<snapdata remixID="14499771"><project name="SnapCon25 - ANN Instrument Recognition" app="Snap! 11.0.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="SnapCon25 - ANN Instrument Recognition" palette="single"><notes></notes><palette><category name="Neural Networks" color="161,163,0,1"/></palette><hidden> forward turn turnLeft setHeading doFaceTowards gotoXY doGotoObject doGlide changeXPosition setXPosition changeYPosition setYPosition bounceOffEdge getPosition xPosition yPosition direction doWearNextCostume getCostumeIdx doSayFor bubble doThinkFor doThink reportGetImageAttribute reportNewCostumeStretched reportNewCostumeSkewed reportNewCostume changeEffect setEffect clearEffects getEffect changeScale setScale getScale show hide reportShown goToLayer goBack playSound doPlaySoundUntilDone doStopAllSounds doPlaySoundAtRate reportNewSoundFromSamples doRest doPlayNote doSetInstrument doChangeTempo doSetTempo getTempo changeVolume setVolume getVolume changePan setPan getPan playFreq stopFreq down up getPenDown setColor changePenColorDimension setPenColorDimension getPenAttribute changeSize setSize doStamp floodFill write reportPenTrailsAsCostume doPasteOn doCutFrom reportColor reportColorAttribute reportNewColor receiveGo receiveKey receiveInteraction receiveConditionEvent receiveMessage doBroadcast doBroadcastAndWait reportPoll doWarp doWait doWaitUntil doRepeat doFor doIf doIfElse reportIfElse doReport doStopThis doRun fork evaluate reportPipe doTellTo reportAskFor receiveOnClone createClone newClone removeClone doPauseAll doSwitchToScene receiveUserEdit doDefineBlock doDeleteBlock doSetBlockAttribute reportBlockAttribute reportEnvironment receiveSlotEvent doSetSlot reportTouchingObject reportTouchingColor reportColorIsTouchingColor doAsk getLastAnswer reportMousePosition reportMouseX reportMouseY reportMouseDown reportKeyPressed reportRelationTo reportAspect doResetTimer getTimer reportDate reportAttributeOf reportGet reportObject reportURL reportVideo doSetVideoTransparency reportGlobalFlag doSetGlobalFlag reifyScript reifyPredicate reportVariadicSum reportDifference reportQuotient reportPower reportModulus reportVariadicMin reportVariadicMax reportRound reportMonadic reportAtan2 reportRandom reportVariadicEquals reportVariadicGreaterThan reportVariadicAnd reportVariadicOr reportNot reportBoolean reportJoinWords reportTextSplit reportLetter reportTextAttribute reportUnicode reportUnicodeAsLetter reportIsA reportVariadicIsIdentical doChangeVar doShowVar doHideVar doDeleteAttr reportCONS reportCDR reportListIndex reportListContainsItem reportListIsEmpty reportKeep reportFindFirst reportCombine doForEach doDeleteFromList doInsertInList doReplaceInList reportCrossproduct reifyReporter reportJSFunction</hidden><headers></headers><code></code><blocks><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="reportIsA"><block var="_Layer_"/><l><option>list</option></l></block></block><script><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="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="inputs"/></block><l></l></list></block></block></block></autolambda><list></list></block><block var="weights"/></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></list></custom-block></block></script><list></list></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="_Neural Network_"/><l><option>list</option></l></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="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>01</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="reportRound"><block s="evaluate"><block var="predict"/><list><block var="sample"/></list></block></block></autolambda><list><l>sample</l></list></block><l>fit</l><block s="reifyReporter"><script><block s="doDeclareVariables"><list><l>error</l><l>delta</l></list></block><block s="doSetVar"><l>error</l><block s="reportDifference"><block s="reportListItem"><l><option>last</option></l><block var="sample"/></block><block s="evaluate"><block var="predict"/><list><block var="sample"/></list></block></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="reportVariadicSum"><block s="evaluate"><block var="classify"/><list><block var="sample"/></list></block></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></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></list></custom-block></block></script><list></list></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="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 var="item"/></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="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="reportNewList"><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="generate predicate 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 predicate block in the sensing category that reports whether a given sample data record classifies as the given tag (name) based on an example dataset 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 Prädikat für _ in _ _&#xD;</translations><inputs><input type="%s" initial="1">$_tag</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">0&#xD;0.8&#xD;5</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></list></block><block s="doSetVar"><l>data</l><block s="reportIfElse"><block s="reportNot"><block s="reportListIsEmpty"><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportIsA"><l></l><l><option>text</option></l></block></autolambda><list></list></block><block s="reportListItem"><l>1</l><block var="data"/></block></block></block></block><block s="reportCDR"><block var="data"/></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 %mult%n"><custom-block s="normalize table %l"><block var="data"/></custom-block><block var="tag"/><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><block s="reportVariadicSum"><list></list></block></autolambda><list></list></block><block s="reportJoinWords"><list><block s="reifyReporter"><autolambda><custom-block s="classify %l with network %s"><l/><l></l></custom-block></autolambda><list></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><l></l></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></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="classify %&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.