diff --git a/README.md b/README.md
index 9d13a6c..13765ef 100644
--- a/README.md
+++ b/README.md
@@ -1,79 +1,190 @@
 # Programming Exercises in NetsBlox
-This repository contains a collection of programming exercises in NetsBlox. Each exercise contains a starter template ("template.xml") and *most* contain test cases. These exercises have been designed to be compatible with the [autograding](https://editor.netsblox.org/docs/services/Autograders/index.html) capabilities in NetsBlox and should be pretty easily composed into your own lessons!
+
+This repository contains a collection of programming exercises in NetsBlox. Each
+exercise contains a starter template ("template.xml") and _most_ contain test
+cases. These exercises have been designed to be compatible with the
+[autograding](https://editor.netsblox.org/docs/services/Autograders/index.html)
+capabilities in NetsBlox and should be pretty easily composed into your own
+lessons!
 
 ## Getting Started
+
 ### Standalone (not using the autograding capabilities)
-Feel free to browse the [exercises](./exercises) and open the starter template (ie, the "template.xml" file) of exercises that pique your interest!
-- [Acronym](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/acronym/template.xml). Available as a [Parsons problem](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/acronym/parsons.xml), too!
-- [Actor's Birthday](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/actor-birthday/template.xml). Available as a [Parsons problem](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/actor-birthday/parsons.xml), too!
+
+Feel free to browse the [exercises](./exercises) and open the starter template
+(ie, the "template.xml" file) of exercises that pique your interest!
+
+- [Acronym](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/acronym/template.xml).
+  Available as a
+  [Parsons problem](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/acronym/parsons.xml),
+  too!
+- [Actor's Birthday](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/actor-birthday/template.xml).
+  Available as a
+  [Parsons problem](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/actor-birthday/parsons.xml),
+  too!
 - [Anagram](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/anagram/template.xml).
-- [Atbash Cipher](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/atbash/template.xml). Available as a [Parsons problem](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/atbash/parsons.xml), too!
-- [Compute the Average](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/average/template.xml). Available as a [Parsons problem](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/average/parsons.xml), too!
-- [Compute the Average of a List](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/average-list/template.xml). Available as a [Parsons problem](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/average-list/parsons.xml), too!
-- [Between](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/between/template.xml). Available as a [Parsons problem](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/between/parsons.xml), too!
-- [Bigram Autocomplete](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/bigram-autocomplete/template.xml). Available as a [Parsons problem](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/bigram-autocomplete/parsons.xml), too!
-- [Caesar Shift](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/caesar-shift/template.xml). Available as a [Parsons problem](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/caesar-shift/parsons.xml), too!
-- [Cracking the Caesar Shift with Brute Force](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/crack-caesar-brute-force/template.xml). Available as a [Parsons problem](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/crack-caesar-brute-force/parsons.xml), too!
-- [Cracking the Caesar Shift with a Partial Solution](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/crack-caesar-partial-soln/template.xml). Available as a [Parsons problem](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/crack-caesar-partial-soln/parsons.xml), too!
-- [Cyclic Iterator](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/cyclic-iterator/template.xml). Available as a [Parsons problem](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/cyclic-iterator/parsons.xml), too!
-- [Factorial](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/factorial/template.xml). Available as a [Parsons problem](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/factorial/parsons.xml), too!
+- [Atbash Cipher](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/atbash/template.xml).
+  Available as a
+  [Parsons problem](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/atbash/parsons.xml),
+  too!
+- [Compute the Average](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/average/template.xml).
+  Available as a
+  [Parsons problem](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/average/parsons.xml),
+  too!
+- [Compute the Average of a List](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/average-list/template.xml).
+  Available as a
+  [Parsons problem](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/average-list/parsons.xml),
+  too!
+- [Between](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/between/template.xml).
+  Available as a
+  [Parsons problem](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/between/parsons.xml),
+  too!
+- [Bigram Autocomplete](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/bigram-autocomplete/template.xml).
+  Available as a
+  [Parsons problem](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/bigram-autocomplete/parsons.xml),
+  too!
+- [Caesar Shift](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/caesar-shift/template.xml).
+  Available as a
+  [Parsons problem](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/caesar-shift/parsons.xml),
+  too!
+- [Cracking the Caesar Shift with Brute Force](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/crack-caesar-brute-force/template.xml).
+  Available as a
+  [Parsons problem](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/crack-caesar-brute-force/parsons.xml),
+  too!
+- [Cracking the Caesar Shift with a Partial Solution](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/crack-caesar-partial-soln/template.xml).
+  Available as a
+  [Parsons problem](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/crack-caesar-partial-soln/parsons.xml),
+  too!
+- [Cyclic Iterator](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/cyclic-iterator/template.xml).
+  Available as a
+  [Parsons problem](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/cyclic-iterator/parsons.xml),
+  too!
+- [Factorial](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/factorial/template.xml).
+  Available as a
+  [Parsons problem](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/factorial/parsons.xml),
+  too!
 - [FizzBuzz](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/fizz-buzz/template.xml).
-- [Greet](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/greet/template.xml). Available as a [Parsons problem](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/greet/parsons.xml), too!
-- [Intro to Infinite Sequences](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/intro-infinite-sequences/template.xml). Available as a [Parsons problem](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/intro-infinite-sequences/parsons.xml), too!
+- [Greet](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/greet/template.xml).
+  Available as a
+  [Parsons problem](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/greet/parsons.xml),
+  too!
+- [Intro to Infinite Sequences](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/intro-infinite-sequences/template.xml).
+  Available as a
+  [Parsons problem](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/intro-infinite-sequences/parsons.xml),
+  too!
 - [Isogram](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/isogram/template.xml).
 - [Leap Year](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/leap-year/template.xml).
-- [Counting Letter Frequency](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/letter-frequency/template.xml). Available as a [Parsons problem](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/letter-frequency/parsons.xml), too!
-- [Counting Letter Frequency as Dictionary](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/letter-frequency-dictionary/template.xml). Available as a [Parsons problem](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/letter-frequency-dictionary/parsons.xml), too!
-- [Luhn Formula](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/luhn-formula/template.xml). Available as a [Parsons problem](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/luhn-formula/parsons.xml), too!
-- [Mapping Over Infinite Sequences](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/map-sequence/template.xml). Available as a [Parsons problem](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/map-sequence/parsons.xml), too!
-- [Minesweeper](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/minesweeper/template.xml). Available as a [Parsons problem](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/minesweeper/parsons.xml), too!
-- [Moving Average](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/moving-average/template.xml). Available as a [Parsons problem](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/moving-average/parsons.xml), too!
-- [Pangram](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/pangram/template.xml). Available as a [Parsons problem](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/pangram/parsons.xml), too!
-- [Sieve of Eratosthenes](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/sieve/template.xml). Available as a [Parsons problem](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/sieve/parsons.xml), too!
+- [Counting Letter Frequency](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/letter-frequency/template.xml).
+  Available as a
+  [Parsons problem](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/letter-frequency/parsons.xml),
+  too!
+- [Counting Letter Frequency as Dictionary](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/letter-frequency-dictionary/template.xml).
+  Available as a
+  [Parsons problem](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/letter-frequency-dictionary/parsons.xml),
+  too!
+- [Luhn Formula](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/luhn-formula/template.xml).
+  Available as a
+  [Parsons problem](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/luhn-formula/parsons.xml),
+  too!
+- [Mapping Over Infinite Sequences](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/map-sequence/template.xml).
+  Available as a
+  [Parsons problem](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/map-sequence/parsons.xml),
+  too!
+- [Minesweeper](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/minesweeper/template.xml).
+  Available as a
+  [Parsons problem](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/minesweeper/parsons.xml),
+  too!
+- [Moving Average](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/moving-average/template.xml).
+  Available as a
+  [Parsons problem](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/moving-average/parsons.xml),
+  too!
+- [Pangram](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/pangram/template.xml).
+  Available as a
+  [Parsons problem](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/pangram/parsons.xml),
+  too!
+- [Sieve of Eratosthenes](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/sieve/template.xml).
+  Available as a
+  [Parsons problem](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/sieve/parsons.xml),
+  too!
 - [Sliding Windows](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/sliding-windows/template.xml).
-- [From Infinite Sequences to Finite Lists](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/take-collect-sequences/template.xml). Available as a [Parsons problem](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/take-collect-sequences/parsons.xml), too!
+- [From Infinite Sequences to Finite Lists](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/take-collect-sequences/template.xml).
+  Available as a
+  [Parsons problem](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/take-collect-sequences/parsons.xml),
+  too!
 - [Transposing Music](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/transpose-music/template.xml).
-- [Vigenere Cipher](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/vigenere/template.xml). Available as a [Parsons problem](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/vigenere/parsons.xml), too!
-
+- [Vigenere Cipher](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/vigenere/template.xml).
+  Available as a
+  [Parsons problem](https://editor.netsblox.org#open:https://raw.githubusercontent.com/NetsBlox/exercises/master/exercises/vigenere/parsons.xml),
+  too!
 
 ### Build your own lesson!
-If you want to compose these exercises into autograded (and automatically loaded!) activities, simply import the "AutograderTools.xml" file into [NetsBlox](https://editor.netsblox.org/) and then use the Autograders service to create your own lesson/set of assignments! An example can be found below:
+
+If you want to compose these exercises into autograded (and automatically
+loaded!) activities, simply import the "AutograderTools.xml" file into
+[NetsBlox](https://editor.netsblox.org/) and then use the Autograders service to
+create your own lesson/set of assignments! An example can be found below:
 
 ![Creating an autograded lesson with the exercises!](./example.png)
 
 ## Contributing
+
 After cloning the repository, configure the githooks with:
+
 ```
 git config core.hooksPath .githooks
 ```
-This will ensure that any automated preparation will happen automatically such as updating the autograder tools library.
+
+This will ensure that any automated preparation will happen automatically such
+as updating the autograder tools library.
 
 ### Creating the exercise
-Next, create the starter template with NetsBlox. Ideally, it includes the following sections:
+
+Next, create the starter template with NetsBlox. Ideally, it includes the
+following sections:
+
 - The custom block by itself at the top of the scripting area
 - A few examples using the block with the expected output
 - An advanced example that will work once the custom block is implemented
 
-See the "Moving Average" or "Counting Letter Frequency" exercises for a couple examples.
+See the "Moving Average" or "Counting Letter Frequency" exercises for a couple
+examples.
+
+After implementing the custom block and completing the template, scramble
+(disconnecting all the blocks) the implementation of the custom block so it is a
+Parsons problem. Then save it as
 
-After implementing the custom block and completing the template, scramble (disconnecting all the blocks) the implementation of the custom block so it is a Parsons problem. Then save it as
 ```
 exercises/<exercise-name>/parsons.xml
 ```
 
-The empty version of the exercise will be created automatically via one of the githooks.
+The empty version of the exercise will be created automatically via one of the
+githooks.
 
 ### Adding the tests
-Next, we need to add the automated tests for the exercise. The tests are defined using the (JSON) specification found in the Autograders service. Since multidimensional lists can be easily exported as JSON, we can define the tests in the environment using the custom blocks from the "Autograder helpers" community library. Here is an example for the "Actor's Birthday" exercise:
+
+Next, we need to add the automated tests for the exercise. The tests are defined
+using the (JSON) specification found in the Autograders service. Since
+multidimensional lists can be easily exported as JSON, we can define the tests
+in the environment using the custom blocks from the "Autograder helpers"
+community library. Here is an example for the "Actor's Birthday" exercise:
 
 ![Setting the "tests" variable to a list of test cases](./tests.png)
 
-After setting the variable to these tests, we can right click the watcher and select "export" to download them as JSON. Simply copy this file to `exercises/<exercise-name>/tests.json` and the tests will be added!
+After setting the variable to these tests, we can right click the watcher and
+select "export" to download them as JSON. Simply copy this file to
+`exercises/<exercise-name>/tests.json` and the tests will be added!
 
 ### Final touches
-Finally, we can add some of the last remaining metadata. Most importantly, we need to add a `name.txt` file with the assignment name. An overview of the files for the exercise can be found below.
+
+Finally, we can add some of the last remaining metadata. Most importantly, we
+need to add a `name.txt` file with the assignment name. An overview of the files
+for the exercise can be found below.
+
 - name.txt: The display name for the activity
-- parsons.xml: The activity as a Parsons problem. Used to generate the empty version.
-- template.xml: The starter template for the project (Generated automatically from the parsons.xml file)
+- parsons.xml: The activity as a Parsons problem. Used to generate the empty
+  version.
