>left</option></l><l>Stage</l></block><l>0</l></block><block s="clear"></block><block s="down"></block><custom-block s="for each %upvar of %l %ca"><l>item</l><block s="reportAudio"><l><option>samples</option></l></block><script><block s="gotoXY"><block s="reportVariadicSum"><list><block s="xPosition"></block><block var="step"/></list></block><block s="reportVariadicProduct"><list><block var="item"/><block var="gain"/></list></block></block></script></custom-block><block s="up"></block></script></block></script></block></script></block-definition><block-definition s="for each %&apos;item&apos; of %&apos;data&apos; %&apos;action&apos;" type="command" category="lists" helper="true"><header></header><code></code><translations></translations><inputs><input type="%upvar"></input><input type="%l"></input><input type="%ca"></input></inputs><script><block s="doUntil"><block s="reportVariadicEquals"><list><block var="data"/><block s="reportNewList"><list></list></block></list></block><script><block s="doSetVar"><l>item</l><block s="reportListItem"><l>1</l><block var="data"/></block></block><block s="doRun"><block var="action"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><block s="doSetVar"><l>data</l><block s="reportCDR"><block var="data"/></block></block></script></block></script></block-definition><block-definition s="spectral viewer" type="command" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>step</l></list></block><block s="doSetVar"><l>step</l><block s="reportQuotient"><block s="reportAttributeOf"><l><option>width</option></l><l>Stage</l></block><block s="reportAudio"><l><option>resolution</option></l></block></block></block><block s="setColor"><color>255,114,102,1</color></block><block s="doForever"><script><block s="doWarp"><script><block s="gotoXY"><block s="reportAttributeOf"><l><option>left</option></l><l>Stage</l></block><l>-170</l></block><block s="clear"></block><block s="down"></block><block s="doForEach"><l>item</l><block s="reportAudio"><l><option>spectrum</option></l></block><script><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportQuotient"><block var="item"/><l>5.5</l></block></block><block s="gotoXY"><block s="reportVariadicSum"><list><block s="xPosition"></block><block var="step"/></list></block><block s="reportDifference"><block s="reportVariadicProduct"><list><block var="item"/><l>1.2</l></list></block><l>170</l></block></block></script></block><block s="up"></block></script></block></script></block></script></block-definition><block-definition s="testspectrum %&apos;input#&apos;" type="command" category="variables"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1">450</input></inputs><script><block s="doSetVar"><l>testspectrum</l><block s="reportNewList"><list></list></block></block><block s="bubble"><l>3</l></block><block s="doWait"><l>1</l></block><block s="bubble"><l>2</l></block><block s="doWait"><l>1</l></block><block s="bubble"><l>1</l></block><block s="doWait"><l>1</l></block><block s="doRepeat"><l>400</l><script><block s="doAddToList"><block s="reportListItem"><block s="reportNumbers"><l>1</l><block var="input#"/></block><block 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var="slice"/><l>2</l></block></list></block></block><block s="doWarp"><script><block s="doForEach"><l>item</l><block var="data"/><script><block s="doIf"><block s="reportVariadicNotEquals"><list><block var="item"/><l>0</l></list></block><script><block s="setYPosition"><block s="reportIfElse"><block var="center"/><block s="reportQuotient"><block var="item"/><l>-2</l></block><block s="reportAttributeOf"><l><option>bottom</option></l><block s="reportGet"><l><option>stage</option></l></block></block></block></block><block s="down"></block><block s="changeYPosition"><block s="reportVariadicProduct"><list><block var="item"/><block var="scale"/></list></block></block><block s="up"></block></script><list></list></block><block s="changeXPosition"><block var="slice"/></block></script></block></script></block><block s="doGotoObject"><block var="pos"/></block><block s="setSize"><block var="pen size"/></block></script></block-definition><block-definition s="validdial %&apos;degrees&apos;" 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x="20" y="122"><block s="receiveMessage"><l>setup</l><list><l>in : out</l></list></block><block s="doSetVar"><l>weights</l><block s="reportRandom"><l>-1.0</l><block s="reportReshape"><l>1</l><list><block s="reportListItem"><l>2</l><block var="in : out"/></block><block s="reportVariadicSum"><list><block s="reportListItem"><l>1</l><block var="in : out"/></block><l>1</l></list></block></list></block></block></block></script><script x="20" y="258.6666666666667"><block s="receiveMessage"><l>predict</l><list><l>sample</l></list></block><block s="doSetVar"><l>inputs</l><block var="sample"/></block><block s="doReport"><custom-block s="softmax of %l"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><block s="reportVariadicProduct"><list><block s="reportCONS"><l>1</l><block var="sample"/></block><l></l></list></block></block></autolambda><list></list></block><block var="weights"/></block></custom-block><comment w="255.00000000000023" collapsed="false">instead of activating each neuron individually, the output layer of a multiclass neural network activates the entire output vector with the softmax function, which produces a normalized distribution of probabilities that can also be used for gradient descent.</comment></block></script><script x="20" y="406.00000000000006"><block s="receiveMessage"><l>learn</l><list><l>delta</l></list></block><block s="doDeclareVariables"><list><l>next delta</l></list></block><block s="doSetVar"><l>next delta</l><block s="reportVariadicSum"><block s="reportVariadicProduct"><list><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><block var="inputs"/><block s="reportDifference"><l>1</l><block var="inputs"/></block></list></block></autolambda><list></list></block><block var="delta"><comment w="221" collapsed="false">Backpropagation is just the same as in a hidden layer, the only code change is for the activation (softmax) in the prediction method.</comment></block></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportCDR"><l/></block></autolambda><list></list></block><block var="weights"/></block></list></block></block></block><block s="doChangeVar"><l>weights</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><block s="reportCONS"><l>1</l><block var="inputs"/></block><block var="learning rate"/></list></block></autolambda><list></list></block><block var="delta"/></block></block><block s="doReport"><block var="next delta"/></block></script><comment x="20" y="20" w="274" collapsed="false">Output Layer:&#xD;The output layer of a multiclass neural network is essentially the same as any other layer inside a classic MLP, except that it replaces the activation function with softmax.