</comment><header></header><code></code><translations>de:klassifiziere _ mit Netzwerk _&#xD;ca:classifica _ amb la xarxa _&#xD;</translations><inputs><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"><l>classify</l><block var="network"/></block><list><block var="sample"/></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.</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</options></input><input type="%s" readonly="true" initial="1"></input><input type="%l" initial="1"></input></inputs><script><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; 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="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="partition %&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 list into 2 sets by randomly assigning its elements to each partition at the given ratio, 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 _ 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>pivot</l><l>shuffled</l></list></block><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="data"/></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="doSetVar"><l>shuffled</l><block s="reportListAttribute"><l><option>shuffled</option></l><block var="data"/></block></block><block s="doReport"><block s="reportNewList"><list><block s="reportListItem"><block s="reportNumbers"><l>1</l><block var="pivot"/></block><block var="shuffled"/></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="pivot"/><block s="reportListAttribute"><l><option>length</option></l><block var="data"/></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="data"/></block></block><block var="shuffled"/></block></block></list></block></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="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="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="classifier for %&apos;data&apos; tag %&apos;tag&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="%mult%n" expand="epochs&#xD;partition&#xD;hidden layers&#xD;:&#xD;:&#xD;:&#xD;:&#xD;:&#xD;:&#xD;:&#xD;" max="10">0&#xD;0.8&#xD;5</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 %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="reportVariadicGreaterThan"><list><block s="reportListAttribute"><l><option>length</option></l><block var="options"/></block><l>2</l></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></list></block></block><block s="reportNewList"><list><l>1</l></list></block></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="reportVariadicSum"><custom-block s="%s network %s on %l"><l><option>train</option></l><block var="ai"/><block var="training"/></custom-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; 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="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></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="2804"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="2805"></list></costumes><sounds><list struct="atomic" id="2806"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><watcher var="data" style="normal" x="10" y="9.999999999999995" color="243,118,29" hidden="true"/><watcher var="ai" style="normal" x="10" y="31.000001999999977" color="243,118,29" extX="128.5615234375" extY="51.99999999999997" hidden="true"/><sprite name="Sprite" idx="1" x="-20.9999999999125" y="-5.285714284658519" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="2813"><costumes><list id="2814"><item><ref mediaID="SnapCon25 - ANN Instrument Recognition_Sprite_cst_harmonica"></ref></item><item><ref mediaID="SnapCon25 - ANN Instrument Recognition_Sprite_cst_recorder"></ref></item></list></costumes><sounds><list id="2815"><item><ref mediaID="SnapCon25 - ANN Instrument Recognition_Sprite_snd_harmonica"></ref></item><item><ref mediaID="SnapCon25 - ANN Instrument Recognition_Sprite_snd_recorder"></ref></item></list></sounds><blocks></blocks><variables></variables><scripts><script x="23.99999999999997" y="10.000000000000028"><block s="doSetVar"><l>data</l><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>500</l></block><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>0</l></list></block></list></block></autolambda><list></list></block><block s="reportReshape"><block s="reportGetSoundAttribute"><l><option>samples</option></l><l>harmonica</l></block><list><l></l><l>100</l></list></block></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportConcatenatedLists"><list><l/><block s="reportNewList"><list><l>1</l></list></block></list></block></autolambda><list></list></block><block s="reportReshape"><block s="reportGetSoundAttribute"><l><option>samples</option></l><l>recorder</l></block><list><l></l><l>100</l></list></block></block></list></block></block></block></block></script><script x="22.99999999999997" y="233.00000000000034"><block s="doSetVar"><l>ai</l><custom-block s="new neural network %mult%n"><list><l>100</l><l>10</l><l>1</l></list></custom-block></block></script><script x="37.00000000000006" y="294.6333333333333"><custom-block s="%s network %s on %l"><l><option>validate</option></l><block var="ai"/><block var="data"/></custom-block></script><script x="10" y="362.7999999999997"><block s="doDeclareVariables"><list><l>log</l></list></block><block s="doSetVar"><l>log</l><block s="reportNewList"><list></list></block></block><block s="doForever"><script><block s="doAddToList"><custom-block s="%s network %s on %l"><l><option>train</option></l><block var="ai"/><block var="data"/></custom-block><block var="log"/></block><custom-block s="plot bars %l %group%n%b%b"><block s="reportVariadicProduct"><list><block var="log"/><l>.8</l></list></block><list><l>0.8</l><l><bool>false</bool></l><l><bool>true</bool></l></list></custom-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><l>.1</l><l><bool>true</bool></l></list></custom-block></script></block></script><script x="42.00000000000006" y="546.9999999999982"><block s="doForever"><script><block s="doSwitchToCostume"><l><option>Turtle</option></l></block><block s="doUntil"><block s="reportVariadicLessThan"><list><block s="reportAudio"><l><option>volume</option></l></block><l>2</l></list></block><script><block s="doSwitchToCostume"><custom-block s="%n times %repRing"><l>500</l><block s="reifyReporter"><autolambda><custom-block s="classify %l with network %s"><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>100</l></block><block s="reportAudio"><l><option>samples</option></l></block></block><block var="ai"/></custom-block></autolambda><list></list></block></custom-block></block></script></block></script></block></script><script x="170.0000000000001" y="527.8333333333316"><custom-block s="%s of network %s"><l><option>get model</option></l><block var="ai"/></custom-block></script></scripts></sprite></sprites></stage><variables><variable name="_Neural Network_" hidden="true"><list id="2983"><item><list struct="atomic" id="2984">layers,thing</list></item><item><list id="2985"><item><l>get learning rate</l></item><item><context id="2986"><inputs></inputs><variables></variables><block s="reportListItem"><l>learning rate</l><block s="reportListItem"><l>1</l><block var="layers"/></block></block><receiver><ref id="2813"></ref></receiver><origin><ref id="2813"></ref></origin><context id="2995"><inputs></inputs><variables></variables><receiver></receiver><origin></origin></context></context></item></list></item><item><list id="2997"><item><l>setup</l></item><item><context id="2998"><inputs><input>topology</input></inputs><variables></variables><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="doReport"><block s="reportEnvironment"><l><option>object</option></l></block></block></script><receiver><ref id="2813"></ref></receiver><origin><ref id="2813"></ref></origin><context id="3050"><inputs></inputs><variables></variables><receiver></receiver><origin></origin></context></context></item></list></item><item><list id="3052"><item><l>set learning rate</l></item><item><context id="3053"><inputs><input>alpha</input></inputs><variables></variables><script><block s="doIf"><block s="reportVariadicNotEquals"><list><block var="alpha"/><l>01</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><receiver><ref id="2813"></ref></receiver><origin><ref id="2813"></ref></origin><context id="3076"><inputs></inputs><variables></variables><receiver></receiver><origin></origin></context></context></item></list></item><item><list id="3078"><item><l>predict</l></item><item><context id="3079"><inputs><input>sample</input></inputs><variables></variables><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><receiver><ref id="2813"></ref></receiver><origin><ref id="2813"></ref></origin><context id="3114"><inputs></inputs><variables></variables><receiver></receiver><origin></origin></context></context></item></list></item><item><list id="3116"><item><l>classify</l></item><item><context id="3117"><inputs><input>sample</input></inputs><variables></variables><block s="reportRound"><block s="evaluate"><block var="predict"/><list><block var="sample"/></list></block></block><receiver><ref id="2813"></ref></receiver><origin><ref id="2813"></ref></origin><context id="3127"><inputs></inputs><variables></variables><receiver></receiver><origin></origin></context></context></item></list></item><item><list id="3129"><item><l>fit</l></item><item><context id="3130"><inputs><input>sample</input></inputs><variables></variables><script><block s="doDeclareVariables"><list><l>error</l><l>delta</l></list></block><block s="doSetVar"><l>error</l><block s="reportDifference"><block s="reportListItem"><l><option>last</option></l><block var="sample"/></block><block s="evaluate"><block var="predict"/><list><block var="sample"/></list></block></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><receiver><ref id="2813"></ref></receiver><origin><ref id="2813"></ref></origin><context id="3198"><inputs></inputs><variables></variables><receiver></receiver><origin></origin></context></context></item></list></item><item><list id="3200"><item><l>train</l></item><item><context id="3201"><inputs><input>set</input></inputs><variables></variables><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><receiver><ref id="2813"></ref></receiver><origin><ref id="2813"></ref></origin><context id="3226"><inputs></inputs><variables></variables><receiver></receiver><origin></origin></context></context></item></list></item><item><list id="3228"><item><l>validate</l></item><item><context id="3229"><inputs><input>set</input></inputs><variables></variables><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="reportVariadicSum"><block s="evaluate"><block var="classify"/><list><block var="sample"/></list></block></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><receiver><ref id="2813"></ref></receiver><origin><ref id="2813"></ref></origin><context id="3275"><inputs></inputs><variables></variables><receiver></receiver><origin></origin></context></context></item></list></item><item><list id="3277"><item><l>get model</l></item><item><context id="3278"><inputs></inputs><variables></variables><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>weights</l><l/></block></autolambda><list></list></block><block var="layers"/></block><receiver><ref