add my next 11th form info algorithm lesson

author: Florian Fischer <florian.fischer@muhq.space> 2023-10-16 11:43:09 +0200
committer: Florian Fischer <florian.fischer@muhq.space> 2023-10-16 11:43:09 +0200
commit: 8b31fc39532d2644e04e734cc462d0603c98b9c4 (patch)
tree: 830f955c848ed4972d9e29d1c8d3b5489ae4d72a /Info
parent: fb512c660a4323ad93656cdec6228a81a6f0a823 (diff)
download: unterricht-8b31fc39532d2644e04e734cc462d0603c98b9c4.tar.gz
unterricht-8b31fc39532d2644e04e734cc462d0603c98b9c4.zip
28 files changed, 190 insertions, 0 deletions
diff --git a/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/img/for_block.png b/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/img/for_block.png
new file mode 100644
index 00000000..84f00606
--- /dev/null
+++ b/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/img/for_block.png
diff --git a/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/img/if_block.png b/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/img/if_block.png
new file mode 100644
index 00000000..8f768b10
--- /dev/null
+++ b/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/img/if_block.png
diff --git a/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/img/if_else_block.png b/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/img/if_else_block.png
new file mode 100644
index 00000000..d7a34660
--- /dev/null
+++ b/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/img/if_else_block.png
diff --git a/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/img/if_touched.png b/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/img/if_touched.png
new file mode 100644
index 00000000..45537119
--- /dev/null
+++ b/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/img/if_touched.png
diff --git a/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/img/make_variable_button.png b/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/img/make_variable_button.png
new file mode 100644
index 00000000..270cda56
--- /dev/null
+++ b/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/img/make_variable_button.png
diff --git a/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/img/pen_up_or_down.png b/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/img/pen_up_or_down.png
new file mode 100644
index 00000000..284c4cf4
--- /dev/null
+++ b/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/img/pen_up_or_down.png
diff --git a/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/img/regular_10-gon_script.png b/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/img/regular_10-gon_script.png
new file mode 100644
index 00000000..ef345dde
--- /dev/null
+++ b/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/img/regular_10-gon_script.png
diff --git a/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/img/repeat_block.png b/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/img/repeat_block.png
new file mode 100644
index 00000000..16a15500
--- /dev/null
+++ b/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/img/repeat_block.png
diff --git a/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/img/repeat_n_block.png b/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/img/repeat_n_block.png
new file mode 100644
index 00000000..d68e363f
--- /dev/null
+++ b/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/img/repeat_n_block.png
diff --git a/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/img/repeat_until_block.png b/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/img/repeat_until_block.png
new file mode 100644
index 00000000..1b690c67
--- /dev/null
+++ b/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/img/repeat_until_block.png
diff --git a/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/img/robot.png b/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/img/robot.png
new file mode 120000
index 00000000..d4335a7d
--- /dev/null
+++ b/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/img/robot.png
@@ -0,0 +1 @@
+../../BottySammeltMuell/Copyrighted/robot.png
+\ No newline at end of file
diff --git a/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/img/script_local_block.png b/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/img/script_local_block.png
new file mode 100644
index 00000000..de6f566f
--- /dev/null
+++ b/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/img/script_local_block.png
diff --git a/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/img/touching_black_in_x.png b/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/img/touching_black_in_x.png
new file mode 100644
index 00000000..669d6f3d
--- /dev/null
+++ b/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/img/touching_black_in_x.png
diff --git a/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/img/touching_color_in_x.png b/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/img/touching_color_in_x.png
new file mode 100644
index 00000000..0d174fda
--- /dev/null
+++ b/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/img/touching_color_in_x.png
diff --git a/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/img/trash_icon.png b/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/img/trash_icon.png
new file mode 100644
index 00000000..507894fd
--- /dev/null
+++ b/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/img/trash_icon.png
diff --git a/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/img/trash_icon.webp b/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/img/trash_icon.webp
new file mode 120000
index 00000000..75af6e7e
--- /dev/null
+++ b/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/img/trash_icon.webp
@@ -0,0 +1 @@
+../../BottySammeltMuell/Copyrighted/trash_icon.webp
+\ No newline at end of file
diff --git a/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/img/triangle_script.png b/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/img/triangle_script.png
new file mode 100644
index 00000000..6deb8ee9
--- /dev/null
+++ b/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/img/triangle_script.png
diff --git a/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/img/var_n_pol.png b/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/img/var_n_pol.png
new file mode 100644
index 00000000..cd09567b
--- /dev/null
+++ b/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/img/var_n_pol.png
diff --git a/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/img/variables_as_boxes.png b/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/img/variables_as_boxes.png
new file mode 100644
index 00000000..c9c6d82c
--- /dev/null
+++ b/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/img/variables_as_boxes.png
diff --git a/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/slides.md b/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/slides.md
new file mode 100644
index 00000000..a906d93b
--- /dev/null
+++ b/Info/11/MUG_SWG_SG/1/Bedingte_Anweisungen/slides.md
@@ -0,0 +1,186 @@
+---
+author: Florian Fischer
+theme: metropolis
+aspectratio: 169
+header-includes: |
+    \usepackage{tikz}
+    \usetikzlibrary{calc, positioning}
+    \usepackage{fontawesome5}
+    \let\tightlist\relax
+    \makeatletter
+    \beamer@ignorenonframefalse
+    \makeatother
+---
+
+## Wiederholung
+
+1. Welche zwei Arten von Wiederholungen gibt es?