</comment><script x="475" y="188.16666666666669"><block s="receiveMessage"><l>validate</l><list></list></block><block s="doHideVar"><l>weights</l></block></script><script x="472" y="115.16666666666669"><block s="receiveMessage"><l>initialize network</l><list></list></block><block s="doShowVar"><l>weights</l></block></script></scripts></sprite><sprite name="Sprite" idx="1" x="208.59375" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="4" color="255,102,102,1" pen="tip" id="6700"><costumes><list id="6701"><item><ref mediaID="MNNT three sounds 10Mb_Sprite_cst_alonzo (vector)"></ref></item><item><ref mediaID="MNNT three sounds 10Mb_Sprite_cst_sounds1"></ref></item><item><ref mediaID="MNNT three sounds 10Mb_Sprite_cst_sounds2"></ref></item><item><ref mediaID="MNNT three sounds 10Mb_Sprite_cst_sounds3"></ref></item><item><ref mediaID="MNNT three sounds 10Mb_Sprite_cst_backgrounds"></ref></item></list></costumes><sounds><list id="6702"><item><ref mediaID="MNNT three sounds 10Mb_Sprite_snd_glenn voice"></ref></item><item><ref mediaID="MNNT three sounds 10Mb_Sprite_snd_camille voice"></ref></item><item><ref mediaID="MNNT three sounds 10Mb_Sprite_snd_harmonica"></ref></item></list></sounds><blocks></blocks><variables></variables><scripts><comment x="11" y="10" w="760" collapsed="false">This project was provided by jens as a multiclass classification tutorial. I have modified it a bit. &#xD;&#xD;I am interested in the learning of children aged 4 to 10+.  Ever since Jens said they were &quot;trying to find a pedagogical entry point into all of this&quot; (Sept 3, 2025) I have been thinking about ways to do this for children.  I decided to have them build a neural network model that can classify three sounds (as a part of a larger project). One of my requirements was that the classification ALWAYS works, no matter what whacky sounds they might throw at it.  Over time, I realized that instead of using the samples of the sound, the SPECTRUM might be more useful in this situation.  I was correct.  It contains enormous amounts of information about the sound samples and has not failed me in identifying even the most siubtle differences in sound sources. It even sorts pitch and volume differences of the same source of sound.  This is an example of a work in progress project that demonstrates how this works.  Forgive the messy disorganized coding.  And also the lack of a user interface (at the moment)</comment><comment x="11" y="147.99999999999955" w="477" collapsed="false">The comments mostly come from the original tutorial file provided by jens&#xD;&#xD;This project demonstrates how multiclass classification works in a neural network, and how it is different from a regular MLP that only performs binary discrimination. This project is an interactive tutorial. Please open the code and read through the comments as you click on every script to see how it works!&#xD;&#xD;Instead of a single output neuron, the output layer of a multiclass classification neural network has one neuron per class. The expected target value therefore has to be a vector of all zeros with the index of the expected class activated to 1. For this there is a &quot;vectorize (number)&quot; function.&#xD;&#xD;In order to generate an output vector that can be diffed with the target vector the output layer&apos;s response is not activated with sigmoid (or anything else) per neuron, but the whole output vector is instead activated with the softmax function, which answers a probability distribution and sums up all neurons to 1.&#xD;&#xD;When using a mutliclass neural network for classifying the output vector is scanned for the index of the greatest probability. That index represents the class.</comment><script x="11" y="382.00000000000034"><block s="doSetVar"><l>sounds1</l><block s="reportNewList"><list></list></block></block><block s="doWait"><l>2</l></block><block s="doRepeat"><l>1000</l><script><block s="doAddToList"><block s="reportAudio"><l><option>spectrum</option></l></block><block var="sounds1"/></block><block s="doWait"><l>.01</l></block></script></block></script><comment x="11" y="521.0000000000008" w="294" collapsed="false">Record your sounds using these blocks.  You get 2 seconds to get ready.  Continue recording  until done (it used to have a countdown and say &quot;done&quot; but that was causing some trouble)</comment><script x="11" y="599.0000000000013"><custom-block s="cleanup to save"><comment w="137" collapsed="false">this block resets all the data to 0 in order to keep the file small enough to save online</comment></custom-block></script><script x="11" y="680.0000000000003"><block s="doSetVar"><l>sounds2</l><block s="reportNewList"><list></list></block></block><block s="doWait"><l>2</l></block><block s="doRepeat"><l>1000</l><script><block s="doAddToList"><block s="reportAudio"><l><option>spectrum</option></l></block><block var="sounds2"/></block><block s="doWait"><l>.01</l></block></script></block></script><script x="11" y="819"><block s="doSetVar"><l>sounds3</l><block s="reportNewList"><list></list></block></block><block s="doWait"><l>2</l></block><block s="doRepeat"><l>1000</l><script><block s="doAddToList"><block s="reportAudio"><l><option>spectrum</option></l></block><block var="sounds3"/></block><block s="doWait"><l>.01</l></block></script></block></script><script x="11" y="957.9999999999999"><block s="doSetVar"><l>backgrounds</l><block s="reportNewList"><list></list></block></block><block s="doRepeat"><l>1000</l><script><block s="doAddToList"><block s="reportAudio"><l><option>spectrum</option></l></block><block var="backgrounds"/></block><block s="doWait"><l>.01</l></block></script></block></script><script x="11" y="1076"><custom-block s="spectral sample viewer %l"><block var="sounds3"/><comment w="195" collapsed="false">Have a look at what your signals look like.  This usually works after you have created your three sounds and recorded the spectra.  However later it fails (unexplained so far) but you can get it to work again by reloading the program</comment></custom-block></script><script x="11" y="1892.4999999999989"><block s="doSetVar"><l>modelsize</l><l>512</l><comment w="396" collapsed="false">NEW normalization block makes this unnecessary to reduce.  start this number at 450.  If you get an error while training, reduce by 50, prepare the data again, build a new starting model,and try training.  Keep dropping by 50 until no more errors.