id="2813"></ref></receiver><origin><ref id="2813"></ref></origin><context id="3292"><inputs></inputs><variables></variables><receiver></receiver><origin></origin></context></context></item></list></item><item><list id="3294"><item><l>set model</l></item><item><context id="3295"><inputs><input>model</input></inputs><variables></variables><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></script><receiver><ref id="2813"></ref></receiver><origin><ref id="2813"></ref></origin><context id="3327"><inputs></inputs><variables></variables><receiver></receiver><origin></origin></context></context></item></list></item><item><list id="3329"><item><l>shuffle</l></item><item><context id="3330"><inputs></inputs><variables></variables><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><receiver><ref id="2813"></ref></receiver><origin><ref id="2813"></ref></origin><context id="3345"><inputs></inputs><variables></variables><receiver></receiver><origin></origin></context></context></item></list></item><item><list id="3347"><item><l>get topology</l></item><item><context id="3348"><inputs></inputs><variables></variables><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><receiver><ref id="2813"></ref></receiver><origin><ref id="2813"></ref></origin><context id="3386"><inputs></inputs><variables></variables><receiver></receiver><origin></origin></context></context></item></list></item></list></variable><variable name="_Layer_" hidden="true"><list id="3388"><item><list struct="atomic" id="3389">inputs,thing</list></item><item><list struct="atomic" id="3390">weights,thing</list></item><item><list id="3391"><item><l>setup</l></item><item><context id="3392"><inputs><input>in</input><input>out</input></inputs><variables></variables><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><receiver><ref id="2813"></ref></receiver><origin><ref id="2813"></ref></origin><context id="3416"><inputs></inputs><variables></variables><receiver></receiver><origin></origin></context></context></item></list></item><item><list id="3418"><item><l>solve</l></item><item><context id="3419"><inputs><input>sample</input></inputs><variables></variables><script><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="inputs"/></block><l></l></list></block></block></block></autolambda><list></list></block><block var="weights"/></block></block></script><receiver><ref id="2813"></ref></receiver><origin><ref id="2813"></ref></origin><context id="3449"><inputs></inputs><variables></variables><receiver></receiver><origin></origin></context></context></item></list></item><item><list id="3451"><item><l>learn</l></item><item><context id="3452"><inputs><input>error</input></inputs><variables></variables><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><receiver><ref id="2813"></ref></receiver><origin><ref id="2813"></ref></origin><context id="3495"><inputs></inputs><variables></variables><receiver></receiver><origin></origin></context></context></item></list></item><item><list id="3497"><item><l>reshuffle</l></item><item><context id="3498"><inputs></inputs><variables></variables><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><receiver><ref id="2813"></ref></receiver><origin><ref id="2813"></ref></origin><context id="3520"><inputs></inputs><variables></variables><receiver></receiver><origin></origin></context></context></item></list></item><item><list struct="atomic" id="3522">delta,thing</list></item><item><list id="3523"><item><l>adjust weights</l></item><item><context id="3524"><inputs></inputs><variables></variables><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><receiver><ref id="2813"></ref></receiver><origin><ref id="2813"></ref></origin><context id="3547"><inputs></inputs><variables></variables><receiver></receiver><origin></origin></context></context></item></list></item><item><list struct="atomic" id="3549">learning rate,0.1</list></item></list></variable><variable name="data" transient="true"/><variable name="ai"><list id="3550"><item><list id="3551"><item><l>...</l></item><item><ref id="2983"></ref></item></list></item><item><list id="3552"><item><l>layers</l></item><item><list id="3553"><item><list id="3554"><item><list id="3555"><item><l>...</l></item><item><ref id="3388"></ref></item></list></item><item><list id="3556"><item><l>weights</l></item><item><list id="3557"><item><list struct="atomic" id="3558">-2.427074538096091,0.14227076547552064,0.22982360841849267,0.8060933021162385,0.6788916328500262,-2.014889182318486,-1.808182698877879,-3.054576943289084,-1.1832131314582468,-0.49743159121484687,1.9675495036134198,3.4772305887996438,1.6142428552922135,0.9555314280106918,1.6711554194577063,2.562333882225015,1.8982769035266482,1.2355797115389877,1.584451912027394,1.5111318611878268,1.248201358197145,1.2688903278316577,0.6541725049366328,-1.819144346832703,-3.1636380737299374,-4.012400303971056,-3.69408685664982,-1.7795803880553647,-1.439353093661404,-0.5584709560534952,-0.7417439497088936,1.8354076934916002,1.7030418824568794,0.5447146684292017,0.8579173195654098,1.7503075551752474,1.5544950289998283,0.9314425601959219,-0.790764121230654,-1.7422915719751493,-1.9025616312117906,-1.4382136029082915,-1.0195582843736093,-2.590723111654481,0.18172621676795098,2.5314495874135936,2.3926580826902755,0.9269957814997022,2.938636567812936,3.1287948933622713,2.88765044946861,1.584082523400699,1.8615572702337568,1.8716455931232991,0.4598865778620096,1.2818112928624514,0.7102208072266253,-1.9447855124780113,-3.1341320472103624,-2.690413742105326,-2.3725682504080114,-1.2621977963333997,-2.0426118981442376,-0.2776953002826993,0.08972390455718639,2.0386046470611774,2.877881103758047,2.201751353209008,-0.5037456778545498,-0.79867041607892,-1.8548436956542704,-1.823601445442417,-1.937793345490486,0.5649246584352023,0.36474425988693576,1.6129523258249818,0.510914143963143,-0.29414255224618785,1.621051280479278,0.5714215676031288,-0.6661783445665492,1.72688563828348,2.7017179030247815,3.593754613848079,1.4066130907121537,-1.6200174908113572,-2.5743654915191656,-3.118043547943419,-2.0524445567881204,-1.0619434427945142,-0.32104892083673153,0.6502321921858466,0.32994745513088336,-0.5479015871292878,-0.6834227627496976,0.3264103720772082,2.399254350645952,1.9734565701977262,0.9696127388355267,1.5789627218530706,0.39340925941101684</list></item><item><list