From c41fd2a9f8c8b991cdba9f9bc62b73f5e26aa00f Mon Sep 17 00:00:00 2001 From: Michael Ball Date: Fri, 2 Jan 2015 17:21:38 -0800 Subject: [PATCH] Add current examples folder from snap.berkeley --- Examples/Codification.xml | 1 + Examples/JSfunctions.xml | 1 + Examples/animal-game.xml | 1 + Examples/copter.xml | 1 + Examples/count-change.xml | 1 + Examples/icecream-visual.xml | 1 + Examples/live-tree.xml | 1 + Examples/swimmer.xml | 1 + Examples/tree.xml | 1 + Examples/vee.xml | 1 + 10 files changed, 10 insertions(+) create mode 100644 Examples/Codification.xml create mode 100644 Examples/JSfunctions.xml create mode 100644 Examples/animal-game.xml create mode 100644 Examples/copter.xml create mode 100644 Examples/count-change.xml create mode 100644 Examples/icecream-visual.xml create mode 100644 Examples/live-tree.xml create mode 100644 Examples/swimmer.xml create mode 100644 Examples/tree.xml create mode 100644 Examples/vee.xml diff --git a/Examples/Codification.xml b/Examples/Codification.xml new file mode 100644 index 00000000..110a73c3 --- /dev/null +++ b/Examples/Codification.xml @@ -0,0 +1 @@ +This project features a FizzBuzz script and a recursive factorial block that you can run and debug inside Snap! and also compile into various text-based programming languages: * JavaScript * Smalltalk * Python * C Enjoy! 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data:image/png;base64,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 any example script into this ring:FizzBuzz scripts for any language mapping:a FizzBuzz version that compiles to any mappings in this project: JavaScript, Python, Smalltalk and Ci1another, slightly different variant of FizzBuzz, which also compiles to any language mapping in this projectrecursive factorial script with function header for any language mapping:other example scripts for any language except C:nested FOR block example. Try this one for any language mapping except Ctry the current script by executing it:convert to various textual languages. Use the watcher's context menu to export: forward turn turnLeft setHeading doFaceTowards gotoXY doGotoObject doGlide changeXPosition setXPosition changeYPosition setYPosition bounceOffEdge xPosition yPosition direction doSwitchToCostume doWearNextCostume getCostumeIdx doThinkFor doThink changeEffect setEffect clearEffects changeScale setScale getScale show hide comeToFront goBack playSound doPlaySoundUntilDone doStopAllSounds doRest doPlayNote doChangeTempo doSetTempo getTempo clear down up setColor changeHue setHue changeBrightness setBrightness changeSize setSize doStamp reportTouchingObject reportTouchingColor reportColorIsTouchingColor colorFiltered reportStackSize reportFrameCount doAsk reportLastAnswer getLastAnswer reportMouseX reportMouseY reportMouseDown reportKeyPressed reportDistanceTo doResetTimer reportTimer getTimer reportAttributeOf reportURL reportIsFastTracking doSetFastTracking reportCONS reportCDR reportListContainsItem doDeleteFromList doInsertInList doReplaceInList reifyScript reifyReporter reifyPredicate reportRound reportMonadic reportRandom reportLetter reportStringSize reportUnicode reportIsA reportIsIdentical reportJoinWords receiveGo receiveKey receiveClick receiveMessage doBroadcast doBroadcastAndWait getLastMessage doWarp doWait doWaitUntil doForever doRepeat doUntil doStopBlock doStop doStopAll fork evaluate doCallCC reportCallCC receiveOnClone createClone removeClone"<#1>",,print <#1>print <#1>if <#1>: <#2>if <#1>: <#2> else: <#3>(<#1> + <#2>)(<#1> - <#2>)(<#1> * <#2>)(<#1> / <#2>)(<#1> % <#2>)(<#1> < <#2>)(<#1> == <#2>)(<#1> > <#2>)(<#1> & <#2>)(<#1> | <#2>)(!