+- template.xml: The starter template for the project (Generated automatically
+  from the parsons.xml file)
 - tests.json: The test cases to use when grading the activity
-- credits.txt [optional]: Any attributions to sources of inspiration, etc, for the activity
\ No newline at end of file
+- credits.txt [optional]: Any attributions to sources of inspiration, etc, for
+  the activity
diff --git a/exercises/transpose-music/template.xml b/exercises/transpose-music/template.xml
index a34618b..16237cc 100644
--- a/exercises/transpose-music/template.xml
+++ b/exercises/transpose-music/template.xml
@@ -1 +1 @@
-<room name="Transposing Music" app="NetsBlox 2.4.0, http://netsblox.org"><role name="myRole"><project collabStartIndex="2742" name="myRole" app="NetsBlox 2.4.0, http://netsblox.org" 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name="Stage" width="480" height="360" collabId="item_-1_1" 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="false" sublistIDs="false" scheduled="false" 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struct="atomic" id="2"/></costumes><sounds><list struct="atomic" id="3"/></sounds><variables/><blocks/><messageTypes><messageType><name>message</name><fields><field>msg</field></fields></messageType></messageTypes><scripts><script x="40" y="76.83333333333331"><custom-block collabId="item_2294" s="transpose %s by %n steps"><l>A3</l><l>0</l></custom-block></script><comment collabId="item_2296" x="281" y="47.83333333333334" w="312" collapsed="false">Transposing music refers to the process of moving the notes up or down by a constant interval (ie, changing the key). Given a list of notes, can you transpose them by the given number of steps?&#xD;&#xD;Edit the custom block on the left to get started!</comment><script x="10" y="354.8333333333331"><block collabId="item_2372" s="reportEquals"><custom-block collabId="item_2372_1" s="transpose %s by %n steps"><l>F3</l><l>-1</l></custom-block><block collabId="item_2428" s="notes"><l>E</l><l>3</l><l/></block></block></script><script x="12" y="300"><block collabId="item_2366" s="reportEquals"><custom-block collabId="item_2356" s="transpose %s by %n steps"><l>C3</l><l>5</l></custom-block><block collabId="item_2364" s="notes"><l>F</l><l>3</l><l/></block></block></script><comment collabId="item_2300" x="127" y="194.83333333333331" w="90" collapsed="false">A couple examples using the block are shown below!</comment><comment collabId="item_2303" x="529" y="190.83333333333331" w="252" collapsed="false">The scripts below use the block to change the key then play a few different songs!</comment><script x="515" y="276.6666666666667"><block collabId="item_2664" s="doDeclareVariables"><list><l>amount</l><l>track</l><l>notes</l></list></block><block collabId="item_2662" s="doAsk"><l>How much would you like to shift the notes?</l></block><block collabId="item_2646" s="doSetVar"><l>amount</l><block collabId="item_2667" s="getLastAnswer"/></block><block collabId="item_2693" s="doSetVar"><l>tracks</l><block collabId="item_2693_1" s="reportNewList"><list/></block></block><block collabId="item_2709" s="doForEach"><l>track</l><block collabId="item_2661" var="Ode to Joy"/><script><block collabId="item_2689" s="doSetVar"><l>notes</l><block collabId="item_2691" s="reportNewList"><list/></block></block><block collabId="item_2669" s="doForEach"><l>note</l><custom-block collabId="item_2672" s="%s of track: %l"><l>notes</l><block collabId="item_2712" var="track"/></custom-block><script><block collabId="item_2676" s="doAddToList"><custom-block collabId="item_2677" s="transpose %s by %n steps"><block collabId="item_2678" var="note"/><block collabId="item_2679" var="amount"/></custom-block><block collabId="item_2680" var="notes"/></block></script></block><block collabId="item_2681" s="doAddToList"><custom-block collabId="item_2682" s="%s track with notes: %l durations: %l"><custom-block collabId="item_2683" s="%s of track: %l"><l>instrument</l><block collabId="item_2685" var="track"/></custom-block><block collabId="item_2688" var="notes"/><custom-block collabId="item_2686" s="%s of track: %l"><l>durations</l><block collabId="item_2686_1" var="track"/></custom-block></custom-block><block collabId="item_2692" var="tracks"/></block></script></block><block collabId="item_2707" s="doBroadcast"><l>play</l></block></script></scripts><sprites><sprite name="Staff" collabId="item_140" idx="1" x="-199" y="-7" heading="90" scale="0.35" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="6,1,0,0.15000000000000002" pen="tip" id="91"><costumes><list id="92"><item><ref mediaID="Staff_cst_treble"/></item></list></costumes><sounds><list struct="atomic" id="93"/></sounds><blocks/><variables/><scripts><script x="14.285714285714278" y="15.285714285714278"><block collabId="item_2740" s="receiveMessage"><l>play</l></block><block collabId="item_2287" s="doWarp"><script><block collabId="item_165" s="hide"/><block collabId="item_154" s="clear"/><block collabId="item_155" s="up"/><block collabId="item_163" s="setColor"><color>6,1,0,1</color></block><block collabId="item_2027" s="doSwitchToCostume"><l>treble</l></block><block collabId="item_2029" s="setScale"><block collabId="item_2030" s="reportVariadicProduct"><list><l>1.75</l><block collabId="item_2032" var="staff scale"/></list></block></block><block collabId="item_2033" s="doForEach"><l>octave</l><block collabId="item_2034" s="reportNewList"><list><l>0</l><l>-1</l><l>1</l></list></block><script><block collabId="item_142" s="doFor"><l>i</l><block collabId="item_2039" s="reportVariadicSum"><list><l>-2</l><block collabId="item_2041" s="reportVariadicProduct"><list><l>5</l><block collabId="item_2049" var="octave"/></list></block></list></block><block collabId="item_2040" s="reportVariadicSum"><list><l>2</l><block collabId="item_2042" s="reportVariadicProduct"><list><l>5</l><block collabId="item_2050" var="octave"/></list></block></list></block><script><block collabId="item_145" s="gotoXY"><block collabId="item_147" s="reportDifference"><l>0</l><block collabId="item_146" s="reportStageWidth"/></block><block collabId="item_159" s="reportVariadicProduct"><list><block collabId="item_160" var="i"/><block collabId="item_174" var="staff scale"/></list></block></block><block collabId="item_156" s="down"/><block collabId="item_150" s="gotoXY"><block collabId="item_150_2" s="reportStageWidth"/><block collabId="item_162" s="reportVariadicProduct"><list><block collabId="item_162_1" var="i"/><block collabId="item_175" var="staff scale"/></list></block></block><block collabId="item_157" s="up"/></script></block><block collabId="item_2051" s="setPenHSVA"><l><option>transparency</option></l><l>85</l></block></script></block><block collabId="item_2054" s="gotoXY"><l>-200</l><l>-6</l></block><block collabId="item_2057" s="show"/></script></block></script></scripts><history/></sprite><sprite name="Track" collabId="item_1312" idx="2" x="-195.23809523809496" y="-158.859621171889" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="204,61.20000000000001,0,1" pen="tip" id="183"><costumes><list struct="atomic" id="184"/></costumes><sounds><list struct="atomic" id="185"/></sounds><blocks/><variables><variable name="durations"><list id="188"><item><list struct="atomic" id="189">Quarter,</list></item><item><list struct="atomic" id="190">Quarter,</list></item><item><list struct="atomic" id="191">Quarter,</list></item><item><list struct="atomic" id="192">Quarter,</list></item><item><list struct="atomic" id="193">Quarter,</list></item><item><list struct="atomic" id="194">Quarter,</list></item><item><list struct="atomic" id="195">Quarter,</list></item><item><list struct="atomic" id="196">Quarter,</list></item><item><list struct="atomic" id="197">Quarter,</list></item><item><list struct="atomic" id="198">Quarter,</list></item><item><list struct="atomic" id="199">Quarter,</list></item><item><list struct="atomic" id="200">Quarter,</list></item><item><list struct="atomic" id="201">Quarter,Dotted</list></item><item><list struct="atomic" id="202">Eighth,</list></item><item><list struct="atomic" id="203">Half,</list></item><item><list struct="atomic" id="204">Quarter,</list></item><item><list struct="atomic" id="205">Quarter,</list></item><item><list struct="atomic" id="206">Quarter,</list></item><item><list struct="atomic" id="207">Quarter,</list></item><item><list struct="atomic" id="208">Quarter,</list></item><item><list struct="atomic" id="209">Quarter,</list></item><item><list struct="atomic" id="210">Quarter,</list></item><item><list struct="atomic" id="211">Quarter,</list></item><item><list struct="atomic" id="212">Quarter,</list></item><item><list struct="atomic" id="213">Quarter,</list></item><item><list struct="atomic" id="214">Quarter,</list></item><item><list struct="atomic" id="215">Quarter,</list></item><item><list struct="atomic" id="216">Quarter,Dotted</list></item><item><list struct="atomic" id="217">Eighth,</list></item><item><list struct="atomic" id="218">Half,</list></item><item><list struct="atomic" id="219">Quarter,</list></item><item><list struct="atomic" id="220">Quarter,</list></item><item><list struct="atomic" id="221">Half,</list></item><item><list struct="atomic" id="222">Half,</list></item><item><list struct="atomic" id="223">Half,</list></item><item><list struct="atomic" id="224">Half,</list></item><item><list struct="atomic" id="225">Quarter,</list></item><item><list struct="atomic" id="226">Quarter,</list></item><item><list struct="atomic" id="227">Quarter,</list></item><item><list struct="atomic" id="228">Quarter,</list></item><item><list struct="atomic" id="229">Half,</list></item><item><list struct="atomic" id="230">Quarter,</list></item><item><list struct="atomic" id="231">Quarter,</list></item><item><list struct="atomic" id="232">Quarter,</list></item><item><list struct="atomic" id="233">Quarter,</list></item><item><list struct="atomic" id="234">Quarter,</list></item><item><list struct="atomic" id="235">Quarter,</list></item><item><list struct="atomic" id="236">Quarter,</list></item><item><list struct="atomic" id="237">Quarter,</list></item><item><list struct="atomic" id="238">Quarter,</list></item><item><list struct="atomic" id="239">Quarter,</list></item><item><list struct="atomic" id="240">Quarter,</list></item><item><list struct="atomic" id="241">Quarter,</list></item><item><list struct="atomic" id="242">Quarter,Dotted</list></item><item><list struct="atomic" id="243">Eighth,</list></item><item><list struct="atomic" id="244">Whole,Dotted</list></item></list></variable><variable name="mods"><list struct="atomic" id="245">,,,,,,,,,,,,Dotted,,,,,,,,,,,,,,,Dotted,,,,,,,,,,,,,,,,,,,,,,,,,,Dotted,,Dotted</list></variable><variable name="notes"><list struct="atomic" id="246">58,58,60,62,62,60,58,57,58,58,58,58,58,57,57,58,58,60,62,62,60,58,57,58,58,58,58,63,62,62,57,57,58,57,58,57,58,60,58,60,57,58,58,60,62,62,60,58,57,58,58,58,58,63,62,62</list></variable><variable name="my track"><list id="247"><item><l>Pipe Organ</l></item><item><ref id="246"/></item><item><ref id="188"/></item></list></variable></variables><scripts><script x="40" y="308.00000000000006"><block collabId="item_2619" s="receiveMessage"><l>start playback</l></block><block collabId="item_1313_1" s="hide"/><block collabId="item_1313_2" s="makeTempo"><l>140</l></block><block collabId="item_1313_3" s="setInstrument"><custom-block collabId="item_2624" s="%s of track: %l"><l>instrument</l><block collabId="item_2626" var="my track"/></custom-block></block><block collabId="item_1383" s="setTrackEffect"><l>Volume</l><l>20</l></block><block collabId="item_1313_4" s="setTrackEffect"><l>Reverb</l><l>30</l></block><block collabId="item_1313_5" s="doSetVar"><l>notes</l><custom-block collabId="item_2628" s="%s of track: %l"><l>notes</l><block collabId="item_2628_1" var="my track"/></custom-block></block><block collabId="item_1313_6" s="doSetVar"><l>durations</l><custom-block collabId="item_2633" s="%s of track: %l"><l>durations</l><block collabId="item_2633_1" var="my track"/></custom-block></block><block collabId="item_1313_18" s="doFor"><l>i</l><l>1</l><block collabId="item_1313_24" s="reportListAttribute"><l><option>length</option></l><block collabId="item_1313_29" var="notes"/></block><script><custom-block collabId="item_1313_25" s="play %s note(s) %s"><block collabId="item_2620_1" s="reportListItem"><block collabId="item_2620_5" var="i"/><block collabId="item_2620_6" var="durations"/></block><block collabId="item_2636" s="reportListItem"><block collabId="item_2636_1" var="i"/><block collabId="item_2638" var="notes"/></block></custom-block></script></block></script><script x="430" y="70"><block collabId="item_1313" s="receiveGo"/><block collabId="item_2703" s="doBroadcast"><l>play</l></block></script><script x="37" y="85"><block collabId="item_2704" s="receiveMessage"><l>play</l></block><custom-block collabId="item_2726" s="if clone, delete!"