struct="atomic" id="3559">-4.528919080146845,-0.7058968307840232,-0.20772436310198572,-0.22457990662451127,-0.8947767969145975,0.3222197754270371,0.9633227688179367,-0.21796994016240462,0.7169746924855198,0.06248895636482952,0.5299195874001881,1.1678408171039532,0.9131641064678168,1.0842864119613325,0.9072170148334858,0.4154974928384921,1.2375496477910897,0.1353813028673271,0.4346874020436566,-0.1235802636307966,0.7105873014540706,0.15543330795583216,-0.18200539611433889,0.15593289488038056,-0.18689656093562185,0.8201511332743503,0.0019399638393889453,-0.36881152911649523,-0.01128521570502355,-0.05812470713213662,-0.53713898060369,0.07359765658162895,-0.40431868862639425,-2.1404206836126867,-0.4474316170079525,-0.48551529421202055,-1.5195305481524057,-0.5285461396948695,-0.7397612799109746,-0.9946223505196102,-0.2772438632168926,-1.0820797220726617,-0.7819986172770045,-1.5794658076507841,-1.2175407813704746,-1.3016118520968083,-1.405032934985771,-0.028160131048250568,-1.5184693683856842,-0.5366180756602799,-1.2985456440773522,-0.3010139080217626,-0.6572942900897456,-0.1538034157451853,0.812840774262005,0.6906595321256956,0.005178879164690828,0.7729598896966444,0.8718851410163654,1.0465433598319882,0.8782827616082763,0.324223392404225,1.7165383003922092,0.5468975664355721,0.9493323261601325,1.0488321750014336,1.379171444134321,1.0855894434328692,0.6300377860970603,1.3268253339217302,1.8779891695416155,0.6727896928315712,0.12938749234066105,1.3427427184957097,1.1038066295052296,1.004552284559877,0.5503790458159231,-0.7339134749785574,-0.0674558540794488,-0.18054949633896888,-1.0047077883708462,-0.922527205964306,-1.7262719319932291,-1.8625617728543664,-0.9010791178538403,-0.3280323963243875,-0.3363299407570286,-1.201867508755742,-1.2993032378011753,-1.6281499097378083,-0.5077363988551765,0.3768603693353462,-1.214334742430997,-0.7825628960628814,-0.3224057465364244,-0.903177092698028,-0.134940534117537,0.5546373783084998,-0.958277070194943,-0.03595938637807359,-0.17661543977560495</list></item><item><list struct="atomic" id="3560">-4.3086590678021635,-0.5539232226989722,-1.9754347120219176,-1.6360380767035836,-1.5258117755459568,-0.011323686646380804,-0.42714751651222543,-1.1245746133827743,-0.7356172688488785,-1.0292864337054939,-1.648247952856557,-0.7176208725309047,-0.5658252907131113,-1.4691185874297241,0.43763968700846506,-0.8382789613296121,-1.0716095349661245,-0.6788401383662499,0.8472557948304072,-0.4678442478191064,-0.7234449610017569,-0.3007603514755047,-0.5403197759557826,0.41537495374917516,0.20654899634049684,0.6999454155105619,0.9194000251894693,0.316725984646129,-0.6270426978981537,0.9402130987554373,0.2969628269322495,0.6875831519168731,1.010029190388522,0.1682784966010558,1.7490438240945405,1.506240240944662,1.5546472358857202,1.6165355170045546,1.1793722761154632,0.8999523164995684,1.3536844091996523,1.2844323887967468,0.8868786830967925,0.4719558994117576,-0.1748642966262131,0.41050936803956445,-0.31146385578912655,0.37773977414642335,0.38173038044269514,-0.2869537723733826,-1.3433326820629423,-0.7506089355558746,-1.5702691470497676,0.3009782654232025,-0.9589513937543118,-0.6319535039529623,0.5087577446041014,-0.35017077154112825,0.08088507656594514,-0.2843863659302448,-0.8920006870539772,-1.2457446393794696,0.032963705216684125,-0.39164196039827304,0.012460504227611422,-1.3713549192746326,-0.5545680454069994,0.030718063462307748,-1.0580595281021499,0.42163375808872683,0.24195250106098498,-0.7371635809688928,-0.2560933125314174,0.02150511308347127,0.5235568103051488,-0.320353774888008,0.14312538001905234,0.19214018305652403,-0.04254650404631442,0.20353095071926036,0.07763400455037946,1.15088907683798,0.10114401210479172,0.5375077534390609,0.26281006904211324,0.10584266223268118,1.009891409005935,0.47015717878711794,-0.3131117035275842,0.4401010250916735,0.2662007784515302,-0.9014768968467936,0.643926330255172,0.12299802497346904,0.6335156199962964,0.24787379492793,-0.4132388891070627,0.07445969964653,0.4779567342924262,0.02179047740235371,0.46116563696425694</list></item><item><list struct="atomic" id="3561">-1.1254475180093737,0.10225417666226415,-0.02057278779606163,0.8518829899982469,0.7744531124104308,-0.07357378854499776,0.9053690174543159,-0.46541439404055973,-0.07912750392674858,-0.07391478678428423,0.8811078499156285,0.9282125191586762,1.2734625257143253,0.6122633799187708,0.9031171613446399,0.8153888178636256,-0.0658395524095855,0.6269611515644645,0.6508423122408137,-0.8481262841925561,-1.4818877692912251,-1.3316183223268763,-0.16330850445980577,0.11488648272260141,0.10163874892806006,-0.4828525439812261,-0.12050217802229822,0.3539696777915524,-1.1012569710087685,-0.29179426046593604,-0.16304533782259306,0.6680344371834036,0.6321149170996122,0.605766342040384,-0.4362663526597595,0.9224851223422341,0.38420889829256827,-0.8144921184348678,-0.13094929304181482,0.533059103059928,0.07638780525361591,0.46096666765882505,-1.2020011654534497,-0.3200681172694282,-1.3526431586428957,0.2828097861500988,-0.5259853479601695,-0.5259968868792289,-1.0857013750049709,-0.6350787462452288,-0.8113850738863889,-0.31128858388902914,0.6382073952878504,0.006304414935242767,0.3551244895826587,-0.023257703424968596,-0.2835068144042407,0.2811803600505003,-0.060096727881415034,-1.0369777850093571,0.617808854178605,0.5382865932654852,0.5500666564937006,0.8607624602499997,1.040858809678376,-0.2252721706466137,0.08438640032510886,0.7291403756219695,0.6490372115003891,0.742564238811405,0.7352748188715211,0.5607071013460914,-0.5985304755813986,-0.14045774085393337,-0.3238135163624166,-0.42510235995796786,-0.5782512631735047,1.2414547249989736,0.089904978419994,1.1365986544158022,1.0454624330989422,-0.43196247530231024,-0.2245468714973155,0.4848159457990796,-0.5516322871415569,-0.3125273269314917,-0.06219441828138176,-1.0570952303018835,-0.1654847793940938,0.9523797525348885,-0.5009285484039417,-0.5409877528880812,-0.689649117331083,0.6542755542428775,0.06758404344607617,-0.14891604940898837,0.5791611500685221,-0.04059735938888409,-0.28770264292645087,0.596057672388868,1.0083146621733876</list></item><item><list