IMPORTANT: to use this tool you MUST click the EDIT button.
This project runs an almost-natural-language programming language to write search and sorting algorithm inside Snap.
It was originally made to run inside the BloP extension, but you can also safely run this version in Snap if, before running the search/sort scripts that you find in the "xxx sort" sprites, you click the green flag every time in order to clean the ASSL environment. Every "xxx sort" sprite is a different program
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NOTE: when running this project inside the BloP extension you will not see the "assl envir" sprite and the Stage. You will not be able to move the elements on the Stage. You will not be able to remove the assl commands from the palette nor to change how they works. You will run everything inside a "safe" environment, like you do in Snap or Scratch.
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:image/png;base64,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NOTE: This is not visible if you use the BloP extension because there is no concept of "stage" in ASSLfalseback to original lookwrong order colorhighlight ballget stuck to magnetleave magnetThis is just a setup sprite. Run the scripts in the "xxx sort" sprites instead
NOTE: This is not visible if you use the BloP extension10ball on left magnet#1#2show number above ball#1#2This is an auxiliary sprite. Run the scripts in the "xxx sort" sprites instead
NOTE: This is not visible if you use the BloP extension500#1show ballsuse balls#1This is an auxiliary sprite. Run the scripts in the "xxx sort" sprites instead
NOTE: This is not visible if you use the BloP extensionfalseback to original lookwrong order colorhighlight ballget stuck to magnetleave magnetThis is an auxiliary sprite. Run the scripts in the "xxx sort" sprites instead
NOTE: This is not visible if you use the BloP extensionblink SWAPS variableThis is an auxiliary sprite. Run the scripts in the "xxx sort" sprites instead
NOTE: This is not visible if you use the BloP extension#1#1move one position to the leftmove one position to the rightmove under ball in first positionmove under ball in position#1put ball backgo to where right magnet iscurrent positionout of ballsball dimensionThis is an auxiliary sprite. Run the scripts in the "xxx sort" sprites instead
NOTE: This is not visible if you use the BloP extension9This is an auxiliary sprite. Run the scripts in the "xxx sort" sprites instead
NOTE: This is not visible if you use the BloP extensionThis is just a setup sprite. Run the scripts in the "xxx sort" sprites instead
NOTE: This is not visible if you use the BloP extension#1#1move one position to the leftmove one position to the rightmove under ball in first positionmove under ball in position#1move to the right of left magnetmove to the left of left magnetput ball backgo to where right magnet iscurrent positionout of ballsball dimensionThis is an auxiliary sprite. Run the scripts in the "xxx sort" sprites instead
NOTE: This is not visible if you use the BloP extensionHere we do this#1#1#2#1#2comment#1This is an auxiliary sprite. Run the scripts in the "xxx sort" sprites instead
NOTE: This is not visible if you use the BloP extensionrightrightleftrightWe start by looking at the first ballleftWe compare the ball above the left magnet with all the balls to its right, as the balls to its left are already orderedrightWe compare the ball above the left magnet with the ball above the right magnetleftrightThe ball to le left is bigger than the ball to the right, so we swap themThe ball to the left is smaller than the ball to the right, so we put them backWe move to see if there is a smaller ball to the rightThere are no more balls to the right so we look for the next smallest ballThere are no more balls to order. The sorting is finished.This is the basic sort algorithm.
BEFORE running this script click the green flag to setup the environment.
NOTE: This is not necessary if you use the BloP extensionadd comment here...rightWe start each round by looking at the first ballWe move the right magnet to the right of the left magnet to look at adjacent pairsrightWe compare the ball above the left magnet with the ball above the right magnetleftrightThe ball to the left is bigger than the ball to the right, so we swap themThe ball to the left is smaller than the ball to the right, so we put them backWe move both magnets to the right to look at the next pairThere are no more balls to order. The sorting is finished.This is the bubble sort algorithm.
BEFORE running this script click the green flag to setup the environment.