<#1>)TrueFalse(<#1>, <#2>)(<#1>.length)<#1> = <#2><#1> += 1print <#1>#variables <#1>[<#1>]len(<#1>)<#2>[<#1> - 1]<#2>.append(<#1>)return <#1>
while <#1>: <#2>
[]
isinstance(<#1>, (int, long, float, complex))5
<#1>
str(<#1>)5
for <#1> in range(<#2>, <#3>): <#4>15
console.log(<#1>);console.log(<#1>);<#1>if (<#1>) { <#2> }if (<#1>) { <#2> } else { <#3> }return <#1>;while (<#1>) { <#2> }for (var <#1> = <#2>; <#1> <= <#3>; <#1> += 1) { <#4> }(<#1> + <#2>)(<#1> - <#2>)(<#1> * <#2>)(<#1> / <#2>)(<#1> % <#2>)(<#1> < <#2>)(<#1> === <#2>)(<#1> > <#2>)(<#1> && <#2>)(<#1> || <#2>)(!<#1>)truefalsehelloWorld(<#1> + <#2>)world(<#1>.length)5(typeof <#1> === 'number')5(<#1>.toString())5function fact(n) { <body> }5fact(<#1>)7function fib(n) { <body> }7fib(<#1>)<#1> = <#2>;<#1> += 1;console.log(<#1>);var <#1>;[<#1>][](<#1>.length)1<#2>[<#1> - 1]<#2>.push(<#1>);
Transcript show: <#1>; cr.Transcript show: <#1>; cr.<#1><#1> ifTrue: [ <#2>].<#1> ifTrue: [ <#2>] ifFalse: [ <#3>].<#1>[<#1>] whileTrue: [ <#2>].(<#2> to: <#3>) do: [:<#1> | <#4>].(<#1> + <#2>)(<#1> - <#2>)(<#1> * <#2>)(<#1> / <#2>)(<#1> \\ <#2>)(<#1> < <#2>)(<#1> = <#2>)(<#1> > <#2>)(<#1> and: [<#2>])(<#1> or: [<#2>])(<#1> not)truefalsehelloWorld(<#1>, <#2>)world(<#1> size)5(<#1> isNumber)5(<#1> printString)5| fact | fact := [:n| <body>].5(fact value: <#1>)7| fib | fib := [:n | <body>].7(fib value: <#1>)<#1> := <#2>.<#1> := <#1> + 1.Transcript show: <#1>; cr.| <#1> |#(<#1>)(OrderedCollection new)(<#1> size)1(<#2> at: <#1>)<#2> add: <#1>.
print <#1>print <#1><#1>if <#1>: <#2>if <#1>: <#2> else: <#3>return <#1>while <#1>: <#2> for <#1> in range(<#2>, <#3>): <#4>(<#1> + <#2>)(<#1> - <#2>)(<#1> * <#2>)(<#1> / <#2>)(<#1> % <#2>)(<#1> < <#2>)(<#1> == <#2>)(<#1> > <#2>)(<#1> & <#2>)(<#1> | <#2>)(!<#1>)TrueFalsehelloWorld(<#1> + <#2>)world(<#1>.length)5isinstance(<#1>, (int, long, float, complex))5str(<#1>)5def fact(n): <body>5fact(<#1>)7def fib(n): <body>7fib(<#1>)<#1> = <#2><#1> += 1print <#1>#variables <#1>[<#1>][]len(<#1>)1<#2>[<#1> - 1]<#2>.append(<#1>)
printf(<#1>); printf("\n");printf(<#1>); printf("\n");#include <stdio.h> int main() { <#1> return(0); }if <#1> { <#2> }if <#1> { <#2> } else { <#3> }return <#1>;while <#1> { <#2> }int <#1>; for (<#1> = <#2>; <#1> <= <#3>; <#1>++) { <#4> }(<#1> + <#2>)(<#1> - <#2>)(<#1> * <#2>)(<#1> / <#2>)(<#1> % <#2>)(<#1> < <#2>)(<#1> == <#2>)(<#1> > <#2>)(<#1> && <#2>)(<#1> || <#2>)(!<#1>)5"%d", <#1>5int fact(int n) { <body> }5fact(<#1>)7int fib(int n) { <body> }7fib(<#1>)<#1> = <#2>;<#1>++;int <#1>;
(<#1> + <#2>)helloWorld
def fact(n): <body>
fact(<#1>)5
def fib(n): <body>