/><block collabId="item_2598" s="doForEach"><l>track</l><block collabId="item_2606" s="reportCDR"><block collabId="item_2603" var="tracks"/></block><script><block collabId="item_2597" s="doSetVar"><l>my track</l><block collabId="item_2605" var="track"/></block><block collabId="item_2615" s="createClone"><l><option>myself</option></l></block></script></block><block collabId="item_2609" s="doSetVar"><l>my track</l><block collabId="item_2611" s="reportListItem"><l>1</l><block collabId="item_2612" var="tracks"/></block></block><block collabId="item_2617" s="doBroadcast"><l>start playback</l></block></script></scripts><history/></sprite><sprite name="Notes" collabId="item_-1" idx="3" x="0.761904761904816" y="-0.8596211718888753" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="16" color="80,80,80,1" pen="tip" id="321"><costumes><list id="322"><item><ref mediaID="Notes_cst_note-1"/></item><item><ref mediaID="Notes_cst_note-2"/></item><item><ref mediaID="Notes_cst_note-4"/></item><item><ref mediaID="Notes_cst_note-8"/></item><item><ref mediaID="Notes_cst_note-16"/></item><item><ref mediaID="Notes_cst_note-32"/></item><item><ref mediaID="Notes_cst_note-64"/></item><item><ref mediaID="Notes_cst_rest-1"/></item><item><ref mediaID="Notes_cst_rest-2"/></item><item><ref mediaID="Notes_cst_rest-4"/></item><item><ref mediaID="Notes_cst_rest-8"/></item><item><ref mediaID="Notes_cst_rest-16"/></item><item><ref mediaID="Notes_cst_rest-32"/></item><item><ref mediaID="Notes_cst_rest-64"/></item><item><ref mediaID="Notes_cst_sharp"/></item><item><ref mediaID="Notes_cst_flat"/></item><item><ref mediaID="Notes_cst_dot-1"/></item><item><ref mediaID="Notes_cst_dot-2"/></item></list></costumes><sounds><list struct="atomic" id="323"/></sounds><blocks/><variables><variable name="durations"><list id="326"><item><list struct="atomic" id="327">Quarter,</list></item><item><list struct="atomic" id="328">Quarter,</list></item><item><list struct="atomic" id="329">Quarter,</list></item><item><list struct="atomic" id="330">Quarter,</list></item><item><list struct="atomic" id="331">Quarter,</list></item><item><list struct="atomic" id="332">Quarter,</list></item><item><list struct="atomic" id="333">Quarter,</list></item><item><list struct="atomic" id="334">Quarter,</list></item><item><list struct="atomic" id="335">Quarter,</list></item><item><list struct="atomic" id="336">Quarter,</list></item><item><list struct="atomic" id="337">Quarter,</list></item><item><list struct="atomic" id="338">Quarter,</list></item><item><list struct="atomic" id="339">Quarter,Dotted</list></item><item><list struct="atomic" id="340">Eighth,</list></item><item><list struct="atomic" id="341">Half,</list></item><item><list struct="atomic" id="342">Quarter,</list></item><item><list struct="atomic" id="343">Quarter,</list></item><item><list struct="atomic" id="344">Quarter,</list></item><item><list struct="atomic" id="345">Quarter,</list></item><item><list struct="atomic" id="346">Quarter,</list></item><item><list struct="atomic" id="347">Quarter,</list></item><item><list struct="atomic" id="348">Quarter,</list></item><item><list struct="atomic" id="349">Quarter,</list></item><item><list struct="atomic" id="350">Quarter,</list></item><item><list struct="atomic" id="351">Quarter,</list></item><item><list struct="atomic" id="352">Quarter,</list></item><item><list struct="atomic" id="353">Quarter,</list></item><item><list struct="atomic" id="354">Quarter,Dotted</list></item><item><list struct="atomic" id="355">Eighth,</list></item><item><list struct="atomic" id="356">Half,</list></item><item><list struct="atomic" id="357">Quarter,</list></item><item><list struct="atomic" id="358">Quarter,</list></item><item><list struct="atomic" id="359">Quarter,</list></item><item><list struct="atomic" id="360">Quarter,</list></item><item><list struct="atomic" id="361">Quarter,</list></item><item><list struct="atomic" id="362">Eighth,</list></item><item><list struct="atomic" id="363">Eighth,</list></item><item><list struct="atomic" id="364">Quarter,</list></item><item><list struct="atomic" id="365">Quarter,</list></item><item><list struct="atomic" id="366">Quarter,</list></item><item><list struct="atomic" id="367">Eighth,</list></item><item><list struct="atomic" id="368">Eighth,</list></item><item><list struct="atomic" id="369">Quarter,</list></item><item><list struct="atomic" id="370">Quarter,</list></item><item><list struct="atomic" id="371">Quarter,</list></item><item><list struct="atomic" id="372">Quarter,</list></item><item><list struct="atomic" id="373">Half,</list></item><item><list struct="atomic" id="374">Quarter,</list></item><item><list struct="atomic" id="375">Quarter,</list></item><item><list struct="atomic" id="376">Quarter,</list></item><item><list struct="atomic" id="377">Quarter,</list></item><item><list struct="atomic" id="378">Quarter,</list></item><item><list struct="atomic" id="379">Quarter,</list></item><item><list struct="atomic" id="380">Quarter,</list></item><item><list struct="atomic" id="381">Quarter,</list></item><item><list struct="atomic" id="382">Quarter,</list></item><item><list struct="atomic" id="383">Quarter,</list></item><item><list struct="atomic" id="384">Quarter,</list></item><item><list struct="atomic" id="385">Quarter,</list></item><item><list struct="atomic" id="386">Quarter,Dotted</list></item><item><list struct="atomic" id="387">Eighth,</list></item><item><list struct="atomic" id="388">Whole,Dotted</list></item></list></variable><variable name="mods"><list struct="atomic" id="389">,,,,,,,,,,,,Dotted,,,,,,,,,,,,,,,Dotted,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,Dotted,,Dotted</list></variable><variable name="notes"><list struct="atomic" id="390">A3,A3,B3b,C4,C4,B3b,A3,G3,F3,F3,G3,A3,A3,G3,G3,A3,A3,B3b,C4,C4,B3b,A3,G3,F3,F3,G3,A3,G3,F3,F3,G3,G3,A3,F3,G3,A3,B3b,A3,F3,G3,A3,B3b,A3,G3,F3,G3,C3,A3,A3,B3b,C4,C4,B3b,A3,G3,F3,F3,G3,A3,G3,F3,F3</list></variable></variables><scripts/><history/></sprite><watcher scope="Stage" s="reportMouseX" style="normal" x="7.355468750000455" y="7.35546875" color="4,148,220" hidden="true"/><watcher var="staff scale" style="slider" min="0" max="100" x="4.41328124999859" y="6.472813971093743" color="243,118,29" hidden="true"/><watcher var="octave offset" style="slider" min="-3" max="3" x="122.10078124999973" y="5.884376471093738" color="243,118,29" hidden="true"/><watcher var="animation time" style="slider" min="0" max="10" x="238.31718750000005" y="6.472813971093743" color="243,118,29" hidden="true"/><watcher scope="Notes" var="durations" style="normal" x="7.355468750000455" y="22.80195459609375" color="243,118,29" hidden="true"/><watcher scope="Notes" var="mods" style="normal" x="7.355468750000455" y="38.248440442187544" color="243,118,29" hidden="true"/><watcher scope="Notes" var="notes" style="normal" x="7.355468750000455" y="53.694926288281266" color="243,118,29" hidden="true"/><watcher scope="Track" var="durations" style="normal" x="7.355468750000455" y="69.14141213437499" color="243,118,29" hidden="true"/><watcher scope="Track" var="mods" style="normal" x="7.355468750000455" y="84.58789798046878" color="243,118,29" hidden="true"/><watcher scope="Track" var="notes" style="normal" x="81.64570312500064" y="76.49688382656248" color="243,118,29" hidden="true"/><watcher var="cymbal" style="normal" x="7.355468750000455" y="152.99375882656258" color="243,118,29" hidden="true"/><watcher var="tracks" style="normal" x="6.562500000000227" y="120.09375131249999" color="243,118,29" hidden="true"/><watcher scope="Track" var="my track" style="normal" x="6.562500000000227" y="194.25000393750003" color="243,118,29" hidden="true"/><watcher var="Ode to Joy" style="normal" x="6.562500000000227" y="208.03125525" color="243,118,29" hidden="true"/></sprites></stage><hidden/><headers/><code/><blocks><block-definition collabId="item_19" s="play %&apos;beats&apos; note(s) %&apos;notes&apos;" type="command" category="sound"><header/><code/><translations/><inputs><input type="%s" readonly="true"><options>Whole&#xD;Half&#xD;Quarter&#xD;Eighth&#xD;Sixteenth&#xD;ThirtySecond&#xD;SixtyFourth</options></input><input type="%s"/></inputs><script><block collabId="item_2488" s="doDeclareVariables"><list><l>beats mod</l></list></block><block collabId="item_2490" s="doIf"><block collabId="item_2491" s="reportIsA"><block collabId="item_2492" var="beats"/><l><option>list</option></l></block><script><block collabId="item_2497" s="doSetVar"><l>beats mod</l><block collabId="item_2499" s="reportListItem"><l>2</l><block collabId="item_2501" var="beats"/></block></block><block collabId="item_2502" s="doSetVar"><l>beats</l><block collabId="item_2502_1" s="reportListItem"><l>1</l><block collabId="item_2502_2" var="beats"/></block></block></script></block><custom-block collabId="item_2060" s="play %s %s note(s) %s amp %n %"><block collabId="item_2061" var="beats"/><block collabId="item_2507" var="beats mod"/><block collabId="item_2063" var="notes"/><l>100</l></custom-block></script></block-definition><block-definition collabId="item_51" s="lookup %&apos;key&apos; in %&apos;obj&apos;" type="reporter" category="custom"><header/><code/><translations/><inputs><input type="%s"/><input type="%l"/></inputs><script><block collabId="item_70" s="doReport"><block collabId="item_66" s="reportListItem"><l>2</l><block collabId="item_58" s="reportFindFirst"><block collabId="item_58_1" s="reifyPredicate"><autolambda><block collabId="item_61" s="reportEquals"><block collabId="item_62" s="reportListItem"><l>1</l><l/></block><block collabId="item_63" var="key"/></block></autolambda><list/></block><block collabId="item_65" var="obj"/></block></block></block></script></block-definition><block-definition collabId="item_1068" s="play %&apos;beats&apos; %&apos;beats mod&apos; note(s) %&apos;notes&apos; amp %&apos;velocity&apos; %" type="command" category="sound"><header/><code/><translations/><inputs><input type="%s" readonly="true"><options>Whole&#xD;Half&#xD;Quarter&#xD;Eighth&#xD;Sixteenth&#xD;ThirtySecond&#xD;SixtyFourth</options></input><input type="%s" readonly="true"><options>Dotted&#xD;DottedDotted</options></input><input type="%s"/><input type="%n"/></inputs><script><block collabId="item_1072" s="doSetVar"><l>notes</l><block collabId="item_1072_2" s="reportIfElse"><block collabId="item_1072_3" s="reportIsA"><block collabId="item_1072_15" var="notes"/><l><option>list</option></l></block><block collabId="item_1072_4" var="notes"/><block collabId="item_1072_5" s="reportNewList"><list><block collabId="item_1072_14" var="notes"/></list></block></block></block><block collabId="item_1072_1" s="doForEach"><l>note</l><block collabId="item_1072_7" var="notes"/><script><block collabId="item_1072_19" s="doDeclareVariables"><list><l>beats info</l><l>beats mod info</l><l>note info</l><l>octave</l><l>y</l></list></block><block collabId="item_1072_20" s="doSetVar"><l>beats info</l><custom-block collabId="item_1072_22" s="lookup %s in %l"><block collabId="item_1072_23" var="beats"/><block collabId="item_1072_24" s="reportNewList"><list><block collabId="item_1072_31" s="reportNewList"><list><l>Whole</l><block collabId="item_1072_44" s="reportNewList"><list><l>note-1</l><l>0.7</l></list></block></list></block><block collabId="item_1072_32" s="reportNewList"><list><l>Half</l><block collabId="item_1072_43" s="reportNewList"><list><l>note-2</l><l>0.9</l></list></block></list></block><block collabId="item_1072_33" s="reportNewList"><list><l>Quarter</l><block collabId="item_1072_42" s="reportNewList"><list><l>note-4</l><l>0.9</l></list></block></list></block><block collabId="item_1072_34" s="reportNewList"><list><l>Eighth</l><block collabId="item_1072_41" s="reportNewList"><list><l>note-8</l><l>0.9</l></list></block></list></block><block collabId="item_1072_35" s="reportNewList"><list><l>Sixteenth</l><block collabId="item_1072_40" s="reportNewList"><list><l>note-16</l><l>0.9</l></list></block></list></block><block collabId="item_1072_36" s="reportNewList"><list><l>ThirtySecond</l><block collabId="item_1072_39" s="reportNewList"><list><l>note-32</l><l>1.5</l></list></block></list></block><block collabId="item_1072_37" s="reportNewList"><list><l>SixtyFourth</l><block collabId="item_1072_38" s="reportNewList"><list><l>note-64</l><l>1.5</l></list></block></list></block></list></block></custom-block></block><block collabId="item_1072_21" s="doSetVar"><l>beats mod info</l><custom-block collabId="item_1072_26" s="lookup %s in %l"><block collabId="item_1072_27" var="beats mod"/><block collabId="item_1072_28" s="reportNewList"><list><block collabId="item_1072_49" s="reportNewList"><list><l/><l/></list></block><block collabId="item_1072_50" s="reportNewList"><list><l>Dotted</l><l>dot-1</l></list></block><block collabId="item_1072_51" s="reportNewList"><list><l>DottedDotted</l><l>dot-2</l></list></block></list></block></custom-block></block><block collabId="item_1072_25" s="doSetVar"><l>note info</l><block collabId="item_1072_30" s="reportListItem"><block collabId="item_1072_45" s="reportVariadicSum"><list><block collabId="item_1072_68" s="reportModulus"><block collabId="item_1072_69" s="noteNew"><block collabId="item_2079" var="note"/></block><l>12</l></block><l>1</l></list></block><block collabId="item_1072_46" s="reportNewList"><list><block collabId="item_1072_56" s="reportNewList"><list><l>0.5</l><block collabId="item_1072_81" s="reportBoolean"><l><bool>false</bool></l></block></list></block><block collabId="item_1072_57" s="reportNewList"><list><l>1</l><block collabId="item_1072_80" s="reportBoolean"><l><bool>true</bool></l></block></list></block><block collabId="item_1072_58" s="reportNewList"><list><l>1</l><block collabId="item_1072_79" s="reportBoolean"><l><bool>false</bool></l></block></list></block><block collabId="item_1072_59" s="reportNewList"><list><l>1.5</l><block collabId="item_1072_78" s="reportBoolean"><l><bool>true</bool></l></block></list></block><block collabId="item_1072_60" s="reportNewList"><list><l>1.5</l><block collabId="item_1072_77" s="reportBoolean"><l><bool>false</bool></l></block></list></block><block collabId="item_1072_61" s="reportNewList"><list><l>2</l><block collabId="item_1072_76" s="reportBoolean"><l><bool>false</bool></l></block></list></block><block collabId="item_1072_62" s="reportNewList"><list><l>2.5</l><block collabId="item_1072_75" s="reportBoolean"><l><bool>true</bool></l></block></list></block><block collabId="item_1072_63" s="reportNewList"><list><l>2.5</l><block collabId="item_1072_74" s="reportBoolean"><l><bool>false</bool></l></block></list></block><block collabId="item_1072_64" s="reportNewList"><list><l>3</l><block collabId="item_1072_73" s="reportBoolean"><l><bool>true</bool></l></block></list></block><block collabId="item_1072_65" s="reportNewList"><list><l>-0.5</l><block collabId="item_1072_72" s="reportBoolean"><l><bool>false</bool></l></block></list></block><block collabId="item_1072_66" s="reportNewList"><list><l>0</l><block collabId="item_1072_71" s="reportBoolean"><l><bool>true</bool></l></block></list></block><block collabId="item_1072_67" s="reportNewList"><list><l>0</l><block collabId="item_1072_70" s="reportBoolean"><l><bool>false</bool></l></block></list></block></list></block></block></block><block collabId="item_1072_29" s="doSetVar"><l>octave</l><block collabId="item_1072_48" s="reportVariadicSum"><list><block collabId="item_1072_52" s="reportMonadic"><l><option>floor</option></l><block collabId="item_1072_88" s="reportQuotient"><block collabId="item_1072_89" s="noteNew"><block collabId="item_2080" var="note"/></block><l>12</l></block></block><block collabId="item_1072_53" s="reportIfElse"><block collabId="item_1072_87" s="reportGreaterThan"><block collabId="item_1072_90" s="reportModulus"><block collabId="item_1072_106" s="noteNew"><block collabId="item_2081" var="note"/></block><l>12</l></block><l>8</l></block><l>1</l><l>0</l></block></list></block></block><block collabId="item_1072_47" s="doSetVar"><l>y</l><block collabId="item_1072_55" s="reportVariadicProduct"><list><block collabId="item_1072_82" s="reportVariadicSum"><list><block collabId="item_1072_96" s="reportListItem"><l>1</l><block collabId="item_1072_100" var="note info"/></block><block collabId="item_1072_97" s="reportVariadicProduct"><list><l>3.5</l><block collabId="item_1072_99" s="reportVariadicSum"><list><block collabId="item_1072_114" var="octave"/><block collabId="item_1072_115" var="octave offset"/><l>-4</l></list></block></list></block></list></block><block collabId="item_1072_83" var="staff scale"/></list></block></block><block collabId="item_1072_54" s="doIf"><block collabId="item_1072_85" s="reportListItem"><l>2</l><block collabId="item_1072_92" var="note info"/></block><script><block