struct="atomic" id="3562">1.4508032354525278,1.4039795002552118,0.9148725655321828,-0.9492613311679042,-0.507377146353153,-1.276838515252166,-1.6504013988531738,-4.621581197795989,-2.6982949892245154,-0.9254488505965035,-1.9259858008099322,0.04222207508932563,1.6803712288150954,3.8016630307333683,4.613001626593162,2.657062978360854,0.9221560894823746,2.181459236623532,1.3128207645607548,1.2055968800368484,1.026476795287365,0.8363858718317855,0.641752335084302,-1.0299713611641292,-3.130243216086658,-3.4601423396448125,-4.155469561213496,-4.143834128861167,-3.2510578554886806,-2.4606116260997495,0.5138077902052419,2.1145560353518364,4.039729561788891,3.1836813546384453,1.552431079716568,-0.753458572302838,1.456756309741014,1.1685962696445882,-1.7120087327922382,0.14284115466026526,-0.6972188256735017,-1.590671768908486,-0.3299988679022986,0.6509662661030874,0.12617254543020642,-0.9202196208772031,1.4746345750743988,2.347183442238118,0.7357095095744117,0.3426279233002923,1.3742363443167829,-1.0030448857944232,0.389797267958687,1.398141757003073,0.9141707101704927,-0.9136603728465442,-2.1723499066734204,-2.5961066991089776,-0.5430770922580147,-0.8333171604061627,-1.7964289547373888,-0.6887522336604314,-0.6614446229516522,2.3357375575384562,3.644538996636563,3.733291042281891,1.9146068652567163,1.1350685241701444,0.09537384104561673,-1.2612162607108621,-2.129228144193766,-2.6589390633804992,-1.5240380135545364,-2.385181027987554,0.038474158896092715,-0.49844887324353,0.23374683476582733,-0.1091223038939659,-0.34748582391028915,2.551362251479222,1.3636365962678514,-0.1221067602548474,-0.13374261500012613,-1.8718056759986124,-0.4232019591111874,2.282746823182066,3.5316963258233067,1.8851501063508063,-0.5649084302069433,-1.2156440488204567,-1.467061355688103,-0.07199230737339266,-0.5968141490588188,0.6939130975807565,0.8047152938932218,-1.026691167039641,0.8148018440304916,-0.3058313328958386,-0.4183109300754717,-1.4339762580217432,0.5292315939213766</list></item><item><list struct="atomic" id="3563">3.134815572435299,-1.1324428746527042,-0.12060577793954295,0.300754040445515,-0.5446332270753456,-0.06088258266392459,0.983228345864712,0.4120826350877759,1.1113398057350476,0.2596662590800603,0.0878291246613806,1.3423190271373469,0.16327353271637007,1.4721591024582372,0.6560761208280834,1.3783218178452437,0.7591540294276635,1.8471601691453812,1.9610668464095007,2.0771193730617217,0.2902400426149583,1.0834149601951555,1.8295375021940605,-0.30038348001898907,1.3561834527359968,0.12578980381362453,1.3370187547358263,0.3821110377215338,1.269752812876367,1.4140117906741279,0.7803896336318924,1.9990029886428557,1.5774062369729827,1.2653151423238571,1.3849692750237574,2.3254332536246536,1.9081693609396977,1.1861634888916073,1.1083112474576697,0.6980658203262333,-0.15303126578279827,0.46745510434977566,-0.1391774793794498,0.7338663640151599,0.47156765805805406,0.3105724622422312,0.520192264469593,-0.5118089355144375,-0.5923046027327882,-0.09520876338747677,-0.3616433035193571,-0.9279292506401355,-1.2912913159884412,-0.8476161716340832,-2.26487878612454,-1.6435382954913798,-0.2112809530303316,-1.8733235648194317,-1.322261795420317,-0.9000845668161807,-0.8059300730264817,-0.26901234214875214,-1.047940632323224,0.5134927196291162,-0.07703810488455984,0.02925410652867663,-0.8267164341883927,0.0327519109234647,-1.7047100345172994,-1.9758179147314732,-0.7127995423773451,0.2318033263988802,-0.061559851006682154,-0.8835799740040802,0.9731667596097816,0.9953635364307735,0.5037155647203967,0.9467562938785993,0.6992114216463923,0.6124362031192414,-0.3015316594544209,0.9152733733114348,0.3479458953319236,1.145101020926258,0.7954889600888461,-0.4317824448646375,-0.1635748047600735,-0.7491325478697093,0.7843437787475969,-0.2663228294249152,-0.9095215399606259,-0.9108508890547043,-0.31876499239499406,-0.6394735864362615,-0.9152647924232241,0.5224757376983231,-0.00008128616640345611,0.31476817197679335,-0.23710866566124666,0.2086911042245425,-1.0962719628528041</list></item><item><list struct="atomic" id="3564">2.9682577416204614,1.8098243731000876,0.6807211298478432,1.382795780240893,1.4292679858442157,-1.244406212424952,-0.7458371135507874,0.17642760184091263,-0.5289280302333744,-1.170774549322293,0.6388847728615873,1.1290206966367313,-0.25448084066612914,-0.8769433946220302,-1.397236626617767,0.1848757498314689,-1.1538730000756525,-1.010387308886357,-0.2691842866581344,-1.1554881151523173,-1.3284674291259506,-0.824950917537928,-0.0770262498255157,-1.0386475205915588,0.33826855786921023,-0.93416454900599,-0.9608189595233882,-1.2149499524363967,-0.4111697841395111,-1.5019978625373567,0.2529664142666904,0.8734092393697735,-0.7103490499424369,-0.06392369066371772,0.3286663939343099,-1.1065686294929742,-0.19776256788606664,0.3031862834244819,-0.22815173970934302,1.3999803196036478,0.18579844380997823,1.541701236647087,-0.21452170490835135,0.6273633517825947,0.7893820446262998,0.8103102616698533,0.7633682471898473,0.3832549837565879,