fib(<#1>)7#variables i i = 1 while (i < 100): if ((i % 3) == 0): if ((i % 5) == 0): print "FizzBuzz" else: print "Fizz" else: if ((i % 5) == 0): print "Buzz" else: print str(i) i += 1 i1another, slightly different variant of FizzBuzz, which also compiles to any language mapping in this project \ No newline at end of file diff --git a/Examples/JSfunctions.xml b/Examples/JSfunctions.xml new file mode 100644 index 00000000..6bff0e83 --- /dev/null +++ b/Examples/JSfunctions.xml @@ -0,0 +1 @@ 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110
Hello!12
Hello, World! \ No newline at end of file diff --git a/Examples/animal-game.xml b/Examples/animal-game.xml new file mode 100644 index 00000000..f27d81cd --- /dev/null +++ b/Examples/animal-game.xml @@ -0,0 +1 @@ +Be sure to save the projet after playing so that it will remember the animals you teach 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leafrabbit \ No newline at end of file diff --git a/Examples/copter.xml b/Examples/copter.xml new file mode 100644 index 00000000..e804bebb --- /dev/null +++ b/Examples/copter.xml @@ -0,0 +1 @@ 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\ No newline at end of file diff --git a/Examples/count-change.xml b/Examples/count-change.xml new file mode 100644 index 00000000..5c42c84c --- /dev/null +++ b/Examples/count-change.xml @@ -0,0 +1 @@ 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7 \ No newline at end of file diff --git a/Examples/icecream-visual.xml b/Examples/icecream-visual.xml new file mode 100644 index 00000000..0a7575ec --- /dev/null +++ b/Examples/icecream-visual.xml @@ -0,0 +1 @@ +Lists of lists of functions! Green flag to display every possible ice cream serving; space to display every possible pizza serving. Each of the grey ("other") reporters such as SMALL and VANILLA takes a Boolean input. If the input is TRUE, it reports its name as a text string; if the input is FALSE it reports a command script that can be RUN to draw its part of the picture. CROSSPRODUCT takes a list of lists, each of which is a mutually exclusive option, e.g., [small medium large]. It reports a list of lists in which each sublist contains one item from each of the original option lists: CROSSPRODUCT [[A B C] [X Y]] ==> [[A X] [A Y] [B X] [B Y] [C X] [C Y]] It's called "crossproduct" because if the input is viewed as a list of sets, it reports the Cartesian cross product of those sets. The cool thing is that there can be any number of sets, each with any number of items, because crossproduct is written as a tree recursion rather than as a nested loop.data:image/png;base64,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:image/png;base64,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
1datamapmany1data lists
1
1
110i
1
cont
catchtag
cont
catchtag
Take any number of input lists, and create a new list containing the items of the input lists. So APPEND [A B] [C D] where the [,,,] are lists reports the list [A B C D] not [[A B] [C D]].
11111Reports a new list containing the items of the input list, but in the opposite order.
1inputresultReports a new list whose items are the same as in the input list, except that if two or more equal items appear in the input list, only the last one is kept in the result.
1Reports a sorted version of the list in its first input slot, using the comparison function in the second input slot. For a list of numbers, using < as the comparison function will sort from low to high; using > will sort from high to low.