collabId="item_1072_86" s="fork"><block collabId="item_1072_91" s="reifyScript"><script><block collabId="item_1072_105" s="doTellTo"><block collabId="item_1072_109" s="newClone"><l>Notes</l></block><block collabId="item_1072_110" s="reifyScript"><script><block collabId="item_1072_122" s="gotoXY"><l>230</l><block collabId="item_2270" s="reportVariadicSum"><list><block collabId="item_1072_124" var="y"/><l>10</l></list></block></block><block collabId="item_1072_123" s="setScale"><block collabId="item_1072_135" s="reportVariadicProduct"><list><l>1</l><block collabId="item_1072_136" var="staff scale"/></list></block></block><block collabId="item_1072_134" s="doSwitchToCostume"><l>flat</l></block><block collabId="item_1072_137" s="show"/><block collabId="item_1072_143" s="doGlide"><block collabId="item_1072_145" var="animation time"/><l>-150</l><block collabId="item_2282" s="reportVariadicSum"><list><block collabId="item_2282_1" var="y"/><l>10</l></list></block></block><block collabId="item_1072_144" s="removeClone"/></script><list/></block><list/></block></script><list/></block><list/></block></script></block><block collabId="item_1072_84" s="doIf"><block collabId="item_1072_94" s="reportNotEquals"><block collabId="item_1072_102" var="beats mod info"/><l/></block><script><block collabId="item_1072_95" s="fork"><block collabId="item_1072_101" s="reifyScript"><script><block collabId="item_1072_113" s="doTellTo"><block collabId="item_1072_116" s="newClone"><l>Notes</l></block><block collabId="item_1072_117" s="reifyScript"><script><block collabId="item_1072_128" s="gotoXY"><l>255</l><block collabId="item_1072_130" var="y"/></block><block collabId="item_1072_129" s="setScale"><block collabId="item_1072_139" s="reportVariadicProduct"><list><l>1.0</l><block collabId="item_1072_140" var="staff scale"/></list></block></block><block collabId="item_1072_138" s="doSwitchToCostume"><block collabId="item_1072_142" var="beats mod info"/></block><block collabId="item_1072_141" s="show"/><block collabId="item_1072_147" s="doGlide"><block collabId="item_1072_149" var="animation time"/><l>-125</l><block collabId="item_1072_146" var="y"/></block><block collabId="item_1072_148" s="removeClone"/></script><list/></block><list/></block></script><list/></block><list/></block></script></block><block collabId="item_2085" s="fork"><block collabId="item_2085_1" s="reifyScript"><script><block collabId="item_2085_3" s="doTellTo"><block collabId="item_2085_4" s="newClone"><l>Notes</l></block><block collabId="item_2085_5" s="reifyScript"><script><block collabId="item_1072_93" s="gotoXY"><l>250</l><block collabId="item_1072_104" var="y"/></block><block collabId="item_1072_103" s="setScale"><block collabId="item_1072_112" s="reportVariadicProduct"><list><block collabId="item_1072_118" s="reportListItem"><l>2</l><block collabId="item_1072_127" var="beats info"/></block><block collabId="item_1072_119" var="staff scale"/></list></block></block><block collabId="item_1072_111" s="doSwitchToCostume"><block collabId="item_1072_121" s="reportListItem"><l>1</l><block collabId="item_1072_125" var="beats info"/></block></block><block collabId="item_1072_120" s="show"/><block collabId="item_1072_126" s="doGlide"><block collabId="item_1072_132" var="animation time"/><l>-130</l><block collabId="item_1072_150" var="y"/></block><block collabId="item_1072_131" s="removeClone"/></script><list/></block><list/></block></script><list/></block><list><block collabId="item_2085_2" var="note"/></list></block></script></block><block collabId="item_1074" s="playNoteWithAmp"><block collabId="item_1072_11" var="beats"/><block collabId="item_1072_12" var="beats mod"/><block collabId="item_1072_13" var="notes"/><block collabId="item_1079" var="velocity"/></block></script></block-definition><block-definition collabId="item_1572" s="transpose %&apos;note&apos; by %&apos;steps&apos; steps" type="reporter" category="music"><header/><code/><translations/><inputs><input type="%s"/><input type="%n">0</input></inputs><scripts/></block-definition><block-definition collabId="item_2445" s="%&apos;attr&apos; of track: %&apos;track&apos;" type="reporter" category="music"><header/><code/><translations/><inputs><input type="%s" readonly="true"><options>instrument&#xD;notes&#xD;durations</options></input><input type="%l"/></inputs><script><block collabId="item_2448" s="doIf"><block collabId="item_2449" s="reportEquals"><block collabId="item_2449_1" var="attr"/><l>instrument</l></block><script><block collabId="item_2451" s="doReport"><block collabId="item_2440" s="reportListItem"><l>1</l><block collabId="item_2459" var="track"/></block></block></script></block><block collabId="item_2452" s="doIf"><block collabId="item_2452_1" s="reportEquals"><block collabId="item_2452_3" var="attr"/><l>notes</l></block><script><block collabId="item_2452_2" s="doReport"><block collabId="item_2460" s="reportListItem"><l>2</l><block collabId="item_2460_1" var="track"/></block></block></script></block><block collabId="item_2454" s="doIf"><block collabId="item_2454_1" s="reportEquals"><block collabId="item_2454_3" var="attr"/><l>durations</l></block><script><block collabId="item_2454_2" s="doReport"><block collabId="item_2462" s="reportListItem"><l>3</l><block collabId="item_2462_1" var="track"/></block></block></script></block><block collabId="item_2480" s="doReport"><block collabId="item_2480_1" s="reportListItem"><l>4</l><block collabId="item_2480_2" var="track"/></block></block></script></block-definition><block-definition collabId="item_2547" s="%&apos;instrument&apos; track with notes: %&apos;notes&apos; durations: %&apos;durations&apos;" type="reporter" category="music"><header/><code/><translations/><inputs><input type="%s" readonly="true"><options>Synthesizer&#xD;Grand Piano&#xD;Electric Bass&#xD;Bassoon&#xD;Cello&#xD;Acoustic Guitar&#xD;Electric Guitar&#xD;Nylon Guitar&#xD;Harp&#xD;Pipe Organ&#xD;Violin</options></input><input type="%l"/><input type="%l"/></inputs><script><block collabId="item_2717" s="doReport"><block collabId="item_2718" s="reportNewList"><list><block collabId="item_2721" var="instrument"/><block collabId="item_2722" var="notes"/><block collabId="item_2723" var="durations"/></list></block></block></script></block-definition><block-definition collabId="item_2724" s="if clone, delete!" type="command" category="control"><header/><code/><translations/><inputs/><script><block collabId="item_2725" s="removeClone"/></script></block-definition></blocks><variables><variable name="staff scale"><l>20</l></variable><variable name="animation time"><l>3</l></variable><variable name="octave offset"><l>-1</l></variable><variable name="tracks"><list id="990"><item><ref id="247"/></item><item><list id="991"><item><l>Bassoon</l></item><item><list struct="atomic" id="992">53,53,53,53,53,53,53,53,50,50,51,53,53,53,53,53,53,53,53,53,53,53,53,50,50,51,53,53,53,53,53,53,50,53,50,53,54,54,50,51,48,53,53,53,53,53,53,53,53,50,50,51,53,53,46,46</list></item><item><list id="993"><item><list struct="atomic" id="994">Quarter,</list></item><item><list struct="atomic" id="995">Quarter,</list></item><item><list struct="atomic" id="996">Quarter,</list></item><item><list struct="atomic" id="997">Quarter,</list></item><item><list struct="atomic" id="998">Quarter,</list></item><item><list struct="atomic" id="999">Quarter,</list></item><item><list struct="atomic" id="1000">Quarter,</list></item><item><list struct="atomic" id="1001">Quarter,</list></item><item><list struct="atomic" id="1002">Quarter,</list></item><item><list struct="atomic" id="1003">Quarter,</list></item><item><list struct="atomic" id="1004">Quarter,</list></item><item><list struct="atomic" id="1005">Quarter,</list></item><item><list struct="atomic" id="1006">Quarter,Dotted</list></item><item><list struct="atomic" id="1007">Eighth,</list></item><item><list struct="atomic" id="1008">Half,</list></item><item><list struct="atomic" id="1009">Quarter,</list></item><item><list struct="atomic" id="1010">Quarter,</list></item><item><list struct="atomic" id="1011">Quarter,</list></item><item><list struct="atomic" id="1012">Quarter,</list></item><item><list struct="atomic" id="1013">Quarter,</list></item><item><list struct="atomic" id="1014">Quarter,</list></item><item><list struct="atomic" id="1015">Quarter,</list></item><item><list struct="atomic" id="1016">Quarter,</list></item><item><list struct="atomic" id="1017">Quarter,</list></item><item><list struct="atomic" id="1018">Quarter,</list></item><item><list struct="atomic" id="1019">Quarter,</list></item><item><list struct="atomic" id="1020">Quarter,</list></item><item><list struct="atomic" id="1021">Quarter,Dotted</list></item><item><list struct="atomic" id="1022">Eighth,</list></item><item><list struct="atomic" id="1023">Half,</list></item><item><list struct="atomic" id="1024">Quarter,</list></item><item><list struct="atomic" id="1025">Quarter,</list></item><item><list struct="atomic" id="1026">Half,</list></item><item><list struct="atomic" id="1027">Half,</list></item><item><list struct="atomic" id="1028">Half,</list></item><item><list struct="atomic" id="1029">Half,</list></item><item><list struct="atomic" id="1030">Quarter,</list></item><item><list struct="atomic" id="1031">Quarter,</list></item><item><list struct="atomic" id="1032">Quarter,</list></item><item><list struct="atomic" id="1033">Quarter,</list></item><item><list struct="atomic" id="1034">Half,</list></item><item><list struct="atomic" id="1035">Quarter,</list></item><item><list struct="atomic" id="1036">Quarter,</list></item><item><list struct="atomic" id="1037">Quarter,</list></item><item><list struct="atomic" id="1038">Quarter,</list></item><item><list struct="atomic" id="1039">Quarter,</list></item><item><list struct="atomic" id="1040">Quarter,</list></item><item><list struct="atomic" id="1041">Quarter,</list></item><item><list struct="atomic" id="1042">Quarter,</list></item><item><list struct="atomic" id="1043">Quarter,</list></item><item><list struct="atomic" id="1044">Quarter,</list></item><item><list struct="atomic" id="1045">Quarter,</list></item><item><list struct="atomic" id="1046">Quarter,</list></item><item><list struct="atomic" id="1047">Quarter,Dotted</list></item><item><list struct="atomic" id="1048">Eighth,</list></item><item><list struct="atomic" id="1049">Whole,Dotted</list></item></list></item></list></item><item><list id="1050"><item><l>Cello</l></item><item><list struct="atomic" id="1051">46,46,46,46,41,41,41,41,43,43,43,43,43,41,41,46,46,46,46,41,41,41,41,43,43,43,43,45,46,46,41,46,41,46,41,42,43,36,41,46,46,46,46,41,41,41,41,43,43,43,43,45,46,46</list></item><item><list id="1052"><item><list struct="atomic" id="1053">Quarter,</list></item><item><list struct="atomic" id="1054">Quarter,</list></item><item><list struct="atomic" id="1055">Quarter,</list></item><item><list struct="atomic" id="1056">Quarter,</list></item><item><list struct="atomic" id="1057">Quarter,</list></item><item><list struct="atomic" id="1058">Quarter,</list></item><item><list struct="atomic" id="1059">Quarter,</list></item><item><list struct="atomic" id="1060">Quarter,</list></item><item><list struct="atomic" id="1061">Quarter,</list></item><item><list struct="atomic" id="1062">Quarter,</list></item><item><list struct="atomic" id="1063">Quarter,</list></item><item><list struct="atomic" id="1064">Quarter,</list></item><item><list struct="atomic" id="1065">Quarter,Dotted</list></item><item><list struct="atomic" id="1066">Eighth,</list></item><item><list struct="atomic" id="1067">Half,</list></item><item><list struct="atomic" id="1068">Quarter,</list></item><item><list struct="atomic" id="1069">Quarter,</list></item><item><list struct="atomic" id="1070">Quarter,</list></item><item><list struct="atomic" id="1071">Quarter,</list></item><item><list struct="atomic" id="1072">Quarter,</list></item><item><list struct="atomic" id="1073">Quarter,</list></item><item><list struct="atomic" id="1074">Quarter,</list></item><item><list struct="atomic" id="1075">Quarter,</list></item><item><list struct="atomic" id="1076">Quarter,</list></item><item><list struct="atomic" id="1077">Quarter,</list></item><item><list struct="atomic" id="1078">Quarter,</list></item><item><list struct="atomic" id="1079">Quarter,</list></item><item><list struct="atomic" id="1080">Quarter,Dotted</list></item><item><list struct="atomic" id="1081">Eighth,</list></item><item><list struct="atomic" id="1082">Half,</list></item><item><list struct="atomic" id="1083">Half,</list></item><item><list struct="atomic" id="1084">Half,</list></item><item><list struct="atomic" id="1085">Half,</list></item><item><list struct="atomic" id="1086">Half,</list></item><item><list struct="atomic" id="1087">Half,</list></item><item><list struct="atomic" id="1088">Half,</list></item><item><list struct="atomic" id="1089">Quarter,</list></item><item><list struct="atomic" id="1090">Quarter,</list></item><item><list struct="atomic" id="1091">Half,</list></item><item><list struct="atomic" id="1092">Quarter,</list></item><item><list struct="atomic" id="1093">Quarter,</list></item><item><list struct="atomic" id="1094">Quarter,</list></item><item><list struct="atomic" id="1095">Quarter,</list></item><item><list struct="atomic" id="1096">Quarter,</list></item><item><list struct="atomic" id="1097">Quarter,</list></item><item><list struct="atomic" id="1098">Quarter,</list></item><item><list struct="atomic" id="1099">Quarter,</list></item><item><list struct="atomic" id="1100">Quarter,</list></item><item><list struct="atomic" id="1101">Quarter,</list></item><item><list struct="atomic" id="1102">Quarter,</list></item><item><list struct="atomic" id="1103">Quarter,</list></item><item><list struct="atomic" id="1104">Quarter,Dotted</list></item><item><list struct="atomic" id="1105">Eighth,</list></item><item><list struct="atomic" id="1106">Whole,Dotted</list></item></list></item></list></item><item><list id="1107"><item><l>Pipe Organ</l></item><item><list struct="atomic" id="1108">62,62,63,65,65,63,62,60,58,58,60,62,62,60,60,62,62,63,65,65,63,62,60,58,58,60,62,60,58,58,60,60,62,58,60,62,63,62,58,60,62,63,62,60,58,60,53,62,62,63,65,65,63,62,60,58,58,60,62,60,58,58</list></item><item><list id="1109"><item><list struct="atomic" id="1110">Quarter,</list></item><item><list struct="atomic" id="1111">Quarter,</list></item><item><list struct="atomic" id="1112">Quarter,</list></item><item><list struct="atomic" id="1113">Quarter,</list></item><item><list struct="atomic" id="1114">Quarter,</list></item><item><list struct="atomic" id="1115">Quarter,</list></item><item><list struct="atomic" id="1116">Quarter,</list></item><item><list struct="atomic" id="1117">Quarter,</list></item><item><list struct="atomic" id="1118">Quarter,</list></item><item><list struct="atomic" id="1119">Quarter,</list></item><item><list