0.9689130405644255,1.0056478285135115,-0.6565367491515547,0.9480212949036738,1.7375172612699579,1.0681402602027765,0.2534828381883548,1.6532285814184278,1.3858738121436969,0.24110557680547087,1.4418805852813261,0.3058684131826493,-0.16231752520941123,1.2858108620766606,0.3814126277781605,0.3708237973393252,0.6695388976612899,0.519494013622069,0.019777481649080338,-0.4732789685122223,0.9400292544957348,-0.8846115941153753,-0.0023583731351345307,-0.22635517066618205,-0.6204534973783848,0.08839122376057612,-1.2572208988553086,-0.36190470728674157,0.5244378489860999,-0.17660636899144538,0.40033101590372705,-0.6869300957025185,-0.10808704611696918,-0.43166786174866956,0.7826752195638684,0.8527065795685804,0.3563208732167758,-0.96684711815461,-0.7003082893946854,0.9868616033445503,-0.17521333658674118,0.22304453341339375,0.3244483394043252,0.5253934110847633,0.39435824383383833,-1.2048566732860002,-0.7087386980772209,0.5075323744604567,0.054360029664750134,-1.2170762819731624,-0.37408158052349666,-0.0020509901666627387,-1.4961094220529123</list></item><item><list struct="atomic" id="3565">-1.9036088877706516,-0.09678489480367554,0.7749800104678886,0.6425910402306749,-0.3729887465853342,-2.53065398786209,-2.9564351341430544,-1.1165423362328293,-2.99623272278767,-2.148919497583926,-1.3971857509324972,1.1356870272329536,0.2768786604239,0.12792293347208314,-1.0754029925743072,-0.8001539558149471,0.9991939402337442,2.0539678475721503,3.0774813296379917,3.1782721664507054,1.4988548477712753,0.4106660692316329,-0.20882072090489273,-0.9063476194807287,-2.019379859068444,-0.7158039207957385,-2.271054913932467,-1.1627736071865717,-1.4895678404959718,-1.1742966828759809,-0.03971669573553452,0.41695672917879484,0.3268640918804335,1.7674346421794966,1.3598543139784156,0.3696399474723044,0.7568702966547229,1.07150186975743,1.0955455721296303,0.5642075688883121,0.952147489679663,0.9632765883961407,-0.2823819628249476,0.005892763526938541,0.3062435808468489,0.676491164334763,-0.18784619980065428,0.2766784260995251,-0.05271601505980471,0.21140822132570597,0.2619330766796429,1.2534671167013922,-0.5739869571767515,-0.7190753124784771,-1.1222083566101386,-0.4781714674573986,-0.959879566134957,-0.9178201257105726,-0.5710114599234465,1.144956078553569,1.6890092828324044,1.7088912261689506,2.4840316884905262,2.8886732683399408,3.547166319113438,1.6631781897913889,2.097088563618787,1.1738537345078939,-0.410709003729741,-1.509354798396522,-1.591572202572869,-1.703659379463801,-1.3404250660765251,0.6281659999270268,-0.09074656882684963,-0.33386521573983463,-1.316819941635692,-1.285100432279004,-0.7430380743784394,-0.20718440765020077,-0.08607239823417114,0.015340588802246558,0.06951681313434957,0.12753942964163914,0.04595645896517254,0.06883260315576825,1.3513830279341463,0.9685240609120337,2.1146139973170834,0.12521799238882994,-0.3465381244581062,-1.3613793967661183,-0.5296760900189055,-0.4855669214974102,0.6115230351551675,0.21836602026869795,0.9426994689478214,0.07349822439668262,0.12722948298309603,-1.2784859462544567,-2.143839022897887</list></item><item><list struct="atomic" id="3566">-2.6818743540972485,0.13635900745092316,0.2453358314267097,-1.1068196284520304,0.44689807632535716,-0.0019012889467827261,0.8210965683577688,1.5201012991981806,0.5128865129887991,-0.04308476290611774,-0.21413141324625157,-0.3163757222518511,-0.14682073878050633,-0.07873598770264222,0.7698498219017413,-0.9439088662819248,-0.007133053437347963,-0.506161358784591,0.518819975381926,-0.5048407596612627,-0.29170005600743226,-0.1737882192878834,0.033842403735358545,0.14397121780257963,-0.25495016460478026,0.3633865905220577,-0.1857991811068784,0.6161316739415652,-0.05224817820536242,-0.4136190620451364,-0.695776747291098,-0.8535131312235661,0.1552279569907673,0.41027137828174876,1.132301596422592,0.06652666337546431,0.8881406538375856,0.14234335069167103,0.12062046031864367,0.9503749348565819,-0.0729330053870407,0.323487912821505,1.1176807892309748,0.6594955583216134,0.7588540064761259,0.2516157511222286,0.4322226570059902,0.9460344216738606,1.4055770220380897,0.9136180544498458,0.4247787194887137,1.0893591680825572,-0.6598855777857996,0.6593571170105443,0.3783344730359529,-0.47823300625651616,-0.16800367099557917,-1.1431494240308855,0.08686788685408024,-0.2497472511737721,-1.0130464612711805,-0.12235951480827888,-1.0183702967514503,0.33071675221590985,-1.3570445852975754,-0.3288607480350092,-1.0196834539587825,-0.8990058000822064,0.12963678633648434,-0.31397804626307474,-0.848593705408156,-0.7727369694147668,-1.0025796022834292,-0.16932416738832987,-1.0949523469132088,-0.005147557010696201,-0.6686383083300248,-1.3709189925686438,-1.1145336083726791,-0.0964646029477469,-0.48442282407436843,0.39103871073904056,-1.7430655914731061,-2.1797515253534745,-0.05891397393290507,-0.9255266580983644,0.1077975233948499,-0.7740705443159546,-1.2119470507253898,-0.9220419263730377,-0.8354910263431862,-0.3619006399025167,0.4392317520697364,1.1255218072297382,-0.1940375191986517,0.7940169741055233,1.2194731288701877,-0.06638943417155502,0.7190077855299629,1.0589009187783915,1.8858655146854977</list></item><item><list