1even itemsmerge11#1#2
menu item
-1
new firstrest1
22 \ No newline at end of file diff --git a/Examples/live-tree.xml b/Examples/live-tree.xml new file mode 100644 index 00000000..a7cb2933 --- /dev/null +++ b/Examples/live-tree.xml @@ -0,0 +1 @@ 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 \ No newline at end of file diff --git a/Examples/swimmer.xml b/Examples/swimmer.xml new file mode 100644 index 00000000..61292adc --- /dev/null +++ b/Examples/swimmer.xml @@ -0,0 +1 @@ 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\ No newline at end of file diff --git a/Examples/tree.xml b/Examples/tree.xml new file mode 100644 index 00000000..937c198b --- /dev/null +++ b/Examples/tree.xml @@ -0,0 +1 @@ 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6gPtI9GQvvzCGhekCaxb1En4/Clw7ALJiadXNZWbZWiZ4WIwQXxUl+xXJJw0cf3Yvmx5bwJ7gi5e3MU4jU7m3Hqyin87OjPMGzHUJgeivMpn3vKIq3Hvj+vO8wkss2V+l+qtwgxK0X0uSMWWaRr06h6AqWyfRaRGZMpFVmkYxLOapneySQtGurPAXBN5cyNH4gywYbFaVJXYlKcFap/SE2+HP0yZiZ6RD35/3kzzFBvFpH6aBR7rGvkrUnoV93X4492+4XtXXPROpGw/Cm1PpHe+ObU134FNJEGZiHWo5wsYaCIK88bBpJQjpC5lNLSvEoCFpIJiycUsM+VBZpJRpQKNrZe86oKJWTBnJb7z1mkg2ojIZO0GEfJePnhJ6HZEiONogUTZpMZkW8KbCQ9R7BC5RCRcX8cGyEDwIDt/VG0vyiEVyU8dLmAmRF6WCkWFtIgaYbU/7lp5wiveaf1H+lXQDkNiE5SlBtAcYh6JnCzLzoIE8UUvxK6CziN0pFJWsxqkdAdWb6ZZMTc2AzMEaySeIIknvpNAeJmKQpmklaRnE6nJLAglY9bq8Jc0YoyskD3dCTUbxNKBAv7zrPoIHYbsKfT4Ro4zjoCXGQBaR+kwr7fjj5jYmEl/6mvKh6/W/EE239bBJTTCyt/CwAwUAzSfSQrSVHzT1/+Cbl7cxC5QbqQObF6rxK6C5hLKcgkLQrJpBDwJ7phTL4CwYQFScMwV2XDHFGSUI58ka8JHvJlkhbTIy0KgUsiLSglK4oTzPgJ2XDrnvEQHQIyPhwAAFjzrzV+W4+eRIdr8P7599sUaUQHwSJoAgroLbVHQhNp8MyyR30KmE4xWLn8F4o65Aku0aYIaX4llKVxF9BdPm/MIxt0yyK9Rr+plI6plM72MaPltlxBbF8UC1Kfc3ym9DRN6YFSAK4ujPy8oPu38noaIf0TKj9XjqL9RS1PJHs2gRYKTsBgRDQIGr8StsZdMgBY9+jTPqNgnpCCHNIjh/S4U23xKx8AZJEOY6ZI85KBBCyO6oufpo5iZR9/WJp4nt1y65Cdy22uJ7pN24yhvIxdSpfG8OGU0CEB2yuiPwFbS3hHrA25lAIrxSKZomCkGDQ3N7Nbee4CyvLlkJ6J448bDYleo59Mc1NTS/STUtVLr6LxfAOKosxs4DF0ToJiAv72eOl7J5vObuqUa9VVdHkn4va+w0IioTnEEg4WE5FMUR4pk7QBBQyEN/nGCK7nEd3lKyAjZpNFkZYPn4LP/vWJx8T0b+w9/2dvO13ATWc3If2DNL99w7T+UZ3aP/QnoEGQbvB7ky+ZopBBvTwkdBdwSc6MgOfAX/QDwOSb4UXmaQOMWPHbhQrx8smAOyid3bYzfJAemosVBkImoNPpxLg9YxXf/O9QeouQ1j86JCL6GxWnUwysEfE+BZSjYCZp2WDFXcBpif39npe/rPi1h3w3i667OP7kk5lmkyakJ8elIZ8MePePL6HmuxqPc9YTX4gUEgHbcqstFKlfdV8sfvAujE62tlvEQE2xXoj2K2CWSg8AHgLmCil+z81UXYaHgDmUghxKwXQyBJRPvhU3OS4N0wQp37OOX2E2mRUT0/u/2x+KS9nldFhAX28I6EiK3aLBr0/8ul3H8fiiJeinivfbPwwkoS8BzaRhnzM50qgQMIf0fo/Lc94vCaPcki/53nnmReSTgY2S3VMJWTBXZUNEhQrLji5DT35CpsMCur/2rP1JYC+K7AwGxGjbJaG/Ztid1lHQH+7yjWol3yhKwqoFSxX5f1f6gFfp3BMgTb88cdw1Yd/6tXY9hRA1wYFlG/Bhfxy+dDgUH9duzEJsmyRsq4B5QmqbBAwk3yhKwkwy4nZKw+2U5le6J+33oFQzAHmD9Ih4W0AJmaFyiEjcmtDZp69TCdkgRO4HxlXGsjcXdCeampo6JGGqqJw3DCTg942NyCQtRvsQT063UZrfNK3lNSBOpxPT9QbW7yshCyYNUs4u9ER65lF3gJUPP+J3ZNzWKBhIwEDy3dwG+eTUel7wv8fNQkGcEZFvCj26/wdchwLKDI7Te5UwxY+ATU2ud7W4C3j58mXFvg98tMevfE8tXAIAuPL9/6Fq/Vt4wj4fU9VG7wIKafj5qHwszcjFAu1wlAhWbF+/AYtHj0PMlmjMPzi/R0t43Qoo054oqBeiAQB3ZuYoBBxAvXBnZg7bp78mtz0UkhmzWr5c785sjQVfX/ka8ZW92LpTV04FdwLCzHUvIACPBxcCNcN9SYPeFKlIfVumajIF3wOO9vKf/cejkMwoJDNO1B5g6wv/PBHrT6/vsf0+d3p+DUKEu4CpfgR8bMlDHvLJKYdSvIo3Rp0c+AB8MEuwSJGQzCgUlG9suBbgArrR1ijoS0Bv8uVbhnX4uOSmWH4SW/Oy2ONHvzI9++g7gVAKuKzwrpAc02xBerQfAO5USU9jy32+njoBLcMFbMXmNzYElLAtAr6zZn1IjuelBcswcJE02JhHNhbx5B/E6en0/Bp0Arf2H9YhAU9+eixkxzJHsDDRtn6zFeoKFXvZ+rUAF9AHBkETlIA/NIXmvc4b6zfi8KXDGPB+fybgE8efwKovVqH8XHlIPqM7wAX0g68o6EvAzkCzJQYJW+M7Zd/dAS5gAMIt4LUOFzAAi0vv5gJ2IlzANsAF7Dy4gG2g9eP6XMDQwQVsA2dOneICdhJcwDbCBewcuIBtxBwVzwXsBLiA7YALGHq4gO2ACxh6uIDtYPKIm7mAIYYL2E64gKGFC9hOuIChhQvYTlb/8ikuYAjhAgYBFzB0cAGDgAsYOriAQcAFDB1cwCDgAoYOLmAQcAFDBxcwCLiAoYMLGARcwNDBBQwCLmDo4AIGARcwdHABg4ALGDq4gEHABQwdXMAg4AKGDi5gEHABQwcXMAi4gKGDCxgEsnAP/fQBPPTTB7iAHYALGASycHV1ddi/fz8XsANwAYNAFq5fZCL6RSRyATsAFzBIRvQdyH6mYUTfgeE+nB4LF7ADtOXHCjn+4QIGyYsvvsgEfP7558N9OD0WLmCQZPVy/W5wVi/fPzjN8Q8XMEja86PVHN9wAYMkh/TI0qQjS5POBewAXMAgKCsuwVCDjS0PNdhQWjQ7jEfUc/l/yYlXxRaVFXwAAAAASUVORK5CYII=data:image/png;base64,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.9584480.587962583843564983550.45177427992306074 \ No newline at end of file diff --git a/Examples/vee.xml b/Examples/vee.xml new file mode 100644 index 00000000..cb181316 --- /dev/null +++ b/Examples/vee.xml @@ -0,0 +1 @@ +This is the project which started it all. After an example by E. Paul Goldenberg. Featuring recursion without the need for a base case and first class custom blocks it was Brian's demo at the 2008 Scratch conference, why Scratch needed custom procedures.To this day, Vee is the first project we test whenever we change anything or add new features to 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