</comment></block></script><comment x="11" y="1973.4999999999998" w="90" collapsed="false">prepare data for using in modelling</comment><script x="11" y="2039.5000000000007"><block s="doRun"><block s="reifyScript"><script><block s="doSetVar"><l>training set</l><l></l></block><block s="doSetVar"><l>validation set</l><l></l></block></script><list></list></block><custom-block s="partition table %l by %n"><block var="datainp"/><l>0.5</l></custom-block><comment w="314" collapsed="false">split the data seit in two parts, one for training the neural network, the other one to validate it later</comment></block><block s="doSetVar"><l>tags</l><block s="reportListItem"><l><option>last</option></l><block s="reportListAttribute"><l><option>columns</option></l><block var="training set"/></block></block><comment w="310" collapsed="false">the last column contains the tags for the sounds</comment></block><block s="doSetVar"><l>classes</l><block s="reportListAttribute"><l><option>sorted</option></l><block s="reportListAttribute"><l><option>uniques</option></l><block var="tags"/></block></block></block><block s="doSetVar"><l>features</l><block s="reportListAttribute"><l><option>columns</option></l><block s="reportListItem"><block s="reportNumbers"><l>1</l><block var="modelsize"/></block><block s="reportListAttribute"><l><option>columns</option></l><block var="training set"/></block></block></block><comment w="251" collapsed="false">only the columns containing the features get normalized (feature-scaling)</comment></block><block s="doSetVar"><l>normalize</l><custom-block s="normalization for table %l"><block var="features"/></custom-block><comment w="220.0000000000001" collapsed="false">the normalization function gets stored so it can be applied to &quot;real&quot; (validation) records in the future</comment></block><block s="doSetVar"><l>data</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportConcatenatedLists"><list><block s="reportListItem"><block s="reportNumbers"><l>1</l><block var="modelsize"/></block><l/></block><block s="reportListIndex"><block s="reportListItem"><l><option>last</option></l><l/></block><block var="classes"/></block></list></block></autolambda><list></list></block><block s="reportListAttribute"><l><option>columns</option></l><block s="reportConcatenatedLists"><list><block s="reportListAttribute"><l><option>columns</option></l><custom-block s="normalize table %l"><block var="features"/></custom-block></block><block s="reportListAttribute"><l><option>columns</option></l><block var="tags"/></block></list></block><comment w="218.0000000000001" collapsed="false">after normalization the last column is again added to the data set, the former tags are replaced by integers that represent the class, i.e. the position of the tag in the list of classes</comment></block></block></block></script><script x="11" y="2420.6666666666697"><block s="doBroadcast"><l>setup</l><list><l>Hidden</l><block s="reportNewList"><list><block var="modelsize"/><l>50</l></list></block></list><comment w="316" collapsed="false">build the starting neural network model</comment></block><block s="doBroadcast"><l>setup</l><list><l>Output</l><block s="reportNewList"><list><l>50</l><l>4</l></list><comment w="128" collapsed="false">the output layer of a multiclass neural network has more than one neuron, one for each class</comment></block></list></block><block s="doSetVar"><l>learning rate</l><l>0.1</l></block></script><script x="11" y="2511.5000000000055"><block s="doDeclareVariables"><list><l>log</l><l>errors</l><l>target</l><l>output</l><l>delta</l><l>accuracy</l><l>vcount</l></list><comment w="90" collapsed="false">train the model.  You can stop when you like.  I stop when validcount peaks or close to it.</comment></block><block s="doSetVar"><l>log</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>epochs</l><l>0</l></block><block s="doSetVar"><l>vcount</l><l>0</l></block><block s="doUntil"><block s="reportVariadicGreaterThan"><list><block var="accuracy"/><l>0.99</l></list></block><script><block s="doSetVar"><l>errors</l><l>0</l></block><block s="doForEach"><l>sample</l><block s="reportListAttribute"><l><option>shuffled</option></l><block var="data"/></block><script><block s="doSetVar"><l>target</l><custom-block s="vectorize %n out of %n"><block s="reportListItem"><l><option>last</option></l><block var="sample"/></block><block s="reportListAttribute"><l><option>length</option></l><block var="classes"/></block></custom-block><comment w="224" collapsed="false">the expected target is an integer representing the index of the former tag in the class list, it needs to be converted into a vector of all 0 values, with 1 in the slot representing the class index</comment></block><block s="doSetVar"><l>output</l><block s="reportPipe"><block var="sample"/><list><block s="reifyReporter"><autolambda><block s="reportPoll"><l>predict</l><list><l>Hidden</l><l></l></list></block></autolambda><list></list></block><block s="reifyReporter"><autolambda><block s="reportPoll"><l>predict</l><list><l>Output</l><l></l></list><comment w="209" collapsed="false">the output layer replaces its activation function with the softmax function that operates on the whole output vector instead of each individual neuron to produce a normalized distribution of probabilities for each class. Look at each layer!</comment></block></autolambda><list></list></block></list></block></block><block s="doSetVar"><l>delta</l><block s="reportDifference"><block var="target"/><block var="output"/></block></block><block s="doChangeVar"><l>errors</l><block s="reportVariadicSum"><block s="reportMonadic"><l><option>abs</option></l><block var="delta"/></block></block></block><block s="doRun"><block s="reportPipe"><block var="delta"/><list><block s="reifyReporter"><autolambda><block s="reportPoll"><l>learn</l><list><l>Output</l><l></l></list></block></autolambda><list></list></block><block s="reifyReporter"><autolambda><block s="reportPoll"><l>learn</l><list><l>Hidden</l><l></l></list></block></autolambda><list></list></block></list></block><list></list></block><block s="doChangeVar"><l>vcount</l><l>1</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="vcount"/><l>20</l></list></block><script><custom-block s="validity %s"><block var="validation set"/></custom-block><block s="doSetVar"><l>vcount</l><l>0</l></block><block s="doBroadcast"><l>validdial</l><list></list></block></script><list></list></block></script></block><block s="doAddToList"><block var="errors"/><block var="log"/></block><block s="doTellTo"><block s="newClone"><l><option>Turtle sprite</option></l></block><block s="reifyScript"><script><custom-block s="plot bars %l %group%n%b%b"><block s="reportVariadicProduct"><list><block var="log"/><l>2</l></list></block><list></list></custom-block><block s="removeClone"></block></script><list></list></block><list></list></block><block s="doSetVar"><l>accuracy</l><block s="reportDifference"><l>1</l><block s="reportQuotient"><block var="errors"/><block s="reportListAttribute"><l><option>length</option></l><block var="data"/></block></block></block></block><block s="bubble"><block s="reportJoinWords"><list><block s="reportQuotient"><block s="reportRound"><block s="reportVariadicProduct"><list><block var="accuracy"/><l>1000</l></list></block></block><l>10</l></block><l>%</l></list></block></block><custom-block s="validity %s"><block var="validation set"/></custom-block><block s="doChangeVar"><l>epochs</l><l>1</l></block></script></block></script><script x="11" y="3286.416666666668"><custom-block s="testspectrum %n (2)"><l>400</l><comment w="90" collapsed="false">test a sound and display the prediction.  