struct="atomic" id="3567">-0.8809651097076797,0.966031426959166,0.21191473364229851,-0.8277765200048495,-1.1169091253641246,0.5204483917130387,-0.36644514880808127,0.586271034200064,0.48170110343094613,-1.0170303037710644,0.06209898078900465,-0.4037826526215397,-0.8070737254843169,-0.7551775041041116,0.23578909638057433,-0.09050908225530695,-0.9321711216523318,0.6767311548510866,-1.2698978234048612,0.022536431924802786,-0.15125833733234628,-0.22969658108971439,0.3422013012718949,-0.5715355637812248,-0.12174795443243516,-0.6603871282245052,-0.28741150979922164,-0.7346881378504196,0.6404041520742308,-0.929825933699888,-1.0003859203332024,-0.9749775569205031,-0.1053966451077719,-0.9750332685180955,-0.04696586062532163,-0.9438395445625388,-0.22483436610546026,-0.8344680457705866,0.7471291134187739,-0.7343725766462255,0.5914501672257602,0.6614585010496256,-0.46782072527141333,0.30518546586308315,-0.4678998784668711,0.9727157526986622,0.8068347184563518,0.7737198807053016,0.017080691654859967,-0.262633389276184,-0.025570642643203034,0.9998794635384662,0.2694062884340344,-0.6254383844217793,0.7300828881902098,0.7272028618360108,0.43380785279829875,-0.5236828770499278,-0.4378242357592796,0.49652557628381927,-0.7839734416399656,-0.3125628579103771,-0.6222600989830842,-0.25936079066168555,-0.070407531549235,0.7787602376933769,-0.3236485330861834,-0.7363250788957855,-0.2806123655998245,0.7964544214286452,-0.3988859119674296,-0.09053842757846743,0.4306689926849991,-0.12493269479324645,-0.92625041734714,-0.8152370243093243,0.4336550123655179,0.5381855733888132,0.47411250289135826,-0.9742352101609458,0.9031301631786616,0.6926565347103759,0.31349776447368827,-0.21342781667768143,0.47711837528465023,0.0406686839091632,0.45037012301090096,0.018004932818921435,-1.1757285245429585,0.6280780143556987,-0.4256103820814844,-0.661303633851066,-0.1794867023825521,0.38350561544403133,0.7853830832765226,0.35232675713712,1.0221370344322018,0.6835144661592321,1.0836768680468067,1.2068431807470903,-0.04030729486766555</list></item></list></item></list></item><item><list id="3568"><item><l>inputs</l></item><item><list struct="atomic" id="3569">-0.3054814636707306,-0.31422197818756104,-0.3138190805912018,-0.3070674240589142,-0.3017405867576599,-0.29799383878707886,-0.29570719599723816,-0.2985466420650482,-0.3051726818084717,-0.31302177906036377,-0.31846460700035095,-0.31825345754623413,-0.3164880573749542,-0.3164513111114502,-0.3179094195365906,-0.32129767537117004,-0.32034915685653687,-0.3097872734069824,-0.29908108711242676,-0.29734694957733154,-0.29869067668914795,-0.3003034293651581,-0.30494430661201477,-0.30801746249198914,-0.3058854937553406,-0.2955939769744873,-0.2745865285396576,-0.25702738761901855,-0.2569621503353119,-0.27149754762649536,-0.29304027557373047,-0.3091886043548584,-0.30806708335876465,-0.29116132855415344,-0.2672865092754364,-0.24487507343292236,-0.2333044856786728,-0.23458854854106903,-0.2381400614976883,-0.23692531883716583,-0.233256995677948,-0.22775228321552277,-0.21980196237564087,-0.20493704080581665,-0.17846938967704773,-0.14610955119132996,-0.11758330464363098,-0.10392864048480988,-0.11285988986492157,-0.1359945684671402,-0.15297076106071472,-0.15111596882343292,-0.13832241296768188,-0.13026417791843414,-0.12928491830825806,-0.1292564868927002,-0.12718728184700012,-0.12682268023490906,-0.1326795220375061,-0.14395134150981903,-0.15464864671230316,-0.15895654261112213,-0.1618451476097107,-0.16827262938022614,-0.17189398407936096,-0.1697412133216858,-0.1611367017030716,-0.14273539185523987,-0.1162291169166565,-0.08468779921531677,-0.051321424543857574,-0.01711350679397583,0.020506124943494797,0.05986244976520538,0.09454207867383957,0.12083806842565536,0.14232859015464783,0.1605778932571411,0.17269007861614227,0.18223102390766144,0.1954147219657898,0.2171759009361267,0.2439519762992859,0.26463645696640015,0.28064554929733276,0.29065048694610596,0.282586932182312,0.2602188289165497,0.23865723609924316,0.2261991947889328,0.22666850686073303,0.24372036755084991,0.27109086513519287,0.2967188358306885,0.31986844539642334,0.3378477096557617,0.3448776304721832,0.34378889203071594,0.3372497856616974,0.33016061782836914</list></item></list></item><item><list id="3570"><item><l>delta</l></item><item><list struct="atomic" id="3571">0.007281707941650254,-0.0070319410572325025,-0.0030072751939949948,0.007146379353542587,-0.05736548813820865,0.003957639553813397,0.008005155530215349,0.018540710832902596,-0.0034266496108551836,-0.007300886452498257</list></item></list></item></list></item><item><list id="3572"><item><list id="3573"><item><l>...</l></item><item><ref id="3388"></ref></item></list></item><item><list id="3574"><item><l>weights</l></item><item><list id="3575"><item><list struct="atomic" id="3576">3.855771501244911,-11.271472394001018,8.228485047899255,6.709166060642145,-2.1365023753874515,13.186511056287111,-7.1169393273183745,-5.129224593117675,-10.186178780374906,6.353982783206484,1.9972041210577198</list></item></list></item></list></item><item><list id="3577"><item><l>inputs</l></item><item><list struct="atomic" id="3578">0.08744188763236442,0.00015591473274828617,0.33961674978121587,0.07456794993548635,0.8249808688200264,0.005791102841153629,0.8781861584570853,0.02288298987755986,0.016540843431344876,0.980034322191802</list></item></list></item><item><list id="3579"><item><l>delta</l></item><item><list struct="atomic" id="3580">0.000009444006516923231</list></item></list></item></list></item></list></item></list></item></list></variable></variables></scene></scenes></project><media name="SnapCon25 - ANN Instrument Recognition" app="Snap! 11.0.0, https://snap.berkeley.edu" version="2"><costume name="harmonica" center-x="240.5" center-y="104" image="data:image/png;base64,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" mediaID="SnapCon25 - ANN Instrument Recognition_Sprite_cst_harmonica"/><costume name="recorder" center-x="180" center-y="180" image="data:image/png;base64,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" mediaID="SnapCon25 - ANN Instrument Recognition_Sprite_cst_recorder"/><sound name="harmonica" sound="data:audio/mpeg;base64,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" mediaID="SnapCon25 - ANN Instrument Recognition_Sprite_snd_harmonica"/><sound name="recorder" sound="data:audio/mpeg;base64,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" mediaID="SnapCon25 - ANN Instrument Recognition_Sprite_snd_recorder"/></media></snapdata>