struct="atomic" id="1120">Quarter,</list></item><item><list struct="atomic" id="1121">Quarter,</list></item><item><list struct="atomic" id="1122">Quarter,Dotted</list></item><item><list struct="atomic" id="1123">Eighth,</list></item><item><list struct="atomic" id="1124">Half,</list></item><item><list struct="atomic" id="1125">Quarter,</list></item><item><list struct="atomic" id="1126">Quarter,</list></item><item><list struct="atomic" id="1127">Quarter,</list></item><item><list struct="atomic" id="1128">Quarter,</list></item><item><list struct="atomic" id="1129">Quarter,</list></item><item><list struct="atomic" id="1130">Quarter,</list></item><item><list struct="atomic" id="1131">Quarter,</list></item><item><list struct="atomic" id="1132">Quarter,</list></item><item><list struct="atomic" id="1133">Quarter,</list></item><item><list struct="atomic" id="1134">Quarter,</list></item><item><list struct="atomic" id="1135">Quarter,</list></item><item><list struct="atomic" id="1136">Quarter,</list></item><item><list struct="atomic" id="1137">Quarter,Dotted</list></item><item><list struct="atomic" id="1138">Eighth,</list></item><item><list struct="atomic" id="1139">Half,</list></item><item><list struct="atomic" id="1140">Quarter,</list></item><item><list struct="atomic" id="1141">Quarter,</list></item><item><list struct="atomic" id="1142">Quarter,</list></item><item><list struct="atomic" id="1143">Quarter,</list></item><item><list struct="atomic" id="1144">Quarter,</list></item><item><list struct="atomic" id="1145">Eighth,</list></item><item><list struct="atomic" id="1146">Eighth,</list></item><item><list struct="atomic" id="1147">Quarter,</list></item><item><list struct="atomic" id="1148">Quarter,</list></item><item><list struct="atomic" id="1149">Quarter,</list></item><item><list struct="atomic" id="1150">Eighth,</list></item><item><list struct="atomic" id="1151">Eighth,</list></item><item><list struct="atomic" id="1152">Quarter,</list></item><item><list struct="atomic" id="1153">Quarter,</list></item><item><list struct="atomic" id="1154">Quarter,</list></item><item><list struct="atomic" id="1155">Quarter,</list></item><item><list struct="atomic" id="1156">Half,</list></item><item><list struct="atomic" id="1157">Quarter,</list></item><item><list struct="atomic" id="1158">Quarter,</list></item><item><list struct="atomic" id="1159">Quarter,</list></item><item><list struct="atomic" id="1160">Quarter,</list></item><item><list struct="atomic" id="1161">Quarter,</list></item><item><list struct="atomic" id="1162">Quarter,</list></item><item><list struct="atomic" id="1163">Quarter,</list></item><item><list struct="atomic" id="1164">Quarter,</list></item><item><list struct="atomic" id="1165">Quarter,</list></item><item><list struct="atomic" id="1166">Quarter,</list></item><item><list struct="atomic" id="1167">Quarter,</list></item><item><list struct="atomic" id="1168">Quarter,</list></item><item><list struct="atomic" id="1169">Quarter,Dotted</list></item><item><list struct="atomic" id="1170">Eighth,</list></item><item><list struct="atomic" id="1171">Whole,Dotted</list></item></list></item></list></item></list></variable><variable name="Ode to Joy"><list id="1172"><item><list id="1173"><item><l>Pipe Organ</l></item><item><list struct="atomic" id="1174">F3,F3,G3,A3,A3,G3,F3,E3,F3,F3,F3,F3,F3,E3,E3,F3,F3,G3,A3,A3,G3,F3,E3,F3,F3,F3,F3,B3b,A3,A3,E3,E3,F3,E3,F3,E3,F3,G3,F3,G3,E3,F3,F3,G3,A3,A3,G3,F3,E3,F3,F3,F3,F3,B3b,A3,A3</list></item><item><ref id="188"/></item></list></item><item><list id="1175"><item><l>Bassoon</l></item><item><list struct="atomic" id="1176">C3,C3,C3,C3,C3,C3,C3,C3,A2,A2,B2b,C3,C3,C3,C3,C3,C3,C3,C3,C3,C3,C3,C3,A2,A2,B2b,C3,C3,C3,C3,C3,C3,A2,C3,A2,C3,D3b,D3b,A2,B2b,G2,C3,C3,C3,C3,C3,C3,C3,C3,A2,A2,B2b,C3,C3,F2,F2</list></item><item><ref id="993"/></item></list></item><item><list id="1177"><item><l>Cello</l></item><item><list struct="atomic" id="1178">F2,F2,F2,F2,C2,C2,C2,C2,D2,D2,D2,D2,D2,C2,C2,F2,F2,F2,F2,C2,C2,C2,C2,D2,D2,D2,D2,E2,F2,F2,C2,F2,C2,F2,C2,D2b,D2,G1,C2,F2,F2,F2,F2,C2,C2,C2,C2,D2,D2,D2,D2,E2,F2,F2</list></item><item><ref id="1052"/></item></list></item><item><list id="1179"><item><l>Pipe Organ</l></item><item><list struct="atomic" id="1180">A3,A3,B3b,C4,C4,B3b,A3,G3,F3,F3,G3,A3,A3,G3,G3,A3,A3,B3b,C4,C4,B3b,A3,G3,F3,F3,G3,A3,G3,F3,F3,G3,G3,A3,F3,G3,A3,B3b,A3,F3,G3,A3,B3b,A3,G3,F3,G3,C3,A3,A3,B3b,C4,C4,B3b,A3,G3,F3,F3,G3,A3,G3,F3,F3</list></item><item><ref id="1109"/></item></list></item></list></variable></variables><history/><replay></replay></project><media name="myRole" app="NetsBlox 2.4.0, http://netsblox.org" version="2.4.0"><costume name="treble" collabId="item_2025" center-x="240" center-y="180" image="data:image/png;base64,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" mediaID="Staff_cst_treble"/><costume name="note-1" collabId="item_-1_2" center-x="85.5" center-y="64" 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" mediaID="Notes_cst_note-1"/><costume name="note-2" collabId="item_0" center-x="55" center-y="309.875" 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" mediaID="Notes_cst_note-2"/><costume name="note-4" collabId="item_1" center-x="58" center-y="308.875" 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" 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" mediaID="Notes_cst_note-8"/><costume name="note-16" collabId="item_3" center-x="57" center-y="310.875" 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" 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hYKib2hIwmL/jtn7ytZH8WTAyrMQUHGrhDr8XUfncpO1PORgiZitVZYacITMwtosTRbDzwpvnCl4j7dJW9ZaT0H4Hw2KAgVESNsf1yST5irm+iERj+Ctg0MoJkxm+Nrnv0sEwazC021+uSrgDJu+Ygs1iJCKNUFmB62C8cg1kzIxObRMFtol2axw9CqtnNepp9A4IlKkcEBrtippas68cD2icM0Svw7jivGSG9Ci5RgjP6kNFdZ7VPIchC2GyKm0QF504GGxYmAEY4lgMntWw/5j0wcgO1EU7WVbG249zBhsahsAZwohDmsEYz2o0kgCiLMscVxQ5Z7BhYQacIX5A5HAKntV1+ZyelmwVGLOKCqcT5wzxcz+uOSTOwHhiL0cl5gK5gdtwC4v85twHsmMwYHrG2oiDCtI76XlYiD6347STa9Xr4NUEIMgQU1SO7nOQxnleiOplnIFDGn6LBMPgx0hwDIVIJfwUkei5xZ4gmPGcx8mJUXMSAnG427pqu/gVfT4SPb2k1VMcDFHzPalUBgYCYQh/P0lU5qrGNxJ/w/1EhMBz2NePRs6U+VHjk8BCI1SWlUcldV5UUuF8B0M3YKAVQuBxQcd3cXKlcEHzSPQAAgm/UQ7pkiETwAsgPlPyOTmi2CaI1yxa98sdDN2BgZa4g5Ko58NFRVHPoTfmHd9DQttI898oIWiOr5AMHDCikCoD4ysTwNy/4LU/62DoFgy0hlaQfEosyh01zaMu/kMRUj6eym0LFk0smyGELt9e0XWGoc71Dgbb9MceLRHk8F1EoKy78R6LIml6sCEg3LVdk7Hbu6gobhMvqJGIy0fy5aa2HdumcvFrx4KBN4VV452EDSEmfnJH1WPbwCGlzQUlKJAwc2PuzmeL5T5s5AZONnn59fMOBhtAC8FQcSbAZQ0tIaCo0xIyEiKjsSH8qcji4Zx/C0Ln4A5YI9NlYwKGTQWv7an/bFhopIEk7gEfRuIgYnwYESbZ24nasuZwSr/OxOs59Z/oPUaiPy94b0/9NwMw0MWNIkLmyPJWlS44DAftJZeY46nEJSFNVBIEycCRAGJ6m8JRlq0CLpcuDoYZgQGp8Gqpl2DdCHixZfdk4WKjpPLtYo3EzZ77tIN2i0RhI1F+G/J0wbGrktSzCJBFTcdcN5B/Llw7yEmgiYx3gZ4DhP+SNEwKYjjDT+c68tR/XYOhRsHMFoGXM9/WWC9nhkjqYLaM3xTFRkqFV0NO4ZhLqB7HXLgNnOEpuXf/ZBOkGedvqarXc4Z6cwNKKRaHo1+dDiI9eRw90UVw9Ly3cVZvU31kFq44CAk+yDybLhc5GGyzWg+GuPY4cqKQQsALFs6YJzE2AQiMTVZAkC0WjoANhW2CuIp08QvLYlYgVacrMNDkluTbepx+xiTlCMMIHIL0O5Zb70K2WGwnEiJXpMvIWEzf7pzBhoZqMNRvEfnertV/INzFOLamn63mEOXjgCsgO5AhjuRggbtwDHW3NxsWGimd6rqwXiUU2ttJvyBU4iNh4RCbVR9vrF1FeE5TbnUw1C3T9OddbhOhdWtgTHpUOMmQj4G8TLGnDLYkZBYAhPqbQrog5wxGPDQGQ80Ogi8CwiRm7xijVnrYu+gPBMI9RU23fUzuDoZZgSGiH5xoUR0j4MXYMNJNhru1UUxFlgk8cchBbjm8KZIiO1y6ao05Q+RMEBDDwlT5MpY1tVvCIUg0XlGmeNTmpM/NDobIVUqq9Q0GumkqUPLscxNAPNbwWvg+AMCvORgMs6aqswADKuv3iVBZ45dgKQiR6B8QKh8d+WBIAuKeTpETFqrNAgz0hVaSbyxaSsvd1jxLUvF9RJiquTB1quQ2ik8lnOEc5ww2NMwKDIwKZ1oUREj6MXkg02+yvf4gJwPXDtWlEOYykpHoSAfDcMHAyIiBYD8/wzbMcW0USvhU4ka3bcXRFj0Hpxi/YsA4yQbOYNdNl4yliQ9EaCpco4yls+qLj/OL6xn6A4Ox5fLqaAxJDIoJGs8la8FLim2gLByf9sb+kr5N2KbWwBlsDdfURjGEMEmklsXkHZrF5I2WsuyEgRDpYDAumQ0MuZ2i5cbBVcnIDzjVWqN1sVJy3ORS0yIGML5BzzmDDQ0Cw/ZiuXflLx/hfgiyuJJijxhKpPk+ysf5BosuadA4+geeLeIOmLadMxgntYwzhIQZqJPxNXiOCNMyGdbyLunGLjPVUUgRR4lCiqsJLQULJ1sF48oXAnwcDJbZTBaWb1eeMxRlTyEYBn9DFECEswXfAf3aasNg4Yi2RoaoCv3PvxqgxGWOsedd5th2DvJtwoaGOs7AfZH5whzDmomSglW3iZIKQOK6AU4XnDJignLCmDbpF8DMNUb5coSDoX8wpHtAPQwgXiLCl7FNuVwPI1DGXkxCX0R7s1UUpfJ5p4PBthxNOENRDz+h/9xLRG6GppwC1h5yQZLGJ6bgKgdnKJIbjnEwxEzhWp2uwBBaRENIxDVRTg+cdBMvUhCDgYcUMRgxHlKE1MEZirLFnuBgmC8Y6B1fRLSErxYR7WRN6XO7nkF+IMq7zuUewRF9A4Jkfu39wjIbFkr9GWJzMVZ1R7j874gIl4edWwpxlMgPxFXWFayZcIe8NfN05wx1U5f9vOttoqh3QvDhEoTkxyqvkB/enwACbWJVIZIKMKAPSZezHQxWMGwvAeyuKD2DreVsbUDAqQNQFNsTpuUKbBZB//CNis5RiAGG/IUk5zoYbEs2C86QHhFez0Q+4fVcE1s5RscW/YN28lj+KHk1MsUChl/KfX6Wg2HYYGB0ZJYlNeBLReShrisXq8JItLmkIrYTPif/ZLqc6WCom9rs57PmDKH3++oXNJivET1yasjZLQOOgEMtAmWRQ+3O+n84A1FY6XKag2ExwMAo8XzeQ8TRsO42W2wW2C5IO5j3f0AVDRj2zr36BxwMTcGQ/TZ2cbSMHQlsHkDA5qviK0kqFvwf0m2XKZ5OcjDELsFqvXltE/lRko8JV3g0l7jGlxVuyB2J8LUIhbzRcIZX5R5yDaQNC4MBA8Mm1zTmaOwb9ynRYIcEHQepTkhsDqABA2BKl3c5Z7ChYZozrK7CLLeJ9IgzgCh5FeIvAAPxF0FdTV4HAJHO63CIg6EtGFafnxcYpjhEyevglof8QF4nCsqskWi75G98IjxuwoaFQW0TFg7BcfM4Flx0qwhLKWAIyTrQWLpD7JKAgdfYQQT7x0+iKK0PJm7uvH6L6MUJGMJNOFg+HQxLBAZehVB8vvEkDy0q17DoIk4U1AuONdc7GIxIUPWhHC2rRl7l2sZzxF1cJyKwBo9pypWAwwVIGyDuI6PylNVSPPlUiel844ocYm09dFMb8zenBfI95QvRWVyO+gDRasb6DRvOdTDYJ34ROANvhYUT1zYsnkWXmIQjZpAtsHI6ZzDiYVHAwGsRpwEYAEWVlpKTBj6ULkAuMRh4NRxYRqJnV7wnWebY4o5ymcGGhqFpIGNGXxeBPRYeRec5GGKmc63OIm0TYdQ4xOANvX8iS+TfGO0pYLjOwbD8YOANcWThdIFjS7pgyEIRhe3iOw6G9QGGMtlhnE1eRE6nxrmGbVO4PLUXcZtg9gnnYyvA3J0vqKf5zJOCGnGaBcOaE8E8rZYxr1AVVodGEu5wo28TMVO5VmdROQNCJN/+/QtSQ5ydfHa1g6ExGDK+RUPnDPfTayJAFt10y10TAOVSB0NjMGQeHDoYcGJhwXFqyZcrks8ucDCsDzAQ7g8YyPaWLzjLIjO40smGhYUwYRe9EhljAAMZY/LFE4kbQRCqL6oASfAuYCCYd62sij1XJ595FLYRFIsKBjygECC5nCRfPpGA4XyXGWxoGINBk3ZALsR56AIkVxUBht0KXnfiOe1gaAAGPRKTB9LWcr+1C3IyTI7GuM8jQPrR0rgGi7pN7J1whqL8jx9KwHCNcwYbGhYVDCib2CZQPuXLiYnMcLODYfnBEGIr2dqK1vsdCRjudDAsPxgemnAFMr/kC3Iw/gzIDO7PYMPCQiqdqvwgibICCJix3Z9hHYCBjPbIC08oeNfxpSOikxwMRiSo+iIKkPsmYHhYwetmorNdZrABYtHAQJofnGEJyC1KHYhjy0jElUe+TdiwsHCcgbSBLHaZ8EjwDGH6JCR3MCw5GH4h2SKeVfCeZHQBKO8On/k2YUPDom0Tz08WPO8iz1tvFiE88nNcHAzLDQbuwuYkQcb6fDkqAUpI/OVgsGFhoWQG7rIECEXeTV9NgPC29Ps7Z7ChYZG2CfQKgAE9Q75clGwRlzkYbABI1y4BwzbyZ7iH/XcoyToYM/ICYAgJOcJ7EFL3JtHBokwqYecMNmAsCmdAv/BaEfoFkpCnS8jrhOk6UxwMywmGjXqtkYisbulCxhbsEATaTl1wtihgYJxEBXHb285KQ7LT3Rs2oF4lL1GgbfU7L4sCRQGlY0+eb+kfchzy4nemaIt+5/o/ztpqKrosCmfYPQHDU3Jvdrn+ZjsrvAtzqGBgXCw2vntkL+PWlB1EVeloolc0qYj5FpBwfzU6epJuw0KrrhReFDCQ9BN5Ye16RAXW6u83io4QjTWO+TIkMLDP4dL9PNGeIjKV8W2fVQEct4lOF3GtMMJg/mrhRQBD0ZGS9zhaxJWHXyyb0CGAAecL7k7gVjXuUqi5sW3iyFkLkviaU03xLeI2Wb5F6dtkFwEMu2rMcAV+hnK+fhmJcIsvLfMCA/1yZ8ImEXc5Fjlq1i72DCqQPJNj2Cki5I9FAAPpegADeaHhdsgHyAncfVlZZg0G8g5iPCEdHcaTkMi6bpyVaM7FMDRuq+RBtHVHitDWIYyOREN1lU8n5UAuOFOEnPDpmEmZFRjoZxelt95/wz0rkge2xtzCFjP+VJ0mm0LumfImmFjkiMNFZD8ZKhjQNnJlEVcoM9bTRN+MnchZgIHb1l4mQibAvr6ohfxHJ4vYKrgOKF2GElGFdZIk4aQDrjoVFa5Bn2DAR58sY/jsh4TVnQChCQ/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mediaID="Notes_cst_note-64"/><costume name="rest-1" collabId="item_6" center-x="64" center-y="0.875" 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mediaID="Notes_cst_rest-1"/><costume name="rest-2" collabId="item_7" center-x="62" center-y="56.875" 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mediaID="Notes_cst_rest-2"/><costume name="rest-4" collabId="item_8" center-x="240" center-y="180" 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" 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" mediaID="Notes_cst_rest-16"/><costume name="rest-32" collabId="item_11" center-x="240" center-y="180" 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" 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" 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name="Stage" width="480" height="360" collabId="item_-1_1" 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="false" sublistIDs="false" scheduled="false" 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struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><messageTypes><messageType><name>message</name><fields><field>msg</field></fields></messageType></messageTypes><scripts><script x="39.99999999999999" y="76.83333333333333"><custom-block collabId="item_2294" s="transpose %s by %n steps"><l>A3</l><l>0</l></custom-block></script><comment collabId="item_2296" x="281" y="47.83333333333334" w="312" collapsed="false">Transposing music refers to the process of moving the notes up or down by a constant interval (ie, changing the key). Given a list of notes, can you transpose them by the given number of steps?&#xD;&#xD;Edit the custom block on the left to get started!</comment><script x="10.000000000000005" y="354.8333333333331"><block collabId="item_2372" s="reportEquals"><custom-block collabId="item_2372_1" s="transpose %s by %n steps"><l>F3</l><l>-1</l></custom-block><block collabId="item_2749" s="noteNew"><l>52</l></block></block></script><script x="12.00000000000001" y="300"><block collabId="item_2366" s="reportEquals"><custom-block collabId="item_2356" s="transpose %s by %n steps"><l>C3</l><l>5</l></custom-block><block collabId="item_2744" s="noteNew"><l>53</l></block></block></script><comment collabId="item_2300" x="127" y="194.83333333333331" w="90" collapsed="false">A couple examples using the block are shown below!</comment><comment collabId="item_2303" x="529" y="190.83333333333331" w="252" collapsed="false">The scripts below use the block to change the key then play a few different songs!</comment><script x="515" y="276.6666666666667"><block collabId="item_2664" s="doDeclareVariables"><list><l>amount</l><l>track</l><l>notes</l></list></block><block collabId="item_2662" s="doAsk"><l>How much would you like to shift the notes?