NOTE: This is not necessary if you use the BloP extensionrightrightrightleftleftrightWe leave the first ball where it is as there are no balls to its left where it can be insertedWe move the left magnet to the right to look for the next ball to be inserted in the correct positionleftThis is the ball we want to insert in its correct position between the balls to its left We start looking at the immediate left of the left magnet to find the position where it can be insertedWe compare the ball above the left magnet with the ball above the right magnetrightrightleftThe ball on right magnet is bigger than the ball on left magnet, so we put it back one position to the righeWe keep looking for the correct place where to insert the ball on the left magnetWe keep looking for the correct place where to insert the ball on the left magnetrightWe compare the ball above the left magnet with the ball above the right magnetrightThe ball to the left is smaller than the ball to the right, so we found where to insert the ball on the left magnetThe ball on the left magnet must be inserted hereWe swap the magnets to keep track of where to restart the insertion procedureWe insert the ball on the left magnet in its correct positionWe swap the magnets again to find the next ball to be insertedWe move the left magnet to the right to look for the next ball to be inserted in the correct positionThere are no more balls to order. The sorting is finished.This is the insertion sort algorithm.
BEFORE running this script click the green flag to setup the environment.
NOTE: This is not necessary if you use the BloP extension forward turn turnLeft setHeading doFaceTowards gotoXY doGotoObject doGlide changeXPosition setXPosition changeYPosition setYPosition bounceOffEdge xPosition yPosition direction playSound doPlaySoundUntilDone doStopAllSounds doRest doPlayNote doChangeTempo doSetTempo getTempo reportTouchingObject reportTouchingColor reportColorIsTouchingColor colorFiltered reportStackSize reportFrameCount doAsk reportLastAnswer getLastAnswer reportMouseX reportMouseY reportMouseDown reportKeyPressed reportDistanceTo doResetTimer reportTimer getTimer reportAttributeOf reportURL reportIsFastTracking doSetFastTracking receiveClick doStop doStopAll doStopBlock receiveOnLoad receiveOnRun runOtherScripts reportDate doStopOthers reportSum reportDifference reportProduct reportQuotient reportRound reportMonadic reportModulus reportRandom reportLessThan reportEquals reportGreaterThan reportAnd reportOr reportNot reportTrue reportFalse reportJoinWords reportLetter reportStringSize reportUnicode reportUnicodeAsLetter reportIsA reportIsIdentical reportTextSplit reportJSFunction reportTypeOf reportTextFunction reifyScript reifyReporter reifyPredicate runFirstScriptOfSprite doSwitchToCostume doWearNextCostume getCostumeIdx doSayFor bubble doThinkFor doThink changeEffect setEffect clearEffects changeScale setScale getScale show hide comeToFront goBack doScreenshot reportCostumes alert log clear down up setColor changeHue setHue changeBrightness setBrightness changeSize setSize doStamp receiveGo receiveKey receiveInteraction receiveMessage receiveCondition doBroadcast doBroadcastAndWait getLastMessage doSend doWait doWaitUntil doForever doRepeat doUntil doFor doIf doIfElse reportIfElse doStopThis doRun fork evaluate doReport doCallCC reportCallCC doTellTo reportAskFor receiveOnClone createClone newClone removeClone doPauseAll doWarp reportGetImageAttribute reportNewCostume reportNewCostumeStretched getEffect reportShown goToLayer doPlaySoundAtRate reportGetSoundAttribute reportNewSoundFromSamples doPlayFrequency doSetInstrument changeVolume setVolume getVolume changePan setPan getPan playFreq stopFreq reportSounds getPenDown setPenHSVA changePenHSVA getPenAttribute setBackgroundColor setBackgroundHSVA changeBackgroundHSVA floodFill write reportPenTrailsAsCostume reportPentrailsAsSVG doPasteOn reportAspect reportThreadCount reportRelationTo reportObject doSetGlobalFlag reportGlobalFlag reportGet reportAudio doSetVideoTransparency reportVideo doSetVar doChangeVar doShowVar doHideVar doDeleteAttr doDeclareVariables reportNewList reportNumbers reportCONS reportListItem reportCDR reportListLength reportListIndex reportConcatenatedLists reportListContainsItem reportListIsEmpty doForEach reportMap reportKeep reportFindFirst reportCombine doAddToList doDeleteFromList doInsertInList doReplaceInListHere we do thiscommentcommentleftleft
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