Be sure to test until block indicates it is finished.  Wait time is zero at the moment.  Maybe shoiuld make that an input as well</comment></custom-block><custom-block s="predicted"></custom-block><block s="clear"></block><block s="doSwitchToCostume"><block s="reportListItem"><l>1</l><block var="predicted"/></block></block></script><script x="11" y="3403.416666666669"><custom-block s="validity %s"><block var="databig"/><comment w="90" collapsed="false">using a larger validation data set</comment></custom-block></script><script x="11" y="3472.416666666667"><block s="doSetVar"><l>bglist</l><block s="reportNewList"><list></list></block><comment w="90" collapsed="false">use to find out how much of your &quot;erroneous&quot; classifications were just pauses in your original sound sampling</comment></block><block s="doDeclareVariables"><list><l>a</l></list></block><block s="doForEach"><l>item</l><block var="validity"/><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="reportListItem"><l>1</l><block var="item"/></block><block s="reportListItem"><l>2</l><block var="item"/></block></list></block><script><block s="doChangeVar"><l>a</l><l>1</l></block></script><script><block s="doAddToList"><block s="reportListItem"><l>2</l><block var="item"/></block><block var="bglist"/></block></script></block></script></block></script><script x="11" y="3677.5833333333303"><block var="bglist"><comment w="394" collapsed="false">a list of what &quot;errors&quot; were thought to be.  Used because with sound, often the error is because you were taking a breath while recording so, for example,  the sax sound was mistaken for background</comment></block></script><script x="11" y="3758.583333333331"><custom-block s="spectral viewer"><comment w="90" collapsed="false">a viewer for the spectrum.  Taken from Jadga&apos;s Mikrofon project</comment></custom-block></script><script x="10" y="1150.5"><block var="backgrounds"/></script><script x="14" y="1200.8333333333335"><block s="gotoXY"><l>0</l><l>0</l><comment w="90" collapsed="false">set the stage</comment></block><block s="setHeading"><l>90</l></block><block s="doSwitchToCostume"><l></l></block><block s="bubble"><l></l></block><block s="hide"></block></script><script x="18" y="1329.666666666666"><block s="clear"></block></script><script x="18" y="1380.166666666666"><block s="doSetVar"><l>datashuffled</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>datashuffled</l><block s="reportListAttribute"><l><option>shuffled</option></l><block s="reportConcatenatedLists"><list><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportConcatenatedLists"><list><l/><block s="reportNewList"><list><l>sounds1</l></list></block></list></block></autolambda><list></list></block><block s="reportListItem"><block s="reportNumbers"><l>81</l><block s="reportListAttribute"><l><option>length</option></l><block var="sounds1"/></block></block><block var="sounds1"/></block></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportConcatenatedLists"><list><l/><block s="reportNewList"><list><l>sounds2</l></list></block></list></block></autolambda><list></list></block><block s="reportListItem"><block s="reportNumbers"><l>81</l><block s="reportListAttribute"><l><option>length</option></l><block var="sounds2"/></block></block><block var="sounds2"/></block></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportConcatenatedLists"><list><l/><block s="reportNewList"><list><l>sounds3</l></list></block></list></block></autolambda><list></list></block><block s="reportListItem"><block s="reportNumbers"><l>81</l><block s="reportListAttribute"><l><option>length</option></l><block var="sounds3"/></block></block><block var="sounds3"/></block></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportConcatenatedLists"><list><l/><block s="reportNewList"><list><l>backgrounds</l></list></block></list></block></autolambda><list></list></block><block s="reportListItem"><block s="reportNumbers"><l>81</l><block s="reportListAttribute"><l><option>length</option></l><block var="backgrounds"/></block></block><block var="backgrounds"/></block></block></list></block></block><comment w="127" collapsed="false">create training and validation datasets from sounds</comment></block><block s="doSetVar"><l>datainp</l><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>1000</l></block><block var="datashuffled"/></block></block><block s="doSetVar"><l>databig</l><block s="reportListItem"><block s="reportNumbers"><l>1001</l><l>3680</l></block><block var="datashuffled"/></block></block></script><script x="145.28125000000023" y="1111.0000000000005"><block var="sounds1"/></script><script 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mediaID="MNNT three sounds 10Mb_Button_cst_prepare data"></ref></item><item><ref mediaID="MNNT three sounds 10Mb_Button_cst_setup network"></ref></item><item><ref mediaID="MNNT three sounds 10Mb_Button_cst_train network"></ref></item><item><ref mediaID="MNNT three sounds 10Mb_Button_cst_test network"></ref></item></list></costumes><sounds><list struct="atomic" id="7358"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveMessage"><l>prepare data</l><list></list></block><block s="doSwitchToCostume"><l>prepare data</l></block><block s="bubble"><l>preparing data</l></block></script><script x="20" y="115"><block s="receiveMessage"><l>record data</l><list></list></block><block s="doSwitchToCostume"><l>record data</l></block><block s="bubble"><l>recording data</l></block></script><script x="20" y="210"><block s="doBroadcast"><l>spin</l><list><l>Button</l><l>3</l></list></block></script><script x="20" y="250"><block s="doBroadcast"><l>blink</l><list><l>Button</l><l>3</l></list></block></script><script x="20" y="290"><block s="receiveMessage"><l>spin</l><list><l>data</l></list></block><block s="doRepeat"><block var="data"/><script><block s="doRepeat"><l>72</l><script><block s="turn"><l>5</l></block><block s="doWait"><l>.025</l></block></script></block></script></block></script><script x="20" y="450.6666666666665"><block s="receiveMessage"><l>blink</l><list><l>data</l></list></block><block s="setEffect"><l><option>ghost</option></l><l>0</l></block><block s="doRepeat"><block var="data"/><script><block s="doRepeat"><l>10</l><script><block s="changeEffect"><l><option>ghost</option></l><l>10</l></block><block s="doWait"><l>.05</l></block></script></block><block s="doRepeat"><l>10</l><script><block s="changeEffect"><l><option>ghost</option></l><l>-10</l></block><block s="doWait"><l>.05</l></block></script></block></script></block><block s="setEffect"><l><option>ghost</option></l><l>0</l></block></script><script x="20" y="727.3333333333334"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doBroadcast"><l>start testing</l><list></list></block><block s="bubble"><l>testing...