+
+## Wiederholung - Wiederholungen
+
+Welche zwei Arten von Wiederholungen gibt es?
+
+::: columns
+:::: {.column width=50%}
+\pause
+### Bedingte Widerholung
+Die **Sequenz** wird solange *wiederholt* bis eine **Bedingung** eintritt.
+\pause
+![](img/repeat_until_block.png){height=3cm}
+::::
+:::: {.column width=50%}
+\pause
+### Widerholung mit fester Zahl
+Die **Wiederholungszahl** muss bekannt oder berechenbar sein.
+\pause
+![](img/repeat_n_block.png){height=3cm}
+::::
+:::
+
+## Erinnerung
+
+### N-Ecke mit Wiederholung
+\vspace{1cm}
+
+::: columns
+:::: {.column width=50%}
+Zeichne ein Dreieck
+
+\pause
+![](img/triangle_script.png){height=4cm}
+::::
+
+:::: {.column width=50%}
+Zeichne ein N-Eck (z.B. $N=10$)
+
+\pause
+![](img/regular_10-gon_script.png){height=4cm}
+::::
+:::
+
+## Wiederholung
+
+1. Welche zwei Arten von Wiederholungen gibt es?
+2. Wie konnte sich ein Programm nochmal Dinge merken?
+
+## Wiederholung - Variablen
+
+**Variablen** sind *"Aufbewahrungsmöglichkeiten"* für Daten mit einem Label um sie wiederzufinden.
+
+\pause
+![](img/variables_as_boxes.png){height=4cm}
+
+## Wiederholung - Variablen in Snap!
+
+Variablen können in `Snap!` mit dem Knopf ![](img/make_variable_button.png){height=0.75cm} oder
+per ![](img/script_local_block.png){height=0.75cm} erzeugt werden.
+
+\pause 
+Eine Variable ist entweder für **alle** Sprites, nur für **ein** Sprite oder nur **innerhalb eines Script** gültig.
+
+### **Datentypen**
+
+\pause 1. Zahlen, \pause 2. Buchstaben, \pause 3. Text, \pause 4. Wahrheitswerte
+
+\pause
+### **Achtung neu!**
+
+::: columns
+:::: {.column width=1%}
+::::
+
+:::: {.column width=98%}
+\vspace{0.3cm}
+Das Anlegen einer Variable mit ihrem Namen, Datentyp und Gültigkeitsbereich nennt man in der Informatik \textbf{\textcolor{red}{deklarieren}}.
+
+\pause
+Das erste (**initiale**) Speichern eines Werts in einer Variable nennt man in der Informatik \textbf{\textcolor{red}{initialisieren}}.
+::::
+:::
+
+
+## Heute räumen wir auf
+
+::: columns
+:::: {.column width=50%}
+Das ist Botty!
+
+![](img/robot.png){ height=3cm }
+::::
+
+:::: {.column width=50%}
+Botty hat die Aufgabe Müll einzusammeln.
+
+![](img/trash_icon.png){ height=3cm }
+::::
+:::
+
+Dazu irrt er durch dunkle Gänge solange bis er den **Müll** [berührt]{.underline}.
+
+Damit sein Leben nicht so traurig ist sammelt er alle **Blumen** ein die er auf dem Weg findet.
+
+Nur leider hat Botty vergessen wie er sich fortbewegen soll.