</l></block><block collabId="item_2646" s="doSetVar"><l>amount</l><block collabId="item_2667" s="getLastAnswer"></block></block><block collabId="item_2693" s="doSetVar"><l>tracks</l><block collabId="item_2693_1" s="reportNewList"><list></list></block></block><block collabId="item_2709" s="doForEach"><l>track</l><block collabId="item_2661" var="Ode to Joy"/><script><block collabId="item_2689" s="doSetVar"><l>notes</l><block collabId="item_2691" s="reportNewList"><list></list></block></block><block collabId="item_2669" s="doForEach"><l>note</l><custom-block collabId="item_2672" s="%s of track: %l"><l>notes</l><block collabId="item_2712" var="track"/></custom-block><script><block collabId="item_2676" s="doAddToList"><custom-block collabId="item_2677" s="transpose %s by %n steps"><block collabId="item_2678" var="note"/><block collabId="item_2679" var="amount"/></custom-block><block collabId="item_2680" var="notes"/></block></script></block><block collabId="item_2681" s="doAddToList"><custom-block collabId="item_2682" s="%s track with notes: %l durations: %l"><custom-block collabId="item_2683" s="%s of track: %l"><l>instrument</l><block collabId="item_2685" var="track"/></custom-block><block collabId="item_2688" var="notes"/><custom-block collabId="item_2686" s="%s of track: %l"><l>durations</l><block collabId="item_2686_1" var="track"/></custom-block></custom-block><block collabId="item_2692" var="tracks"/></block></script></block><block collabId="item_2707" s="doBroadcast"><l>play</l></block></script></scripts><sprites><sprite name="Staff" collabId="item_140" idx="1" x="-198.5" y="-7.5" heading="90" scale="0.35" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="6,1,0,0.15000000000000002" pen="tip" id="87"><costumes><list collabId="" id="88"><item><ref mediaID="Staff_cst_treble"></ref></item></list></costumes><sounds><list struct="atomic" id="89"></list></sounds><blocks></blocks><variables></variables><scripts><script x="14.28571428571427" y="15.285714285714272"><block collabId="item_2740" s="receiveMessage"><l>play</l></block><block collabId="item_2287" s="doWarp"><script><block collabId="item_165" s="hide"></block><block collabId="item_154" s="clear"></block><block collabId="item_155" s="up"></block><block collabId="item_163" s="setColor"><color>6,1,0,1</color></block><block collabId="item_2027" s="doSwitchToCostume"><l>treble</l></block><block collabId="item_2029" s="setScale"><block collabId="item_2030" s="reportVariadicProduct"><list><l>1.75</l><block collabId="item_2032" var="staff scale"/></list></block></block><block collabId="item_2033" s="doForEach"><l>octave</l><block collabId="item_2034" s="reportNewList"><list><l>0</l><l>-1</l><l>1</l></list></block><script><block collabId="item_142" s="doFor"><l>i</l><block collabId="item_2039" s="reportVariadicSum"><list><l>-2</l><block collabId="item_2041" s="reportVariadicProduct"><list><l>5</l><block collabId="item_2049" var="octave"/></list></block></list></block><block collabId="item_2040" s="reportVariadicSum"><list><l>2</l><block collabId="item_2042" s="reportVariadicProduct"><list><l>5</l><block collabId="item_2050" var="octave"/></list></block></list></block><script><block collabId="item_145" s="gotoXY"><block collabId="item_147" s="reportDifference"><l>0</l><block collabId="item_146" s="reportStageWidth"></block></block><block collabId="item_159" s="reportVariadicProduct"><list><block collabId="item_160" var="i"/><block collabId="item_174" var="staff scale"/></list></block></block><block collabId="item_156" s="down"></block><block collabId="item_150" s="gotoXY"><block collabId="item_150_2" s="reportStageWidth"></block><block collabId="item_162" s="reportVariadicProduct"><list><block collabId="item_162_1" var="i"/><block collabId="item_175" var="staff scale"/></list></block></block><block collabId="item_157" s="up"></block></script></block><block collabId="item_2051" s="setPenHSVA"><l><option>transparency</option></l><l>85</l></block></script></block><block collabId="item_2054" s="gotoXY"><l>-200</l><l>-6</l></block><block collabId="item_2057" s="show"></block></script></block></script></scripts><history></history></sprite><sprite name="Track" collabId="item_1312" idx="2" x="-195.23809523809496" y="-158.859621171889" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="204,61.20000000000001,0,1" pen="tip" id="179"><costumes><list struct="atomic" id="180"></list></costumes><sounds><list struct="atomic" id="181"></list></sounds><blocks></blocks><variables><variable name="durations"><list collabId="" id="184"><item><list struct="atomic" id="185">Quarter,</list></item><item><list struct="atomic" id="186">Quarter,</list></item><item><list struct="atomic" id="187">Quarter,</list></item><item><list struct="atomic" id="188">Quarter,</list></item><item><list struct="atomic" id="189">Quarter,</list></item><item><list struct="atomic" id="190">Quarter,</list></item><item><list struct="atomic" id="191">Quarter,</list></item><item><list struct="atomic" id="192">Quarter,</list></item><item><list struct="atomic" id="193">Quarter,</list></item><item><list struct="atomic" id="194">Quarter,</list></item><item><list struct="atomic" id="195">Quarter,</list></item><item><list struct="atomic" id="196">Quarter,</list></item><item><list struct="atomic" id="197">Quarter,Dotted</list></item><item><list struct="atomic" id="198">Eighth,</list></item><item><list struct="atomic" id="199">Half,</list></item><item><list struct="atomic" id="200">Quarter,</list></item><item><list struct="atomic" id="201">Quarter,</list></item><item><list struct="atomic" id="202">Quarter,</list></item><item><list struct="atomic" id="203">Quarter,</list></item><item><list struct="atomic" id="204">Quarter,</list></item><item><list struct="atomic" id="205">Quarter,</list></item><item><list struct="atomic" id="206">Quarter,</list></item><item><list struct="atomic" id="207">Quarter,</list></item><item><list struct="atomic" id="208">Quarter,</list></item><item><list struct="atomic" id="209">Quarter,</list></item><item><list struct="atomic" id="210">Quarter,</list></item><item><list struct="atomic" id="211">Quarter,</list></item><item><list struct="atomic" id="212">Quarter,Dotted</list></item><item><list struct="atomic" id="213">Eighth,</list></item><item><list struct="atomic" id="214">Half,</list></item><item><list struct="atomic" id="215">Quarter,</list></item><item><list struct="atomic" id="216">Quarter,</list></item><item><list struct="atomic" id="217">Half,</list></item><item><list struct="atomic" id="218">Half,</list></item><item><list struct="atomic" id="219">Half,</list></item><item><list struct="atomic" id="220">Half,</list></item><item><list struct="atomic" id="221">Quarter,</list></item><item><list struct="atomic" id="222">Quarter,</list></item><item><list struct="atomic" id="223">Quarter,</list></item><item><list struct="atomic" id="224">Quarter,</list></item><item><list struct="atomic" id="225">Half,</list></item><item><list struct="atomic" id="226">Quarter,</list></item><item><list struct="atomic" id="227">Quarter,</list></item><item><list struct="atomic" id="228">Quarter,</list></item><item><list struct="atomic" id="229">Quarter,</list></item><item><list struct="atomic" id="230">Quarter,</list></item><item><list struct="atomic" id="231">Quarter,</list></item><item><list struct="atomic" id="232">Quarter,</list></item><item><list struct="atomic" id="233">Quarter,</list></item><item><list struct="atomic" id="234">Quarter,</list></item><item><list struct="atomic" id="235">Quarter,</list></item><item><list struct="atomic" id="236">Quarter,</list></item><item><list struct="atomic" id="237">Quarter,</list></item><item><list struct="atomic" id="238">Quarter,Dotted</list></item><item><list struct="atomic" id="239">Eighth,</list></item><item><list struct="atomic" id="240">Whole,Dotted</list></item></list></variable><variable name="mods"><list struct="atomic" id="241">,,,,,,,,,,,,Dotted,,,,,,,,,,,,,,,Dotted,,,,,,,,,,,,,,,,,,,,,,,,,,Dotted,,Dotted</list></variable><variable name="notes"><list struct="atomic" id="242">58,58,60,62,62,60,58,57,58,58,58,58,58,57,57,58,58,60,62,62,60,58,57,58,58,58,58,63,62,62,57,57,58,57,58,57,58,60,58,60,57,58,58,60,62,62,60,58,57,58,58,58,58,63,62,62</list></variable><variable name="my track"><list collabId="" id="243"><item><l>Pipe Organ</l></item><item><ref id="242"></ref></item><item><ref id="184"></ref></item></list></variable></variables><scripts><script x="40" y="308.00000000000006"><block collabId="item_2619" s="receiveMessage"><l>start playback</l></block><block collabId="item_1313_1" s="hide"></block><block collabId="item_1313_2" s="makeTempo"><l>140</l></block><block collabId="item_1313_3" s="setInstrument"><custom-block collabId="item_2624" s="%s of track: %l"><l>instrument</l><block collabId="item_2626" var="my track"/></custom-block></block><block collabId="item_1383" s="setTrackEffect"><l>Volume</l><l>20</l></block><block collabId="item_1313_4" s="setTrackEffect"><l>Reverb</l><l>30</l></block><block collabId="item_1313_5" s="doSetVar"><l>notes</l><custom-block collabId="item_2628" s="%s of track: %l"><l>notes</l><block collabId="item_2628_1" var="my track"/></custom-block></block><block collabId="item_1313_6" s="doSetVar"><l>durations</l><custom-block collabId="item_2633" s="%s of track: %l"><l>durations</l><block collabId="item_2633_1" var="my track"/></custom-block></block><block collabId="item_1313_18" s="doFor"><l>i</l><l>1</l><block collabId="item_1313_24" s="reportListAttribute"><l><option>length</option></l><block collabId="item_1313_29" var="notes"/></block><script><custom-block collabId="item_1313_25" s="play %s note(s) %s"><block collabId="item_2620_1" s="reportListItem"><block collabId="item_2620_5" var="i"/><block collabId="item_2620_6" var="durations"/></block><block collabId="item_2636" s="reportListItem"><block collabId="item_2636_1" var="i"/><block collabId="item_2638" var="notes"/></block></custom-block></script></block></script><script x="430" y="70"><block collabId="item_1313" s="receiveGo"></block><block collabId="item_2703" s="doBroadcast"><l>play</l></block></script><script x="37" y="85"><block collabId="item_2704" s="receiveMessage"><l>play</l></block><custom-block collabId="item_2726" s="if clone, delete!"></custom-block><block collabId="item_2598" s="doForEach"><l>track</l><block collabId="item_2606" s="reportCDR"><block collabId="item_2603" var="tracks"/></block><script><block collabId="item_2597" s="doSetVar"><l>my track</l><block collabId="item_2605" var="track"/></block><block collabId="item_2615" s="createClone"><l><option>myself</option></l></block></script></block><block collabId="item_2609" s="doSetVar"><l>my track</l><block collabId="item_2611" s="reportListItem"><l>1</l><block collabId="item_2612" var="tracks"/></block></block><block collabId="item_2617" s="doBroadcast"><l>start playback</l></block></script></scripts><history></history></sprite><sprite name="Notes" collabId="item_-1" idx="3" x="0.761904761904816" y="-0.8596211718888753" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="16" color="80,80,80,1" pen="tip" id="317"><costumes><list collabId="" id="318"><item><ref mediaID="Notes_cst_note-1"></ref></item><item><ref mediaID="Notes_cst_note-2"></ref></item><item><ref mediaID="Notes_cst_note-4"></ref></item><item><ref mediaID="Notes_cst_note-8"></ref></item><item><ref mediaID="Notes_cst_note-16"></ref></item><item><ref mediaID="Notes_cst_note-32"></ref></item><item><ref mediaID="Notes_cst_note-64"></ref></item><item><ref mediaID="Notes_cst_rest-1"></ref></item><item><ref mediaID="Notes_cst_rest-2"></ref></item><item><ref mediaID="Notes_cst_rest-4"></ref></item><item><ref mediaID="Notes_cst_rest-8"></ref></item><item><ref mediaID="Notes_cst_rest-16"></ref></item><item><ref mediaID="Notes_cst_rest-32"></ref></item><item><ref mediaID="Notes_cst_rest-64"></ref></item><item><ref mediaID="Notes_cst_sharp"></ref></item><item><ref mediaID="Notes_cst_flat"></ref></item><item><ref mediaID="Notes_cst_dot-1"></ref></item><item><ref mediaID="Notes_cst_dot-2"></ref></item></list></costumes><sounds><list struct="atomic" id="319"></list></sounds><blocks></blocks><variables><variable name="durations"><list collabId="" id="322"><item><list struct="atomic" id="323">Quarter,</list></item><item><list struct="atomic" id="324">Quarter,</list></item><item><list struct="atomic" id="325">Quarter,</list></item><item><list struct="atomic" id="326">Quarter,</list></item><item><list struct="atomic" id="327">Quarter,</list></item><item><list struct="atomic" id="328">Quarter,</list></item><item><list struct="atomic" id="329">Quarter,</list></item><item><list struct="atomic" id="330">Quarter,</list></item><item><list struct="atomic" id="331">Quarter,</list></item><item><list struct="atomic" id="332">Quarter,</list></item><item><list struct="atomic" id="333">Quarter,</list></item><item><list struct="atomic" id="334">Quarter,</list></item><item><list struct="atomic" id="335">Quarter,Dotted</list></item><item><list struct="atomic" id="336">Eighth,</list></item><item><list struct="atomic" id="337">Half,</list></item><item><list struct="atomic" id="338">Quarter,</list></item><item><list struct="atomic" id="339">Quarter,</list></item><item><list struct="atomic" id="340">Quarter,</list></item><item><list struct="atomic" id="341">Quarter,</list></item><item><list struct="atomic" id="342">Quarter,</list></item><item><list struct="atomic" id="343">Quarter,</list></item><item><list struct="atomic" id="344">Quarter,</list></item><item><list struct="atomic" id="345">Quarter,</list></item><item><list struct="atomic" id="346">Quarter,</list></item><item><list struct="atomic" id="347">Quarter,</list></item><item><list struct="atomic" id="348">Quarter,</list></item><item><list struct="atomic" id="349">Quarter,</list></item><item><list struct="atomic" id="350">Quarter,Dotted</list></item><item><list struct="atomic" id="351">Eighth,</list></item><item><list struct="atomic" id="352">Half,</list></item><item><list struct="atomic" id="353">Quarter,</list></item><item><list struct="atomic" id="354">Quarter,</list></item><item><list struct="atomic" id="355">Quarter,</list></item><item><list struct="atomic" id="356">Quarter,</list></item><item><list struct="atomic" id="357">Quarter,</list></item><item><list struct="atomic" id="358">Eighth,</list></item><item><list struct="atomic" id="359">Eighth,</list></item><item><list struct="atomic" id="360">Quarter,</list></item><item><list struct="atomic" id="361">Quarter,</list></item><item><list struct="atomic" id="362">Quarter,</list></item><item><list struct="atomic" id="363">Eighth,</list></item><item><list struct="atomic" id="364">Eighth,</list></item><item><list struct="atomic" id="365">Quarter,</list></item><item><list struct="atomic" id="366">Quarter,</list></item><item><list struct="atomic" id="367">Quarter,</list></item><item><list struct="atomic" id="368">Quarter,</list></item><item><list struct="atomic" id="369">Half,</list></item><item><list struct="atomic" id="370">Quarter,</list></item><item><list struct="atomic" id="371">Quarter,</list></item><item><list struct="atomic" id="372">Quarter,</list></item><item><list struct="atomic" id="373">Quarter,</list></item><item><list struct="atomic" id="374">Quarter,</list></item><item><list struct="atomic" id="375">Quarter,</list></item><item><list struct="atomic" id="376">Quarter,</list></item><item><list struct="atomic" id="377">Quarter,</list></item><item><list struct="atomic" id="378">Quarter,</list></item><item><list struct="atomic" id="379">Quarter,</list></item><item><list struct="atomic" id="380">Quarter,</list></item><item><list struct="atomic" id="381">Quarter,</list></item><item><list struct="atomic" id="382">Quarter,Dotted</list></item><item><list struct="atomic" id="383">Eighth,</list></item><item><list struct="atomic" id="384">Whole,Dotted</list></item></list></variable><variable name="mods"><list struct="atomic" id="385">,,,,,,,,,,,,Dotted,,,,,,,,,,,,,,,Dotted,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,Dotted,,Dotted</list></variable><variable name="notes"><list struct="atomic" id="386">A3,A3,B3b,C4,C4,B3b,A3,G3,F3,F3,G3,A3,A3,G3,G3,A3,A3,B3b,C4,C4,B3b,A3,G3,F3,F3,G3,A3,G3,F3,F3,G3,G3,A3,F3,G3,A3,B3b,A3,F3,G3,A3,B3b,A3,G3,F3,G3,C3,A3,A3,B3b,C4,C4,B3b,A3,G3,F3,F3,G3,A3,G3,F3,F3</list></variable></variables><scripts></scripts><history></history></sprite><watcher