</l></block><custom-block s="testspectrum %n (2)"><l></l></custom-block><custom-block s="predicted"></custom-block><block s="doSwitchToCostume"><l>test network</l></block></script></scripts></sprite><watcher var="iris" style="normal" x="9.999999999998636" y="9.999999999999986" color="243,118,29" hidden="true"/><watcher var="classes" style="normal" x="9.999999999998636" y="183.00000199999994" color="243,118,29" hidden="true"/><watcher var="features" style="normal" x="9.999999999998636" y="276.00000400000056" color="243,118,29" hidden="true"/><watcher var="tags" style="normal" x="9.999999999998636" y="297.00000599999953" color="243,118,29" hidden="true"/><watcher var="normalize" style="normal" x="9.999999999998636" 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id="8761"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8762"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8763"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8764"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8765"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8766"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8767"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8768"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list 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id="8785"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8786"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8787"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8788"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8789"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8790"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8791"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8792"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8793"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8794"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8795"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8796"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8797"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8798"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8799"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8800"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8801"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8802"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8803"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8804"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8805"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8806"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8807"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8808"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8809"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8810"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8811"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8812"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8813"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8814"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8815"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8816"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8817"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8818"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8819"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8820"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8821"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8822"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8823"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8824"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8825"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8826"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8827"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8828"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8829"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8830"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8831"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8832"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8833"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8834"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8835"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8836"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8837"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8838"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8839"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8840"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8841"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8842"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8843"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8844"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8845"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8846"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8847"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8848"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8849"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8850"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8851"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8852"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item><item><list id="8853"><item><l>0</l></item><item><l>sounds3</l></item><item><bool>false</bool></item></list></item></list></variable><variable name="validcount"><l>0</l></variable><variable name="epochs"><l>0</l></variable><variable name="databig"><l>0</l></variable><variable name="test sound"><l>512</l></variable><variable name="datashuffled"><l>0</l></variable><variable name="testspectrum"><list id="8854"><item><list struct="atomic" 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mediaID="MNNT three sounds 10Mb_Sprite_cst_alonzo (vector)"/><costume name="sounds1" center-x="212" center-y="162" 