scope="Stage" s="reportMouseX" style="normal" x="7.355468750000455" y="7.35546875" color="4,148,220" hidden="true"/><watcher var="staff scale" style="slider" min="0" max="100" x="4.41328124999859" y="6.472813971093743" color="243,118,29" hidden="true"/><watcher var="octave offset" style="slider" min="-3" max="3" x="122.10078124999973" y="5.884376471093738" color="243,118,29" hidden="true"/><watcher var="animation time" style="slider" min="0" max="10" x="238.31718750000005" y="6.472813971093743" color="243,118,29" hidden="true"/><watcher scope="Notes" var="durations" style="normal" x="7.355468750000455" y="22.80195459609375" color="243,118,29" hidden="true"/><watcher scope="Notes" var="mods" style="normal" x="7.355468750000455" y="38.248440442187544" color="243,118,29" hidden="true"/><watcher scope="Notes" var="notes" style="normal" x="7.355468750000455" y="53.694926288281266" color="243,118,29" hidden="true"/><watcher scope="Track" var="durations" style="normal" x="7.355468750000455" y="69.14141213437499" color="243,118,29" hidden="true"/><watcher scope="Track" 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readonly="true"><options>Whole&#xD;Half&#xD;Quarter&#xD;Eighth&#xD;Sixteenth&#xD;ThirtySecond&#xD;SixtyFourth</options></input><input type="%s"></input></inputs><script><block collabId="item_2488" s="doDeclareVariables"><list><l>beats mod</l></list></block><block collabId="item_2490" s="doIf"><block collabId="item_2491" s="reportIsA"><block collabId="item_2492" var="beats"/><l><option>list</option></l></block><script><block collabId="item_2497" s="doSetVar"><l>beats mod</l><block collabId="item_2499" s="reportListItem"><l>2</l><block collabId="item_2501" var="beats"/></block></block><block collabId="item_2502" s="doSetVar"><l>beats</l><block collabId="item_2502_1" s="reportListItem"><l>1</l><block collabId="item_2502_2" var="beats"/></block></block></script></block><custom-block collabId="item_2060" s="play %s %s note(s) %s amp %n %"><block collabId="item_2061" var="beats"/><block collabId="item_2507" var="beats mod"/><block collabId="item_2063" var="notes"/><l>100</l></custom-block></script></block-definition><block-definition collabId="item_51" s="lookup %&apos;key&apos; in %&apos;obj&apos;" type="reporter" category="custom"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block collabId="item_70" s="doReport"><block collabId="item_66" s="reportListItem"><l>2</l><block collabId="item_58" s="reportFindFirst"><block collabId="item_58_1" s="reifyPredicate"><autolambda><block collabId="item_61" s="reportEquals"><block collabId="item_62" s="reportListItem"><l>1</l><l/></block><block collabId="item_63" var="key"/></block></autolambda><list></list></block><block collabId="item_65" var="obj"/></block></block></block></script></block-definition><block-definition collabId="item_1068" s="play %&apos;beats&apos; %&apos;beats mod&apos; note(s) %&apos;notes&apos; amp %&apos;velocity&apos; %" type="command" category="sound"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Whole&#xD;Half&#xD;Quarter&#xD;Eighth&#xD;Sixteenth&#xD;ThirtySecond&#xD;SixtyFourth</options></input><input type="%s" readonly="true"><options>Dotted&#xD;DottedDotted</options></input><input type="%s"></input><input type="%n"></input></inputs><script><block collabId="item_1072" s="doSetVar"><l>notes</l><block collabId="item_1072_2" s="reportIfElse"><block collabId="item_1072_3" s="reportIsA"><block collabId="item_1072_15" var="notes"/><l><option>list</option></l></block><block collabId="item_1072_4" var="notes"/><block collabId="item_1072_5" s="reportNewList"><list><block collabId="item_1072_14" var="notes"/></list></block></block></block><block collabId="item_1072_1" s="doForEach"><l>note</l><block collabId="item_1072_7" var="notes"/><script><block collabId="item_1072_19" s="doDeclareVariables"><list><l>beats info</l><l>beats mod info</l><l>note info</l><l>octave</l><l>y</l></list></block><block collabId="item_1072_20" s="doSetVar"><l>beats info</l><custom-block collabId="item_1072_22" s="lookup %s in %l"><block collabId="item_1072_23" var="beats"/><block collabId="item_1072_24" s="reportNewList"><list><block collabId="item_1072_31" s="reportNewList"><list><l>Whole</l><block collabId="item_1072_44" s="reportNewList"><list><l>note-1</l><l>0.7</l></list></block></list></block><block collabId="item_1072_32" s="reportNewList"><list><l>Half</l><block collabId="item_1072_43" s="reportNewList"><list><l>note-2</l><l>0.9</l></list></block></list></block><block collabId="item_1072_33" s="reportNewList"><list><l>Quarter</l><block collabId="item_1072_42" s="reportNewList"><list><l>note-4</l><l>0.9</l></list></block></list></block><block collabId="item_1072_34" s="reportNewList"><list><l>Eighth</l><block collabId="item_1072_41" s="reportNewList"><list><l>note-8</l><l>0.9</l></list></block></list></block><block collabId="item_1072_35" s="reportNewList"><list><l>Sixteenth</l><block collabId="item_1072_40" s="reportNewList"><list><l>note-16</l><l>0.9</l></list></block></list></block><block collabId="item_1072_36" s="reportNewList"><list><l>ThirtySecond</l><block collabId="item_1072_39" s="reportNewList"><list><l>note-32</l><l>1.5</l></list></block></list></block><block collabId="item_1072_37" s="reportNewList"><list><l>SixtyFourth</l><block collabId="item_1072_38" s="reportNewList"><list><l>note-64</l><l>1.5</l></list></block></list></block></list></block></custom-block></block><block collabId="item_1072_21" s="doSetVar"><l>beats mod info</l><custom-block collabId="item_1072_26" s="lookup %s in %l"><block collabId="item_1072_27" var="beats mod"/><block collabId="item_1072_28" s="reportNewList"><list><block collabId="item_1072_49" s="reportNewList"><list><l></l><l></l></list></block><block collabId="item_1072_50" s="reportNewList"><list><l>Dotted</l><l>dot-1</l></list></block><block collabId="item_1072_51" s="reportNewList"><list><l>DottedDotted</l><l>dot-2</l></list></block></list></block></custom-block></block><block collabId="item_1072_25" s="doSetVar"><l>note info</l><block collabId="item_1072_30" s="reportListItem"><block collabId="item_1072_45" s="reportVariadicSum"><list><block collabId="item_1072_68" s="reportModulus"><block collabId="item_1072_69" s="noteNew"><block collabId="item_2079" var="note"/></block><l>12</l></block><l>1</l></list></block><block collabId="item_1072_46" s="reportNewList"><list><block collabId="item_1072_56" s="reportNewList"><list><l>0.5</l><block collabId="item_1072_81" s="reportBoolean"><l><bool>false</bool></l></block></list></block><block collabId="item_1072_57" s="reportNewList"><list><l>1</l><block collabId="item_1072_80" s="reportBoolean"><l><bool>true</bool></l></block></list></block><block collabId="item_1072_58" s="reportNewList"><list><l>1</l><block collabId="item_1072_79" s="reportBoolean"><l><bool>false</bool></l></block></list></block><block collabId="item_1072_59" s="reportNewList"><list><l>1.5</l><block collabId="item_1072_78" s="reportBoolean"><l><bool>true</bool></l></block></list></block><block collabId="item_1072_60" s="reportNewList"><list><l>1.5</l><block collabId="item_1072_77" s="reportBoolean"><l><bool>false</bool></l></block></list></block><block collabId="item_1072_61" s="reportNewList"><list><l>2</l><block collabId="item_1072_76" s="reportBoolean"><l><bool>false</bool></l></block></list></block><block collabId="item_1072_62" s="reportNewList"><list><l>2.5</l><block collabId="item_1072_75" s="reportBoolean"><l><bool>true</bool></l></block></list></block><block collabId="item_1072_63" s="reportNewList"><list><l>2.5</l><block collabId="item_1072_74" s="reportBoolean"><l><bool>false</bool></l></block></list></block><block collabId="item_1072_64" s="reportNewList"><list><l>3</l><block collabId="item_1072_73" s="reportBoolean"><l><bool>true</bool></l></block></list></block><block collabId="item_1072_65" 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collabId="item_1072_106" s="noteNew"><block collabId="item_2081" var="note"/></block><l>12</l></block><l>8</l></block><l>1</l><l>0</l></block></list></block></block><block collabId="item_1072_47" s="doSetVar"><l>y</l><block collabId="item_1072_55" s="reportVariadicProduct"><list><block collabId="item_1072_82" s="reportVariadicSum"><list><block collabId="item_1072_96" s="reportListItem"><l>1</l><block collabId="item_1072_100" var="note info"/></block><block collabId="item_1072_97" s="reportVariadicProduct"><list><l>3.5</l><block collabId="item_1072_99" s="reportVariadicSum"><list><block collabId="item_1072_114" var="octave"/><block collabId="item_1072_115" var="octave offset"/><l>-4</l></list></block></list></block></list></block><block collabId="item_1072_83" var="staff scale"/></list></block></block><block collabId="item_1072_54" s="doIf"><block collabId="item_1072_85" s="reportListItem"><l>2</l><block collabId="item_1072_92" var="note info"/></block><script><block collabId="item_1072_86" s="fork"><block collabId="item_1072_91" s="reifyScript"><script><block collabId="item_1072_105" s="doTellTo"><block collabId="item_1072_109" s="newClone"><l>Notes</l></block><block collabId="item_1072_110" s="reifyScript"><script><block collabId="item_1072_122" s="gotoXY"><l>230</l><block collabId="item_2270" s="reportVariadicSum"><list><block collabId="item_1072_124" var="y"/><l>10</l></list></block></block><block collabId="item_1072_123" s="setScale"><block collabId="item_1072_135" s="reportVariadicProduct"><list><l>1</l><block collabId="item_1072_136" var="staff scale"/></list></block></block><block collabId="item_1072_134" s="doSwitchToCostume"><l>flat</l></block><block collabId="item_1072_137" s="show"></block><block collabId="item_1072_143" s="doGlide"><block collabId="item_1072_145" var="animation time"/><l>-150</l><block collabId="item_2282" s="reportVariadicSum"><list><block collabId="item_2282_1" var="y"/><l>10</l></list></block></block><block collabId="item_1072_144" s="removeClone"></block></script><list></list></block><list></list></block></script><list></list></block><list></list></block></script></block><block collabId="item_1072_84" s="doIf"><block collabId="item_1072_94" s="reportNotEquals"><block collabId="item_1072_102" var="beats mod info"/><l></l></block><script><block collabId="item_1072_95" s="fork"><block collabId="item_1072_101" s="reifyScript"><script><block collabId="item_1072_113" s="doTellTo"><block collabId="item_1072_116" s="newClone"><l>Notes</l></block><block collabId="item_1072_117" s="reifyScript"><script><block collabId="item_1072_128" s="gotoXY"><l>255</l><block collabId="item_1072_130" var="y"/></block><block collabId="item_1072_129" s="setScale"><block collabId="item_1072_139" s="reportVariadicProduct"><list><l>1.0</l><block collabId="item_1072_140" var="staff scale"/></list></block></block><block collabId="item_1072_138" s="doSwitchToCostume"><block collabId="item_1072_142" var="beats mod info"/></block><block collabId="item_1072_141" s="show"></block><block collabId="item_1072_147" s="doGlide"><block collabId="item_1072_149" var="animation time"/><l>-125</l><block collabId="item_1072_146" var="y"/></block><block collabId="item_1072_148" s="removeClone"></block></script><list></list></block><list></list></block></script><list></list></block><list></list></block></script></block><block collabId="item_2085" s="fork"><block collabId="item_2085_1" s="reifyScript"><script><block collabId="item_2085_3" s="doTellTo"><block collabId="item_2085_4" s="newClone"><l>Notes</l></block><block collabId="item_2085_5" s="reifyScript"><script><block collabId="item_1072_93" s="gotoXY"><l>250</l><block collabId="item_1072_104" var="y"/></block><block collabId="item_1072_103" s="setScale"><block collabId="item_1072_112" s="reportVariadicProduct"><list><block collabId="item_1072_118" s="reportListItem"><l>2</l><block collabId="item_1072_127" var="beats info"/></block><block collabId="item_1072_119" var="staff scale"/></list></block></block><block collabId="item_1072_111" s="doSwitchToCostume"><block collabId="item_1072_121" s="reportListItem"><l>1</l><block collabId="item_1072_125" var="beats info"/></block></block><block collabId="item_1072_120" s="show"></block><block collabId="item_1072_126" s="doGlide"><block collabId="item_1072_132" var="animation time"/><l>-130</l><block collabId="item_1072_150" var="y"/></block><block collabId="item_1072_131" s="removeClone"></block></script><list></list></block><list></list></block></script><list></list></block><list><block collabId="item_2085_2" var="note"/></list></block></script></block><block collabId="item_2753" s="playNote"><block collabId="item_2765" s="reportListItem"><l>1</l><block collabId="item_2758" var="notes"/></block><block collabId="item_2756" var="beats"/><block collabId="item_2757" var="beats mod"/></block></script></block-definition><block-definition collabId="item_1572" s="transpose %&apos;note&apos; by %&apos;steps&apos; steps" type="reporter" category="music"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%n">0</input></inputs></block-definition><block-definition collabId="item_2445" s="%&apos;attr&apos; of track: %&apos;track&apos;" type="reporter" category="music"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>instrument&#xD;notes&#xD;durations</options></input><input type="%l"></input></inputs><script><block collabId="item_2448" s="doIf"><block collabId="item_2449" s="reportEquals"><block collabId="item_2449_1" var="attr"/><l>instrument</l></block><script><block collabId="item_2451" s="doReport"><block collabId="item_2440" s="reportListItem"><l>1</l><block collabId="item_2459" var="track"/></block></block></script></block><block collabId="item_2452" s="doIf"><block collabId="item_2452_1" s="reportEquals"><block collabId="item_2452_3" var="attr"/><l>notes</l></block><script><block collabId="item_2452_2" s="doReport"><block collabId="item_2460" s="reportListItem"><l>2</l><block collabId="item_2460_1" var="track"/></block></block></script></block><block collabId="item_2454" s="doIf"><block collabId="item_2454_1" s="reportEquals"><block collabId="item_2454_3" var="attr"/><l>durations</l></block><script><block collabId="item_2454_2" s="doReport"><block collabId="item_2462" s="reportListItem"><l>3</l><block collabId="item_2462_1" var="track"/></block></block></script></block><block collabId="item_2480" s="doReport"><block collabId="item_2480_1" s="reportListItem"><l>4</l><block collabId="item_2480_2" var="track"/></block></block></script></block-definition><block-definition collabId="item_2547" s="%&apos;instrument&apos; track with notes: %&apos;notes&apos; durations: %&apos;durations&apos;" type="reporter" category="music"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Synthesizer&#xD;Grand Piano&#xD;Electric Bass&#xD;Bassoon&#xD;Cello&#xD;Acoustic Guitar&#xD;Electric Guitar&#xD;Nylon Guitar&#xD;Harp&#xD;Pipe Organ&#xD;Violin</options></input><input type="%l"></input><input type="%l"></input></inputs><script><block collabId="item_2717" s="doReport"><block collabId="item_2718" s="reportNewList"><list><block collabId="item_2721" var="instrument"/><block collabId="item_2722" var="notes"/><block collabId="item_2723" var="durations"/></list></block></block></script></block-definition><block-definition collabId="item_2724" s="if clone, delete!" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block collabId="item_2725" s="removeClone"></block></script></block-definition></blocks><variables><variable name="staff scale"><l>20</l></variable><variable name="animation time"><l>3</l></variable><variable name="octave offset"><l>-1</l></variable><variable name="tracks"><list collabId="" id="979"><item><ref id="243"></ref></item><item><list collabId="" id="980"><item><l>Bassoon</l></item><item><list struct="atomic" id="981">53,53,53,53,53,53,53,53,50,50,51,53,53,53,53,53,53,53,53,53,53,53,53,50,50,51,53,53,53,53,53,53,50,53,50,53,54,54,50,51,48,53,53,53,53,53,53,53,53,50,50,51,53,53,46,46</list></item><item><list collabId="" id="982"><item><list struct="atomic" id="983">Quarter,</list></item><item><list struct="atomic" id="984">Quarter,</list></item><item><list struct="atomic" id="985">Quarter,</list></item><item><list struct="atomic" id="986">Quarter,</list></item><item><list struct="atomic" id="987">Quarter,</list></item><item><list struct="atomic" id="988">Quarter,</list></item><item><list struct="atomic" id="989">Quarter,</list></item><item><list struct="atomic" id="990">Quarter,</list></item><item><list struct="atomic" id="991">Quarter,</list></item><item><list struct="atomic" id="992">Quarter,</list></item><item><list struct="atomic" id="993">Quarter,</list></item><item><list struct="atomic" id="994">Quarter,</list></item><item><list struct="atomic" id="995">Quarter,Dotted</list></item><item><list struct="atomic" id="996">Eighth,</list></item><item><list struct="atomic" id="997">Half,</list></item><item><list struct="atomic" id="998">Quarter,</list></item><item><list struct="atomic" id="999">Quarter,</list></item><item><list struct="atomic" id="1000">Quarter,</list></item><item><list struct="atomic" id="1001">Quarter,</list></item><item><list struct="atomic" id="1002">Quarter,</list></item><item><list struct="atomic" id="1003">Quarter,</list></item><item><list struct="atomic" id="1004">Quarter,</list></item><item><list struct="atomic" id="1005">Quarter,</list></item><item><list struct="atomic" id="1006">Quarter,</list></item><item><list struct="atomic" id="1007">Quarter,</list></item><item><list struct="atomic" id="1008">Quarter,</list></item><item><list struct="atomic" id="1009">Quarter,</list></item><item><list struct="atomic" id="1010">Quarter,Dotted</list></item><item><list struct="atomic" id="1011">Eighth,</list></item><item><list struct="atomic" id="1012">Half,</list></item><item><list struct="atomic" id="1013">Quarter,</list></item><item><list struct="atomic" id="1014">Quarter,</list></item><item><list struct="atomic" id="1015">Half,</list></item><item><list struct="atomic" id="1016">Half,</list></item><item><list struct="atomic" id="1017">Half,</list></item><item><list struct="atomic" id="1018">Half,</list></item><item><list struct="atomic" id="1019">Quarter,</list></item><item><list struct="atomic" id="1020">Quarter,</list></item><item><list struct="atomic" id="1021">Quarter,</list></item><item><list struct="atomic" id="1022">Quarter,</list></item><item><list struct="atomic" id="1023">Half,</list></item><item><list struct="atomic" id="1024">Quarter,</list></item><item><list struct="atomic" id="1025">Quarter,</list></item><item><list struct="atomic" id="1026">Quarter,</list></item><item><list struct="atomic" id="1027">Quarter,</list></item><item><list struct="atomic" id="1028">Quarter,</list></item><item><list struct="atomic" id="1029">Quarter,</list></item><item><list struct="atomic" id="1030">Quarter,</list></item><item><list struct="atomic" id="1031">Quarter,</list></item><item><list struct="atomic" id="1032">Quarter,</list></item><item><list struct="atomic" id="1033">Quarter,</list></item><item><list struct="atomic" id="1034">Quarter,</list></item><item><list struct="atomic" id="1035">Quarter,</list></item><item><list struct="atomic" id="1036">Quarter,Dotted</list></item><item><list struct="atomic" id="1037">Eighth,</list></item><item><list struct="atomic" id="1038">Whole,Dotted</list></item></list></item></list></item><item><list collabId="" id="1039"><item><l>Cello</l></item><item><list struct="atomic" id="1040">46,46,46,46,41,41,41,41,43,43,43,43,43,41,41,46,46,46,46,41,41,41,41,43,43,43,43,45,46,46,41,46,41,46,41,42,43,36,41,46,46,46,46,41,41,41,41,43,43,43,43,45,46,46</list></item><item><list collabId="" id="1041"><item><list struct="atomic" id="1042">Quarter,</list></item><item><list struct="atomic" id="1043">Quarter,</list></item><item><list struct="atomic" id="1044">Quarter,</list></item><item><list struct="atomic" id="1045">Quarter,</list></item><item><list struct="atomic" id="1046">Quarter,</list></item><item><list struct="atomic" id="1047">Quarter,</list></item><item><list struct="atomic" id="1048">Quarter,</list></item><item><list struct="atomic" id="1049">Quarter,</list></item><item><list struct="atomic" id="1050">Quarter,</list></item><item><list struct="atomic" id="1051">Quarter,</list></item><item><list struct="atomic" id="1052">Quarter,</list></item><item><list struct="atomic" id="1053">Quarter,</list></item><item><list struct="atomic" id="1054">Quarter,Dotted</list></item><item><list struct="atomic" id="1055">Eighth,</list></item><item><list struct="atomic" id="1056">Half,</list></item><item><list struct="atomic" id="1057">Quarter,</list></item><item><list struct="atomic" id="1058">Quarter,</list></item><item><list struct="atomic" id="1059">Quarter,</list></item><item><list struct="atomic" id="1060">Quarter,</list></item><item><list struct="atomic" id="1061">Quarter,</list></item><item><list struct="atomic" id="1062">Quarter,</list></item><item><list struct="atomic" id="1063">Quarter,</list></item><item><list struct="atomic" id="1064">Quarter,</list></item><item><list struct="atomic" id="1065">Quarter,</list></item><item><list struct="atomic" id="1066">Quarter,</list></item><item><list struct="atomic" id="1067">Quarter,</list></item><item><list struct="atomic" id="1068">Quarter,</list></item><item><list struct="atomic" id="1069">Quarter,Dotted</list></item><item><list struct="atomic" id="1070">Eighth,</list></item><item><list struct="atomic" id="1071">Half,</list></item><item><list struct="atomic" id="1072">Half,</list></item><item><list struct="atomic" id="1073">Half,</list></item><item><list struct="atomic" id="1074">Half,</list></item><item><list struct="atomic" id="1075">Half,</list></item><item><list struct="atomic" id="1076">Half,</list></item><item><list struct="atomic" id="1077">Half,</list></item><item><list struct="atomic" id="1078">Quarter,</list></item><item><list struct="atomic" id="1079">Quarter,</list></item><item><list struct="atomic" id="1080">Half,</list></item><item><list struct="atomic" id="1081">Quarter,</list></item><item><list struct="atomic" id="1082">Quarter,</list></item><item><list struct="atomic" id="1083">Quarter,</list></item><item><list struct="atomic" id="1084">Quarter,</list></item><item><list struct="atomic" id="1085">Quarter,</list></item><item><list struct="atomic" id="1086">Quarter,</list></item><item><list struct="atomic" id="1087">Quarter,</list></item><item><list struct="atomic" id="1088">Quarter,</list></item><item><list struct="atomic" id="1089">Quarter,</list></item><item><list struct="atomic" id="1090">Quarter,</list></item><item><list struct="atomic" id="1091">Quarter,</list></item><item><list struct="atomic" id="1092">Quarter,</list></item><item><list struct="atomic" id="1093">Quarter,Dotted</list></item><item><list struct="atomic" id="1094">Eighth,</list></item><item><list struct="atomic" id="1095">Whole,Dotted</list></item></list></item></list></item><item><list collabId="" id="1096"><item><l>Pipe Organ</l></item><item><list struct="atomic" id="1097">62,62,63,65,65,63,62,60,58,58,60,62,62,60,60,62,62,63,65,65,63,62,60,58,58,60,62,60,58,58,60,60,62,58,60,62,63,62,58,60,62,63,62,60,58,60,53,62,62,63,65,65,63,62,60,58,58,60,62,60,58,58</list></item><item><list collabId="" id="1098"><item><list struct="atomic" id="1099">Quarter,</list></item><item><list struct="atomic" id="1100">Quarter,</list></item><item><list struct="atomic" id="1101">Quarter,</list></item><item><list struct="atomic" id="1102">Quarter,</list></item><item><list struct="atomic" id="1103">Quarter,</list></item><item><list struct="atomic" id="1104">Quarter,</list></item><item><list struct="atomic" id="1105">Quarter,</list></item><item><list struct="atomic" id="1106">Quarter,</list></item><item><list struct="atomic" id="1107">Quarter,</list></item><item><list struct="atomic" id="1108">Quarter,</list></item><item><list struct="atomic" id="1109">Quarter,</list></item><item><list struct="atomic" id="1110">Quarter,</list></item><item><list struct="atomic" id="1111">Quarter,Dotted</list></item><item><list struct="atomic" id="1112">Eighth,</list></item><item><list struct="atomic" id="1113">Half,</list></item><item><list struct="atomic" id="1114">Quarter,</list></item><item><list struct="atomic" id="1115">Quarter,</list></item><item><list struct="atomic" id="1116">Quarter,</list></item><item><list struct="atomic" id="1117">Quarter,</list></item><item><list struct="atomic" id="1118">Quarter,</list></item><item><list struct="atomic" id="1119">Quarter,</list></item><item><list struct="atomic" id="1120">Quarter,</list></item><item><list struct="atomic" id="1121">Quarter,</list></item><item><list struct="atomic" id="1122">Quarter,</list></item><item><list struct="atomic" id="1123">Quarter,</list></item><item><list struct="atomic" id="1124">Quarter,</list></item><item><list struct="atomic" id="1125">Quarter,</list></item><item><list struct="atomic" id="1126">Quarter,Dotted</list></item><item><list struct="atomic" id="1127">Eighth,</list></item><item><list struct="atomic" id="1128">Half,</list></item><item><list struct="atomic" id="1129">Quarter,</list></item><item><list struct="atomic" id="1130">Quarter,</list></item><item><list struct="atomic" id="1131">Quarter,</list></item><item><list struct="atomic" id="1132">Quarter,</list></item><item><list struct="atomic" id="1133">Quarter,</list></item><item><list struct="atomic" id="1134">Eighth,</list></item><item><list struct="atomic" id="1135">Eighth,</list></item><item><list struct="atomic" id="1136">Quarter,</list></item><item><list struct="atomic" id="1137">Quarter,</list></item><item><list struct="atomic" id="1138">Quarter,</list></item><item><list struct="atomic" id="1139">Eighth,</list></item><item><list struct="atomic" id="1140">Eighth,</list></item><item><list struct="atomic" id="1141">Quarter,</list></item><item><list struct="atomic" id="1142">Quarter,</list></item><item><list struct="atomic" id="1143">Quarter,</list></item><item><list struct="atomic" id="1144">Quarter,</list></item><item><list struct="atomic" id="1145">Half,</list></item><item><list struct="atomic" id="1146">Quarter,</list></item><item><list struct="atomic" id="1147">Quarter,</list></item><item><list struct="atomic" id="1148">Quarter,</list></item><item><list struct="atomic" id="1149">Quarter,</list></item><item><list struct="atomic" id="1150">Quarter,</list></item><item><list struct="atomic" id="1151">Quarter,</list></item><item><list struct="atomic" id="1152">Quarter,</list></item><item><list struct="atomic" id="1153">Quarter,</list></item><item><list struct="atomic" id="1154">Quarter,</list></item><item><list struct="atomic" id="1155">Quarter,</list></item><item><list struct="atomic" id="1156">Quarter,</list></item><item><list struct="atomic" id="1157">Quarter,</list></item><item><list struct="atomic" id="1158">Quarter,Dotted</list></item><item><list struct="atomic" id="1159">Eighth,</list></item><item><list struct="atomic" id="1160">Whole,Dotted</list></item></list></item></list></item></list></variable><variable name="Ode to Joy"><list collabId="" id="1161"><item><list collabId="" id="1162"><item><l>Pipe Organ</l></item><item><list struct="atomic" 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" 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" mediaID="Notes_cst_note-1"/><costume name="note-2" collabId="item_0" center-x="55" center-y="309.875" 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" mediaID="Notes_cst_note-2"/><costume name="note-4" collabId="item_1" center-x="58" center-y="308.875" 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" 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" 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" 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" mediaID="Notes_cst_note-64"/><costume name="rest-1" collabId="item_6" center-x="64" center-y="0.875" 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mediaID="Notes_cst_rest-1"/><costume name="rest-2" collabId="item_7" center-x="62" center-y="56.875" 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mediaID="Notes_cst_rest-2"/><costume name="rest-4" collabId="item_8" center-x="240" center-y="180" 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" mediaID="Notes_cst_rest-4"/><costume name="rest-8" collabId="item_9" center-x="43" center-y="79" 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web2krmdsTJysaQD3z406uHzsJXUNLOf58FgB1RlMEglsEHpJXQPLLYFHyOYawaoK33lFsMegRJFdvIkugSWHC/daWGrH0uF52OjHxzYyz/pdArsxNwTGdD0FkeScZOe9pS6Brcm7XYNLkySw9jtiFnrc83uLagLNku/Y8Fwh5Yj9Rc4CfYqKrHK+nS+inH2gYVxij9UgGpmPBslD64cNqb1WV8A+L5M2DSSOszGEXwHrK7Ffe01dAQsI3PljUDzJrGGYq8QbQO9KlIzeiljlN90lsON+CYZLssfdch/XLYc/FgjXAE0cF3LHHBqT1XgRU3sRwI7HSTJebAHwzMY0iJ3+osIhg6QPRIPr3Ac21Uv4PylJxR98T7ZRAAAAAElFTkSuQmCC" mediaID="Notes_cst_rest-8"/><costume name="rest-16" collabId="item_10" center-x="82.5" center-y="168.5" 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" mediaID="Notes_cst_rest-16"/><costume name="rest-32" collabId="item_11" center-x="240" center-y="180" 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" mediaID="Notes_cst_rest-32"/><costume name="rest-64" collabId="item_12" center-x="240" center-y="180" 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" mediaID="Notes_cst_rest-64"/><costume name="sharp" collabId="item_682" center-x="150" center-y="93.875" 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mediaID="Notes_cst_sharp"/><costume name="flat" collabId="item_1658" center-x="33.5" center-y="96.5" 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\ No newline at end of file