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HKfFvIaEH9CZhxuFSolJ8aqTn8+l8qaVSf1BmzU90LNsYGX3oablWHTGbrwmbVUh2HC+32S7U8Jv0WnxS039qPDzyjfKaTsIXRJ5R2AwspG9roLraOBH9hcbGrrfA2YKI145RIX3qbbv79GK/SP/RFnK5uA+Xlz9Sm4H7tDxW2VXjPFgbnoL9S6SvCz+UuI7ttx6DLAQ7rcfM5nvBynVQ6fm8FTkthEjfwIfUiDQ0Qnrt30RCXteqa5TL9pr+SjVUf9D7Zbj37BpJrw+rOGaVm674SkNLAyV9ha+R+VYOdemv4hzOzw8/n4rSc+VQu3rIcv3HPMo1SiODp3Np8NZm8pXBEzwyuJt2d5olTZ5qFi/2cIdvqE6zjT3n5DJksb+6idAKvwVyp5wLXeE3XeP4cozNz+LIzAUz9N71JTUY/yW5wjOSywsxhzVCjVWfHPp3RHy/mFnOFM1Py9ZVk6SaGijJ5T+jN6TTosGcBak6DrN6uVnTKnFlqytw83yLiizm8tB+apR8tQ65NHQll4s76HWhhkqeDqePnFVC4AAAEABJREFUhdRmqvK6dd0zo9RF5tg3UCQBx1mnXeKqFP7PprRRxYyvhpYk5gV2p/IXvUbNi6t7EUkc30Gr01uW6P0zmgk9XTAxohZmQwM1bqUvqo0Y2T7TN2m0N6c3Pg7r6TXupwodSERmGvbNul2h3q+bNA7jN3Ek8V+cZm+BUqZ/Uc7nhNGzaqiGtten0k+rnKRbVKdIhE+sWr6UObG/UKzwA0EKySN3mIeUm4KknZqGPzs1zF+ItppO0THTGzXVdPVJu0Xa3Wf11YhumRhRW3ENDRTFY6VX6A1uIZeKn+e1Px+pVSroPr8wWObVxWV6A16i/hD1c9Qzbbz55kS8HxEtIaG7dTvZMd1Lwhe5+jQYh5kcOYkja7PpVhFXzJpdVgqhLbArlO8OKuxo9YPqE3LmiXXgkIQyjzvbLaxnKM6vAst02FYr6o1qYD4cVA/pXzCfWL4ZNL3fdN7i8xJ92J/nLW7rWBFMjFil9/nX6f+v2zCYdI8kulO1+Yv6xJ1Tr4E2kbX7hvL14faOzdiHHKlg5ugNrum4h738iPiZW17m8uByzfNsHim+R7dupazflorzdIzl9Lj0Ib+/CmlXhd9EDeIzLeJVwy82OBMqSDkuVb+AtCWsgk7UbhXzZK27MTrmq2XbuZvGmGOnZDVKq+f9LmhheNWgeeAL2EVYlyuLGfyvC2x/6I5Dypj5IGr7yPHGYDUCP7JyXdqeGCF0Vu29YNI9slzcX/+ftyPTIyV8ABGZHpfA14imD+wmGSi19ttrE/nrgaW1S8h8PrtjH0M3tIuK81UCMmu/nYnpHdWjUH8HtbV6VSgJbRKbljCXi5dxWbv/hA8jods1yZPqo3dmuZe/bXpc9Bl1XA69TOdVQpWK+Ruh0m9I/F7pG/D/tWCz3A/xdhvEpGpva3plkw+G0cg1wERfCCNjclpZrg/qV08Om3rk9kiNDP4Hl4s6Zl18m7ZQY18UfJKBUmsf1SoFz+hN9nhtoVjrXpqKM0UhNlWpjNn5qB9XrKwu7LVo2iK9Sf8JDtKLe0f1bouVmKMeszrGq36IZ4+A/l9fT8R/JRs/h//Rjxj3oZo43cv9iGO6wP0Ua3Lc0bGPaYCtaeUvkvR+UuX5dlwaOlcTFdXH5tYbqAi79k7WG9QbuVSM9Ok9NmJxZ8Tui7Jhc/0bl4aDjzOEzX08vd7IqmNWLKYbOYrJFbu5Lc7x/LCJk4C4L3eHzlHoOJkxb6ZnOfGMl3tWp3FEeW/jcI+hLEd4jOkl2pLxyS1e4k6NU3HMQ+BLU09EE+IaqOoAXAQLwLpdekVbb5xHQyDFUt3p5cLzLKiYiunyE+XgDdPV7XcZVNbZuVFOKNt922Alfq1yebCEDVL1bnRsg9ApQRma1baJtvTCLDr9d1MKHyygrL1k3w6WtJqKVy9/ithmd2NVbrO/roGiinOKRrDVhFRRrrtQn5jRpeeiCPjH3vTyBGfYNS+7Gqpz7fdr8wLpz8e27Ezz0nXXGX5huKQlNkMEugnphNpOOa8+VPOFIXOKL7lTCfP+2hutKMp0Zu3EiKAyuVQ0DyOxdPU54wNw/xRU2SbpzDRvq+8ANMmnw4Mr860UsId/ZEVOBEK42q99ItkawyD9CV3orl2ou3AxEuix9hHNHbV1dHBLzSts1mL03hXYUlgsJ8MYKBsKDrLNYZaYuvocqg7AeV7jzQOpxTrmZF6U9RAVUVoSENq35XlvJ3/tfsPHW9xEYun1chlxxeIsJdLr+RVP3USJFLhDM+WVQw+R0F1WiidkDFBDUW7riThrq9wka6Bkmhk7asgzSGBcXX0Osdj8pEJRbzZmznyQMiPNVAJh+q2r0kR+Wt1J918uDd1AIva6hJmPalLi0Gsryoz939RENoLZVivKdNUONB57qb4TlKXWk7kuAr0q4r6AbFKH9KEmRjTJm6tdfZF2szqad+OLQE/4dOYF0HDTKX1m2AXRZ4UuY48zHFpGTAJ4ZOh8a0/gRLvLVoWdJqvuHoWfDu2MbuNKwp8pBLg89BMiS+s0NmhFSf8+r9NMbba2VVwsbjPZcr75RAf5+9no5rf0CkADxblcNEM50aw7qPk56u38s7Gcqsr+r8qDSxGB8Tf9U6RRG1UcNmsotonk8fRYw+m5z3hM3TwaO29ofhJniJxQM8U2EORjZOaCGRuOdU82jmJClwqOwU1j/y8hW+nml99GWTq975tes0hmaxsDZUN3HYAbutKGIMjocgLrxq5RAqG74VSGcWdI3/71KwxYMFAVOw91RsNO9OteNe88/s1C0TYjZ+wTdXKinKH5BDEt067mD+tN1325fGKrOjygPqzbxbcAprdPpAm8FYn+NZPXKuaVkfD/W3WFtGGgXiLLA3B1Onbloa2+56zB4+eHn9dx0TMs6T2deF3d1GcJ38VHDAPVooJ4zT2rSXhpiyg+Trmz9dz4MmvAfKlge/cg/J87JoxPzfZNOq5yoHY1/3iqeA6/Fp1QkBZU/1RdfIZIz5DPFL6ju68ZcMMeC9+yahPYMFCbRzEAV6tkd+7bWME8ur7nKOuES25r3NZ7FgXpyx+3Xl9xLDzlMbr41gNtuvOtpmf8nZgtM/NmwVKiimPlm1GavXmo3nBNaEB7J79vH6ddDMe/gWon0sN5jum7dvp/+wtVp+nsSz3n29kwUL4zRQIPBCq8p4dYG6I03Iu277lhlrYCnR6zbp8daUwXyKz506vCKhZaUOjiq7Js/pdHBvWGLsubx/BxpodOkv79tNUqtj6pstj3QzVbaEGRNJq04wNE+qNqa1THHx3tyuT7bWgLA2WDomUZejOdrd1cu4YWG0ffc2glGwvgVXeu0G6iBxuf9R06iyrjXUXSgxaUb3wBEzDZGTgXOoCk8pWAWtQnK5NT0ZtofXCb49Ge8F18RH1tcumI01xe/giXB+faKAwMlA2KtmVU+DArImPoe7aiZzMhjlzf7JT/cD5VDf906hULBirAWIJ/hTOfQrt8biahP3soiIcoYusVlm8GWe6H19zxuAclEcUyARgoy0CtiBOu9rmHE/ZKXH3P4dRslfrVK/TsavU2XI7Geo6nzcZsGCjCy7qeq8ROK8pzdm0iOpW230FqIwGnYyRgxUBJLn9+jDp3flZs4wk9hqmlEdcEl+59gUguspYNy1H8xPArKu959eFc76j2s4cT0RWpxTGzKG1MObeB66faenrWhiDIiIeAFQOlqp4tucK/SX/+cN237rpQoIW+arYzQJ00fEfME3jZkhq7ja8uEb7bSfhtlnTqaDHail+jDxnXpqKQjpj3s1KhCpTwRsCWgdLctI9Y6AbJ5R+V/sIHNAAuSQIpXsHcDxZ94n2RWM7yk6Zl3DExXyj+fcs4nk4yWlCeOGkkdi7Rv0m7J3nV0O1JK4H8/RFQAyVP+0vSNvYcErlFDdVS2XL+lm1jI0IkBNK+grmfQutg+5VqpOy8DS/8Uc3bwows8fhOi+bW5Y5Lg390V2hIlgNaT8nyD5S7GiheEShl+0RHUY+zWg2VSP/A3bo9X3KFBbLt3E3bJ0UMEKgjMNZjVt1/qS7U/yHLrnqztNFlGH6lef/aZzfFmKUp58EIVIhH09HNGEz/rk3lkNCNkZdeeJ7mcbb2Rd9Jf9v0Zddg9RXMoo8aDAcC7QnoWMZTJPy19jG9xOCdvcRqE2cjzORrQ6jmNK8uLtPDx9Qn4PgWLt1t4QXtBFRPOMuks3eop/J9VWJEfXzOGCyWb0ou/6SOV50QX8bIKdMEpll6L6oi71IO4WeWYSafYvThhC/zEdteVKdypT1hkBQnAccdhCa5OM5Ma/LaXserLncNVd/AOWbNLXldIVdzHrsgsJ4Aryz+SbvnHl4fEHSHyczAszBRgrI/UYKpFBSj73S9Pdf5ThM+ASZHhGeYmAQdg9K8q1N5V+peUm57Yv4yOXQ7bSQlNViSkP+15Mx0+YHjZYv3WZjqnRTOmPJNIhvhH1jI1tRteAMljjF0FtRJUoT8Ia7c+bk7VpLo/3hcGZp8RK4xG/hsEnANlNuKYvl8NotgVevddJzsaBK+gnpHy5LLTxjKquHqyx8Hw2WVt39hjvMj/4kapghvoKgDZvIJR/oxuwbkv9sgLMIgp8GnMyLMDqKtEnANlJHIpaEb9MZ8rtmHn0KgariYrqoaroE7JVc4akosBEROwF1E1kYuTBammtMeUv1GkQ2NkpHB/FCcGfNI0Txg2Fq+qo3q8nR1VfWG0RCYAQLrDZTRVSvzy0RygdmHb0WAFyinpZIbeAqTPFpxSvE5h20YKLL4jaJkYFXGYjVQ1UJy9DOHTUbimJmDZg8+owQmGShTBi4PLSIYKYPCg+ftqpM8YKg8wEpVlPEXmV8Lr5QslP59s/sBw96N4u7iM8jj6ebjClaOMLQz7KcYKFMWGCkiw8G7h6HyzipVMW20HhySXlufgogbzmP83B3hX372qTWXB/9bk0Q9OWOMNp5+p+YDl2ECDQ2UKY9rpITPNfvwXgnAUHkllYp4QrdZ0UPoQCtyYhcS7/jT5OLJf04+tn70X/zMLS9blwqBsRJoaqCMFu6YlMiHKc53JUzGmffjhqov/ycdpypkvjidWgBn1LzAWQldPKa5Que1/F8KnYcvAR4jC4V/p8xjVg2iPdogzGKQ/NqiMIhKiEDbfyoeGfoxl4qzdKzlWNVxUD2cVwJMOxHxcunLH0P4pY5AdfkbvsWCYr00857sLR7LFRtdnMHwCf0xWEKPqYQf8BgT0VJMoK2BmtBdDdW1XC4uoNFes9LDtyfCsfVAgOlas0qGh5iIEjcBW8vgOJU9YlI9/McWJxQdk+QMFDmPTKgRyVacX0UiN4NCZeaCTC1sXIvYs4GaSMRrfz6ihuokIjmUiLEAI3n8OXSjXijbe4yNaDERGP9G0FMWsovJQLG1yQX8/PATFsodTETfRn8KltBTqlFaPc/OawSesos0UvgHkvgenqyD8G2gJjTg8tDPaOPNZhPLCertfKtnQnhnbmeQIzaW6elMOkmWiuknFrKPyUBVOqLrih9b9qoyj2h1c36I6bzwY4uqYPLOygNJTNemfVqBDZRRxcyS4dLQler3pY0335yI9yOiJcR0r27hphCQd+t41MVTghHgnUAUMSti412geBaOFeqcwf/IxqEk2u7DKK7B5jJt1PfC5uLTfSaUgaotmmusyoPLuVw8m0vFeZMMltCfa+N29T7TqdJXMIa8qzGkqvDTyEarZEYsZbKjayyqts3Eoahm8nVK9x6RWGkx75DVJbmsGaj6i3GSwRopvpmYP61xbPT1q5iMO5bvZLwEHaU+rxxKcLKAP5QWdV0j2yzczF/utmNHtJI6c1oNlH+AtiZ7VPhT/jNPPkVkBqq+aFwavEJbVzuQ8HF67t/V/0V9t7qdJZf/TLcWHuUOTcDGB0Zn0KsvnhJakzACmK1N+Jikxrqx/5l0nOWD1fuasoxaKMLBWVySKzYDNbs0PZ0AABAASURBVAGYRwavUUP1D+q3o9e4nypk3sI/W8/frH6F+m5xmXyi6ZbKSXk5zfesLKjIp8qs+dMtCAomgjmKLr6XE52dGIxE01Tjkz1sTJk3S3Id2zSjlJ6I3UDVcuAXBsu8urhMjdUS9Yeon6Oe4/Zk3u1iMi2apdrCe7BWxwj3d5OtCjvVyre5L/15GECbQD3IklmFfT1ES1OUHFX4pKQU4pWDz2nea9XbdFEYPZv6BZFlZ0kuItN7FST/xNIkaqASK3Vdxu67XaXi5WoYj9YW3m66dY2ka7iITtTo0YydjclHVHY0Tuhr0nfAFtEI70CpNpbzGqscmT0y/AV5/f6bJ6i33Rl3LNGuUJEEKB69VrO1MW0+c5MlYKC05ps513CVi5epwdohokke72+Wt4XwLYley9wTk4VyBxNhY1065r2CZZ5oqj4aXWfhQSlwGWxMo96QuVCULwBvyCfGveqSXHSrlSwrzvFW5MQkBAbKI2gzyYPKa6ovJhPZalE1W4LE1j/Zxz0WD9GY7rYAYfcou22NfpG0ipmSa/mJ2BhfMWjGPXfmOLYjV4wXMORGDsnSijYwUD6qm+mBUTYvJpeLO2iy+9SHdX2y7dxNpwhhsfNPxrKrbJV/8xT5GQ6Q/gXzo1HfGbYid0wOsyKnqZDXtm16KviJ2cGThkxpaxr1hBoVS/87E/JSsrW4JBeRU/lRSorVVg2nbQw7ETpRiukWCb9O1subHTEFjrCZ0TglOFBAlONcgRQKm6hiw0A9O0WL6evunxIWLCDil7AlCgO1g+QKpwcrbrhUvHrQfPLjlXBSalJv1Gvn4a5GZGp2ha+xpMs7tb6/ZUlWpGJgoALi1XGp/9WkOs6jf8M4lsPrk6vsyzRspfrwThxjSMPLSYsEofeEV0XMuyWTxPATw+YmOTQpMNjB3GDJvKbi7bzG9BdPviq5/Bn+0liLbe1FaX7uDjv/N9aKZlGQ41xtT5qcLLmBJfbkRSMJBioUV3k6VPJq4sbdKyznVE+H/Gu6+TJwIXouJVOzcTvPIkjorsaRpfEnwhtHbha6mWw5f0eK7BdJC2pC2wulf+C0iYP4tmxjqan41E0oJy7d+Yxmba93hfgsfShZrDJT62CgQlUNPxYqeTWxGc+q7tX8NWNdelhUb8G5F+L5FgQlL0KoP7QS0tO4pdTDPwwt2wiYxtF9vJA52k+2CH9NcoWjTDFi83bWm4tN3UQzYrnScv6LJJf/imWZ1sTBQIVByXRjmORt047RJzXOi+ptuLOlL3+RDUEZl/EKrW483sQri2b2ZNpXNn9j9Pxlqbak4vtEwzRCC8pjpeqDq3lp188ycV4kf1GNlFnNx0vcWOPAQIXBzZVIDRQ/X3ySxEorrVpKpi/ohXhh9aBr/27CNLyueen5N83PeTwjFF0LiiLt4ttQQOHrNhxEu8cr3cV6zRhgtBl1inSx3ooyZM7Xh5KDzE6aPAxUiNrgVcO2WjfNteCKnW6nDTmcgWWQNsCYuie/nxrmN4QXRrg6w5v8ahMw/lskVzg0YFr/yYQ6cYki/xy8pBgVM4nK/r1HH0rS9o5U5AZKtnhfn5ktot1Lt0ku/6h6Uf+o9BVu1e35OqAcfiacl0rNahxn2k3WVRf6hrJ3u4qsy866QDufaohkdQaZWXi74o3xExkS39gE8xNaNjgPBPiF4RKxRPFy9ZaUsnekIjVQao3nUe+6/yHis4jJrFo+h6q/OQrYNCfPph5+WPrmv7sajL/1BHjVnStIyNo03HH504nku+P7mdmM36Cj1Xe0x863hKJYnYEre0Zb+CnSY2xFCQzUFPzNA3Qs6ma9L3y9eYzAZ96pD6+XBE5tOWFkBkpbTSerNb5bb4RvaK0zb0fs/FKhfLF1vPSdlb79t4tJqwiMCS9Q5qmeYjqFLUv4gXum0hS5NQG85o7H9fBv6sO62WEFTEnPtPuUsMgDKhG/1zVeAKEABoq6+scjxS8ogP9Sb9udpPfvJbaFBpEXiYGSXGEvIv4W+ft9RXL5bE2F5rF41rrbZHMztdTGR+rqa8RMMc3OpAkbBkqo/UoDLA/Ugwpw3PD1gQByapI44Q10jTRPu8LxGCh08XmqjimRKo5ZWmvNlPDQAXxWGoyUdQMlO87fRFtN1wfkc7bkChcETBt/MiFzcYTNd+qyO3US+ZlbXibhE+qCbR2eIf0DGVnhmBdaKLQH48M/s5APifXvfcmuNvTyJYMpnm5FZwwtKF8VU43Mq5c/pcMlUYxHaQbGSOUT7WWxbqBobc8HtGQ7qw/o5Ey9Yf5Z+gtGTkAZbrJI/8is+bP1wrBww2BP40s8MngTiXwpkkIJf0PHC6N9ATSk4jJrwIxhhtdRqP3nHbhyeUh1q8ktroM4Pv6mD39V0TH+nbqYcRSZjxIMFAX76XjUbZHdG4i0l2Ugse4++wbKkb2DYa5JJfwmBX6LNjGvkxnzZtacSc/uGE9ZQy+YcuJ5FW0eGdIuUImihbm5jhdeG0z/mFJVLLUgPayePf76wCoLJbO3DmL8EyQmih/+vbAJSS22/Pxw+IWXW8jv9FPVewNdGE053ZZUfDM6awph30BZ7bPmI2naRr+XvnyqPrwns+ZPJ+ZTajgG3+0hX0vfc3lokWYWxRNNQVuuqezqk/79ttEyH6w+rHtFu0R+61GI13itxO0mQT93Ui81kQkSqgRjlQelkAnH5eKZqmhUXXJmtYmoZKvajZ19A0Vi3tVonFuw0K2J6Sq9eWq3X97GGEQwLWpTVfgkPcypD+eEH+Tq8jq+5OiFaJYlsW+khL+eyq4+WWfnhVGWX3kHLcu9x20Rc8zKOKVmwBF/xkOzaOREYmlBNcoaYf4J6L3hHGLWnhb/aT2k0O6+eCey2TdQwn/0UFD/UdxuP7pZcoV/S7Lbz209EZvpnf7LUJ+C/bWeapPrhWiMlO0nmunkjNn65kytuoH3x3l/ObCA2oTi3FJ72HLfEV8t2xayPtLinKdT0jfwPo04R33MTp6mMbkh5kyRXUgCXBo0Y9V+Z1F7zfVsHXpp93DsVVbbePYNFEf9xCVHu91+/flPmVUq2pbQdgRxzM2yz4pYZyzUMkZqpM5RPSyteK6SXMcLpD9/nrubhj+2WqumLPzaUrPx4nUc6jHSFq6XuG3iaDdfYac2cVqfZv5c6wgRna30HIGxoYjYRi22XDEP0f8dTTY6JhXTwtP2DZSwp1lpIcFtTUJXUu9oWa35nXpDjcVYiXlPS+jzIXWvJhft3ls1HP5zHRXnGBX4knp7TuhcZXpVki1VU5hqdyObMTdzGNb/lEt3/9WXEFvrII7JdTJj/0Br6GkLcrbq/AH1cbsTdbzunrgzRX52CDANr6OK82GVFsE7Uio1poWn7Ruo0THzDpT5sJaWIg7HC+IwVtJfMC0n061mqVCV79kQpDeRp1SO/Y/MCR033lK1Pu6n+npzTuVfNeLm6sO7ij7Q+JVibx3EuTRt3W8kV/iEXxVInM/6TtM4wS+InF301H+qb+H4fqLKW7V1flmLSDiVAQLuvYH5qAhVjfwdSusGyl3I0KHDI4TSQnStscqbRWmN/7XeGP5N+geOD9olKLn8YhIx3Wkt8vZ1aoR65CpfKVpErt5M5GstogQ9ZVqqsY/7Sa5wqOTyz6nSefUWnDzNq4vL/AqqroPID/pN1yT+DCL5rpbrD+Jx7Ul3RXShTzaR5y+Y5QYuL39Er5V3E/NCfai7WAX8Uv2LxHQvCV9EGs7lwblcHv6DhsN1AAEdj7pV711fiqwoEb9Dad1AGRC8qngXEdvqmqGQv930xnC0/gNesaFLsHCCF2OlraYTtAvRtFAsl4W/rmMcL4Ys16TkXB46Q28w508KtHYwPu7XV4h0JpmpE72Bawtc/l1V30q9JedcHliQrW6+DQr8HZm1J/vyt0m7L9euGz1Wk22hPqxbQz29yrUqxty0eKR4GpeLe6t/HZeK83hk8HQTXo2Bv80JZO8Mj5j3J8n2hKoJEO47lFENB0RioIzm+iR2gRoG9eYoTd60suTyqrFa38oyLa0pXp889MbGtheEHSFn7JIoiOgNxjwpWZ40sV7TrYnlDjXY314fYnHHtHC1Tsy3mI6wKNaIGiF+5VKzE8jbm803OXumA/X/Y6nk3GvwcTGfn+kb+NCkSOKOL04KCnTAdC0/d4fdccpAiiBRUgT0QUR7gCSq+3FBhwO0Z6Dwftvli8xAGUXZfak0Migmiwx6tt56mgQhikkTkzLgz0qu8N9BB/0nidIDNXiHSC7/uNvCJXq9Bll2cjGX7n0hqFBt6T5GQlFP/NlRjf9BxHyTslj/oKRhFpbS0pI7HMlDhUqGyxCB6v2Yo1oRYiu9XpdJrnCWTSSRGiijqAuFxUwwMIed7tuVL7LW00TG4wOjp04cR7OVPXXQ/89inv778r9wu0J3NIsEe89tQ3ce/1RT7ag+ClcmR4K3niY0cui6id0Mbm/hlYN/zqDeqVLZ2oogCZdKe7aMAVkSnRqyRO8L1oYaIjdQBgSXhs7V7YnqzcC3brrVRdx6GseqXX1X6G5UXX0qusYxvcftCn3BeUz6va30IbnCodqd94hKsd2dpyJrHX9DW0AWxvpeNTzLtZIzsy8c3kBnprARKjrGH41QeqyiuVw8W1vr1oxIA+XPllx+aYNw30GxGCijlUK5TL0ZxzhBj7vRUD1L03qiertbkda5yLv66vIjeqN2hd1sLkzpy+8t286dsgr2hlaT7UkQU3QxAatsjfVVuwj5G0ZoxvwKHhm807POiNicgIiN8ZW2n9ZproDdM/oQa8arI2xJkZXp7bEZqAm82pq6kkZ7zfsY3bWEivA/xjlQ7Xb1Edl/P2qiIptvjyKme+lvm76sxmr9eIrZ11aTaYVE3GoaV4xpkZ3W07g89+GC/zp+lJXNNVlRNPV6Mr3Ngo4PW5BhTYQ2GKJuSYXWNXYDZTTmtT8fUThHEsmhevyk+k535+iT7A/iLqQyvozM+y1xZ5x8fkUuFa+yqYb7cCFkZxURm4q1ktVDN7U6jXPeCEhfwazIYOOzP0VvOcYXa7wlFdUU9NAF8WGgQuc1RQCXh37G5eKOxNK53X7M52sZE7sA1DCerg8CUU0vnVKnKQh4iardm9ZVUZb6kMFnWBcchUCzlFaAlfKjUCXzMh3Zx0oZKs6NVuRYFqL3p3NUZGL3KM27mSsnaqAmtOLS0JWd2e0nF4w/oUwUNZEtu9P9yVyEieQfa6bCx453b0aSLZcHv0bEHyQiC5MvVEp0zsogdXTqZUiy0Fwb2kZ5XYbVj8tFc38ohpVjNz0/ngoDZQrVgd1+S7hqGEzxEvdcLi4mZrOu3srElYlKAabTqq2cqRnYDFEj9VNaN+3tKvPX6tPodKxvo6vTqFhGdXpXRvX2p3a15yFFL3RXfpcaAzVBkrXbj8prdh7v9jPLDE2cytL2Qi4Xz06bwtqau1Vbqm9VvToEUspmAAAQAElEQVRtgsqzJPQ+LhXN+nJavOgdr7njca3jPTSn9E3jZjqTR5atVd3gQMAzAbeFx3K85wRRR2RKn4EyZWZ6YJS1209vADvo8dHqB9Vnwwmdp3qbTy9TGn8bWqpuN1UHtKb4ezRWeSuPFO9IgrfW9ckkfJjmnRKWspwtTxDRsnW3E7KxkkiILxPHh59LQ+bhNS33r9+nrgVVXxV6A1iqfoE++ef0nHnZN63G6jliOl5vlP+seqbeud1Uo71Zbk2tVN4Hazk+wc8PP58kcO1WvEmv0derDkm3ml8i6bWz+rkWBm6cAIuFFe05EwbKlFiv5QvJkYN0/zn1ybl1ks4WVCMi40/+5mXflBkreZqYP62VujVn7Ml1nOmRJGKm0aZ90L/mstBW07rX3qK8b6kJTHxXr4ElZF6dYCologzT53nkjqcTybuTMxW2YKAkMwbKVCWvGrpdGwWJvq+qD55PpL4FZWDV+/Eb6wZjxfQZjbNUu1osXEgqyZt7ilzDNLS9ju2YpXC8pbIfK7REHhn68fig/wOhhUUpgOVxYqq2mtbcszrKrILKZh1DVcM5S43+sSojztb+VzVfq+9+qf5whsBoxazF+KzZDeif1W5oIyNg8mSSjd9njyTmKJdFalm4TBqo2hK5EEvFy7lcPFq7WnbTLRuv1j+iLsH1LaYdsm6YJnGsDvrvqWHpG/QnetZMmuHS0E5cKqaq1aS8Gjo1+tfqdbhgw3Wo103DmDYC+QzN64s2JEHGVALuR1hZPjb1jMeQinOYtgYS7Yb2qGnDaHqfM8simWnoDc9HGZh5A9UMjmu4ykVbrawniGmZPhV/lMvZbzE1Y2bCuVw8marv+YxQKn5ud94uXBq6MhXq+FRiw3U4tL228A8jodtVhKXVU/h+cj/Pbt7NUqlZdLU6h5+MEFk3ml5/v1BV9X9D//py/DlevfweX0lSGFnvCxOvqcQ6LtWxBqq2jt2bRINWlkJ3W1setm/iUvFAfSr+Ya3cTt3n8uBPadq0t2qr5XQ1zPcmVE5tNfFC1eUTnNLuPL9ctIV/E48UD9LrbUf1TML+DRbLPSR0MbHLZi6Xh//gV4/Uxg89GSHaiQhaZ9q74OxCxL+itj/z8ODsotfvd9pGzUgEbUmZ11S0/GRm+kWttfuw0RUGKmqSnSifn7tjJZeGLuJScR5tvPnmRLyfGqyYVvSW62nda7u4/xDUub96g6U3wPYPTKWhfdXIndaRbMRxb0rBa7wS+Rgql5c/wuXBvcwDgvugQPTLGn3vI7P25fqHh+XmkzI1p7O/6z7sl4tHakkWq4/OMbl1mXIDFV35Idk7AX7mlpf1n3I5l4ZOJTNLjfiv3lP7ivkncidBDB3VKa0mX6Xv9sijY9crgmfVB3HP0pjE8WTv6mYeENwHhXJx75oHi330oeN0c86N1MF/tMxmTCo6IzU+cxIGqoMvoiiKxuWhn9HGm80mps9oi8pS37osV3lHcLk4mzMyCSIKtt0u052M4JD5MKD4ZFGhjE9E8FneVETX/1djpE5UZWyPS/2FxtyHFYKBUrpw/gi4LSozpqfdTTTR/Ue0hITu9ijJdOUsVQN3Ao325rg8tJ8aplSu9OyxPA2jIdA/AV5VvEtTnaLeh+OTO2Eigo8CpyYqVyeibe3+LxM9ZUWxinM4j798DwNlhWj3CnGNVXlwuV6oZ2uXx3t0234cpVzcXeMdzaWhK02fdvfSQ8kbEdBrw+NkhM6biNCIRxbC3P/lcnEHNVRfDqcvn1H7sAEDFY4mUoMACERAgBtPRnhBs+r4iQhaxhS4YCqooTpXUwZdy+9Mdj9noxLGHQzUOAhsQAAE0kfATDjQlvlp2qraW/0W6vfplokI6asNbxppHV1I5OxCnqbjk/4mWsJFTaeHNQ4GqgYGdkEABEAABMIT4MYt4A2Cme4lD1PyYaA2IMOedwKICQIgAAJtCdS1gDeMT5eK87y0hGGg2iJGBBAAARAAgSQIwEAlQR15ggAIJEcAOWeGAAxUZqoKioIACIBAdxGAgequ+kZpQQAEQCAzBGCgplQVAkAABEAABNJAAAYqDbUAHUAABEAABKYQgIGaggQBIJBdAtAcBDqJAAxUJ9UmygICIAACHUQABqqDKhNFAQEQAIHsEpiqOQzUVCYIAQEQAAEQSAEBGKgUVAJUyC4BmTFvpuQGlkguf7P6R9VLnTdh5txiEze7JYXmIBA/ARio+Jkjx2AEUpdKZi6YR9M2/h0Rn0VEC9XPUV/vTJg5t4im9T7kpqmPgWMQAIGGBGCgGmJBIAi0JiB9hS+RU7mbSN7QOmbtWd7OpNEW1udqQ7EPAiDQmAAMVGMuCAWBhgRk5sA+amBWEMs/N4zgLfBS6R/Yw1tUxOoIAihEIAIwUIGwIVE3Eqi2mvgeLfts9eGc8HXhBCA1CHQ+ARiozq9jlDAkAUutpnot3iK5wqH1gTgGARDYQAAGagOLBPeQdVoJqBE5ixy202qaUsjK3ClBCAABEFhPAAZqPQrsgMAGAjKz8HbJ5e8lkiUbQi3vMe1tWSLEgUBHEYCB6qjqRGHCEpAt52+phulScuQhlRWtARHeU/PIvEMBQCAqAjBQUZGF3MwRkL6BT5LjPKCKxzUNfBPNCw4EQKAJARioJmAQ3D0EpK9wrLaaHiPma4hpp+4pOUoKAukmEL2BSnf5oV0XE5CtBt6hhuleYrlaMbxZPRwIgECKCMBApagyoEo8BNaPM43xg5pjtONMmgEcCIBAMAIwUMG4IVVGCWiL6ePU4zyq6nsZZ9JocCAAAkkRgIFKijzyjZ2A9A+Y5Ym+pxlvpT4VTvrzn0qFIlACBFJIAAYqhZUClewTkFzhAhL+kn3JISUKfUX6DtgipBQkB4GpBDogBAaqAyoRRWhNQHL5xURyZutYiZ3NEb9yVGK5I2MQSDEBGKgUVw5UC0dAtnhfn+QGzKKsi8JJijo1HxJ1DpAPAlkkAAOVxVqzonPnCRk3SEukL3+b5Aq/pN7RMhEfSen/7Zt+FaEhCMRPAAYqfubIMQIC0j/wXjVIvyXzdVumA7VL792Und+m+NJudioLmsZHAAYqPtbIKSIC0lc4hYSHVfw26rPpesb2y6biyWiNXLuDAAxUd9Rzx5ZScvl3Ess3M19A4c/KrPnTM18OFAAELBKAgbIIE6LiJSA7zjeLrd4Qb67rc7uPKvwOLhdZDaT5XtT6EwF3clTpOTlgWiQDgY4k0JkGqiOrCoWaQmCts1DD4l5Db0S7E49Tw7QPrx58WPPX4S4+1d2G/iOnyuv33zy0GAgAgQ4hAAPVIRXZlcVwKM4v0j5HTMerYcrxyOA1k3i/rlI1VJMCAx300di6jwdKiUQg0IEEYKA6sFK7pkjCcRmoS0k2nsOl4lWN2PITw69o+JD68E7oI+GFQAIIdAYBGKjOqMcuLYW8PdKCM907Ps50Mo8sW9syL6bbW573fjIuo+tdI8QEgYQIwEAlBB7ZWiFgViW3ImiKEObztcU0b/0405QI9QGvXqEhZfVh3SYyc8HfhxWC9CCQCAHLmcJAWQYKcXESEFtjP5OVFrqYS4O+Fpbl0r0vqJB/UR/ecWXP8EIgAQSyTwAGKvt12L0lEOc3ERT+HB4pnhZIrlP5lqYbUR/OMe0eTgBSg0BnEICB6ox6zEgpLKs5Ona9SnxGvQ33LAkfwOXi4qDCeNXwi5p2qfqw7uCwApAeBDqBAAxUJ9Ril5aBXxgukUOHhy8+f4/WvbYLjwz+R2hZYqXbcXvpK7w/tC4QAAIZJwADlfEK7Hb1eVXxLmUQdAWGPxHTwVwe/ASvuWe1ygnvptED4YWoBKZP61+4FBGAKvETgIGKnzlytExAu+UuJXJ2IeL7ydNPlhPLkZpuNpeKt3hK4jESrxx6SKOa96J0E8bJIdK/7xvCSEBaEMg6ARiorNcg9HcJcHn5I1wenEvMC0noYg38pfoJZyZTLNXwT9Fob47LQ/txaSjKNfxMfhN5B99K79HBEyMlCGSfAAyUrTqEnFQQ4NLgrWYWHpeLe6vncb+7bo/W8Kt57c/Dz7JrX9Lb2kfxFAOrSnjChEidSgAGqlNrFuVKjgCPXquZV9SHdbvLzAXbhxWC9CCQVQIwUFmtOeidWgJcuvuvqtyt6sM7ZyyOT9aH1xMSQCACAjBQEUCFSBAgliutUBAH3XxWQEJIFgnAQGWx1qBz+gmU3ruMiE1LikL9WHZFN18ogkicYQKeDFSGywfVQSARAkznVUgql1nJ3KkcYUUOhIBAxgjAQGWswqBuhgj0TPu+FW2FDrQiB0JAIGMEYKAyVmFQ1y+B5OLzqjtXEFP4FdeZ3i10Hv5Xk6tK5JwQAVz0CYFHtl1CQOiHFkraSzPv+T8W5EAECGSKAAxUpqoLymaOgNNjw0AR4RtR1I2/bi8zDFS3XwEof6QE3G4+4QdDZ8K0e2gZEAACGSMAA5WxCoO6GSTAdJ8FrRdakAERIJApAjBQmaquOmVxmA0CUrHxCY4dZNYAZvNlo8ahpSUCMFCWQEIMCDQlMM3SN6IqzvFN88AJEOhAAjBQHVipKFK6CIx/I8qCUuYbUfttY0FQGkRABxBoSwAGqi0iRAABKwRqv08VXKCMHRI8MVKCQLYIwEBlq76gbXYJ2PpG1BKZNX96djFAcxDwTiC1Bsp7ERATBDJAwN43omZSpefkDJQYKoJAaAIwUKERQgAItCdQ/UYU39I+ppcYcipaUV44IU7WCcBAZb0GoX8KCTRRyanY+UYUUR9V+JNNckEwCHQMARiojqlKFCTtBHjV0O2q41/UW3B8sAUhEAECqSYAA5Xq6oFyHUdALH1pl2ifjmODAqWCQJqUgIFKU21Aly4gsMm3tJAj6sO6TWRWYd+wQpAeBNJMAAYqzbUD3TqOAI8sW6uF+ob68K4i54YXAgkgkF4CMFDprZt0agatwhNwKqYVVQ4viArSP4DljyyAhIh0EoCBSme9QKsOJsCrhl8klu9YKaLwV6XvgC2syIIQEEgZARiolFUI1OkWAj1Dlkq6JdErx1qS1eliUL6MEYCByliFQd0OITB93f1aklfUW3DO0RaEQAQIpI4ADFTqqgQKdQMBfmLYGCc7C8iy7Cpb5d/cDdxQxu4iAANVU9/YBYFYCQj/zFp+Y/xRa7IgCARSQgAGKiUVATW6kMC6aUu11C+ot+BkfwtCIAIEUkUABipV1QFluokAr/35CLF8wU6Z6Z2W5EAMCKSGAAxUaqoCinQjAS4NmQVkixbKvilWlrBAESJSRQAGKlXVAWW6kkDFOcZKuccqR1qRAyEgEDOBZtnBQDUjg3AQiIkAr17+FAk/GDo75r1Cy4AAEEgRARioFFUGVOliAo7YmNG3O6abd/E11IFFh4HqwErtuCJ1RYGcYSvFHJOPWJEDISCQAgJOCnSACiAAArZWlhAHBgpXU8cQgIHqmKpEQbJMgG2tLOGuKlHYJttS5wAABc9JREFUKcssOkx3FCcEARioEPCQFATsEpA7rcgbq2BVCSsgISRpAjBQSdcA8geBCQLOtJsmdkNt0c0XCh8Sp4cADFTCdYHsQWCCAK+6cwUxPTxxHHhruvlmLtg+cHokBIGUEICBSklFQA0QcAmIfN/dhv3jjOGl3bAMkT5xAjBQiVcBFACBGgKZ6uar0Ru7IBABARioCKBCJAgEJeB28wk9FDT9+nSmmw/fiFqPAzvZJAADlc16g9YdRkC2eF+f9OWPk1z+e8S8lZXijdFjKk8a+Eelr3Crhi+WGfNmWskLQkAgAgJRGqgI1IVIEOgMAvK6Qk6NxPslVzhLcvnl1DtaJqartHQfJ5I36DZKN4dYDtIMFtG0jX6vesBYKQy49BGAgUpfnUCjjBOQbRZuJrnCAsnlF6sfVP+k+kktGdpISmoklqkxWqLFLahPym2tekwYq4fxyY6kqgH5NiIAA9WICsK6joDbxZYbWCJ9+dvUmDwqufwkg6Jhno/p1ZdeUsNjXrpdpCDz6rMy5Xtbqshd42VFN6BWHFyyBGCgkuWP3FNAQPoH3qtdbL8l4rO0m+1AIpqjvtvdnJqWFboBu/1qSKj8MFAJgUe26SAgfYVTSNisJL5NOjRKpRboBkxltTRVqmNOwEB1TFWiIH4JaFfWSdpK+KbfdF0ef6Ib8HNdzgHFj4EADFQMkJFF+giocXqnanWJerhgBC6V3MCJwZIiFQh4IwAD5Y1TR8Xq9sLIjvM3UQbXqYcLRYC/o+N3e4QSgcQg0IIADFQLODjVoQTW9nxAS7azeriwBIRh6MMyRPqmBGCgmqLBiY4l4MjeHVu2+Av2FskVDo0vW+TUTQRgoLqptlHWKgHhudUd/LVCQAgG3wpICKknAANVTwTHXUBA/r4LChljEeXdMWaGrLqIQKcZqC6qOhQ1MAHhFYHTIuFUAkx7TQ1ECAiEJwADFZ4hJGSNAMtvsqZyyvU1syJTriLUyyIBGKgs1hp0DkdAOPz3lsJp0Dh1dkNh8LNbd6nWHAYq1dUD5SIhMDp2vcp9Rj2cDQJMD9gQAxkgUE8ABqqeCI47ngC/MGw+dXFExxc0rgIKukzjQp3ifCJRDQYqEqwQmnYCXBr6hep4knq4UATkaVo3emMoEUgMAk0IwEA1AYPgzifA5eK3iZxdiPh+wi8YgUrPEbzmntXBEiMVCLQmAAPVmg/OWiKQVjFcXv4IlwfnEvNCErpY9fylei/OTAxYqmk+RdOmvV4THK1+UH0XOT6DVy+/p4sKjKLGTAAGKmbgyC6dBLg0eCuPFE/TVtXe6tmD313jHK1prubn7lip+0vVL6DR3pxrtIjUePGD6SytBa2Yz1fD/jULkiACBJoSgIFqigYnQMA/AV778xHXaJWLarwGd1Oj5Ro713ARmc9TdEIr64tq0L/kn05WU0DvpAjAQCVFHvl2FQHXcJWLl6nBqraysmms7iMds9MyfLWrKg+FTYwADFRi6JFxtxKYYqyYjlcW6X2XiOUe0jE6NUz7sI7Zqa5wIBALARio8JghAQQCE3CNVal4ld789zRGQMev/EzUCJyvh4T3kfBFRicuDe2rXXq3ekiDKCBglQAMlFWcEAYCwQkYI6DjV+5EDZWSxKzAJ4hpGYl8WA3mPjwyeLrRSXWBA4FECMBAJYIdmYJAawJqIKqzAokWt47p9Sx/TmW6EzYmbcvF2rA3cal4II8M/dirVMQDgSgJwEBFSReyQSAkATUm56iIE4n4rxT4J0/TmLv+YGAJSAgCSRCAgUqCOvIEAR8E1EhdxuXBbYj5fB/JNkQ1qz08P/z8hgDsgUA2CLQxUNkoBLQEgW4goONB5t2jM/2VVbv2sNqDP2SInRoCMFCpqQooAgLtCWhr6kLzLhIR/4pa/sz6gs4u2vL6TstoOAkCKSYAA5XiyoFq4Qh0amouu+sH7qVdfgtJ1q8f+IKW9z6amBpeHpxr4mkYHAhklsD/BwAA//8cAihZAAAABklEQVQDAKCLJC47V2pjAAAAAElFTkSuQmCC" mediaID="MNNT three sounds 10Mb_Sprite_cst_sounds1"/><costume name="sounds2" center-x="212" center-y="162" 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" mediaID="MNNT three sounds 10Mb_Sprite_cst_sounds2"/><costume name="sounds3" center-x="212" center-y="162" 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" 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" mediaID="MNNT three sounds 10Mb_Sprite_cst_backgrounds"/><sound name="glenn voice" 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" mediaID="MNNT three sounds 10Mb_Sprite_snd_glenn voice"/><sound name="camille voice" 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mediaID="MNNT three sounds 10Mb_Sprite_snd_camille voice"/><sound name="harmonica" 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" 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mediaID="MNNT three sounds 10Mb_Button_cst_prepare data"/><costume name="setup network" center-x="78.5" center-y="61.5" 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mediaID="MNNT three sounds 10Mb_Button_cst_setup network"/><costume name="train network" center-x="78.5" center-y="61.5" 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mediaID="MNNT three sounds 10Mb_Button_cst_train network"/><costume name="test network" center-x="75.5" center-y="80.51666666666665" 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" mediaID="MNNT three sounds 10Mb_Button_cst_test network"/></media></snapdata>