+Hilf ihm indem du seine Bewegung programmierst!
+
+## \faIcon{desktop} Arbeitsauftrag
+
+Öffne die Snap! Projekt Datei **`Ablage/11b/vorlagen/Botty_sammelt_Muell_Vorlage.xml`**.
+
+1. Programmiere ein Script unter Bottys *When touching flower*-Block der die **Anzahl** der bereits von Botty gesammelten **Blumen** ausgibt.
+2. Programmiere ein Script unter Bottys *Flaggen*-Block das ihn zum Müll laufen lässt.
+
+## Laufen oder nicht Laufen?
+
+Wenn Botty gegen eine Wand rumpelt wird er zurückgesetzt und muss von Vorne anfangen.
+
+Was muss Botty machen um die Kurve zu kriegen und wann?
+
+## Bedingte Anweisungen
+
+Mit einer **bedingten Anweisung** kann man Sequenzen in Abhängigkeit einer Bedingung ausführen.
+
+::: columns
+:::: {.column width=50%}
+![](img/if_else_block.png)
+
+Eine **bedingte Anweisung** erlaubt es auf Bedingungen zu reagieren und entsprechende Anweisungen auszuführen.
+::::
+
+:::: {.column width=50%}
+\pause
+![](img/if_block.png)
+
+Anweisungen die nur ausgeführt werden wenn eine Bedingung erfüllt ist nennt man \textbf{\textcolor{red}{einseitig bedingte Anweisung}}.
+::::
+:::
+
+## Beispiele bedingte Anweisungen
+
+::: columns
+:::: {.column width=50%}
+![](img/pen_up_or_down.png)
+::::
+
+:::: {.column width=50%}
+\pause
+![](img/if_touched.png)
+::::
+:::
+
+## \faIcon{desktop} Arbeitsauftrag
+
+Lasse Botty um die Kurve laufen indem du eine **einseitige bedingte Anweisung**, den ![](img/touching_black_in_x.png){height=0.75cm} block sowie einen **rotate** Block verwendest.
+
+Schaffst du auch beide Kurven in Level 2?
+
+## \faIcon{desktop} Arbeitsauftrag
+
+Jetzt sieht Bottys Welt schon etwas komplizierter aus.
+
+Gott sei dank sind an den richtigen Stellen farbige Markierungen hinterlassen worden.
+
+Verwende den ![](img/touching_color_in_x.png){height=0.75cm} block um Botty in die richtige Richtung zu drehen.
+
+## \faIcon{desktop} Arbeitsauftrag für Schnelle
+
+Schaffst du es ohne Hinweise das Botty den Müll und im besten Fall auch noch die Blume einsammelt?
diff --git a/Info/11/MUG_SWG_SG/1/BottySammeltMuell/Botty_sammelt_Muell.xml b/Info/11/MUG_SWG_SG/1/BottySammeltMuell/Botty_sammelt_Muell.xml
new file mode 100644
index 00000000..0a09c985
--- /dev/null
+++ b/Info/11/MUG_SWG_SG/1/BottySammeltMuell/Botty_sammelt_Muell.xml
@@ -0,0 +1 @@
+<project name="Botty_sammelt_Muell" app="Snap! 9.0, https://snap.berkeley.edu" 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select="1"><scene name="Botty_sammelt_Muell"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><stage name="Stage" width="480" height="360" costume="6" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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AoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC</pentrails><costumes><list id="6"><item><costume name="0" center-x="240" center-y="180" 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AALsBAgQIECAQCAhwgG6SAAECBAgIsBsgQIAAAQKBgAAH6CYJECBAgMAHPyTfmBDffCQAAAAASUVORK5CYII=" id="7"/></item><item><costume name="1" center-x="240" center-y="180" 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" id="8"/></item><item><costume name="2" center-x="240" center-y="180" image="data:image/png;base64,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" id="9"/></item><item><costume name="3" center-x="240" center-y="180" image="data:image/png;base64,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" id="10"/></item><item><costume name="4" center-x="240" center-y="180" image="data:image/png;base64,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" id="11"/></item><item><costume name="5" center-x="240" center-y="180" 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Color Picker&#xD;// @namespace    http://tampermonkey.net/&#xD;// @version      0.1&#xD;// @description  try to take over the world!&#xD;// @author       You&#xD;// @match        https://snap.berkeley.edu/snap/snap.html&#xD;// @grant        none&#xD;// ==/UserScript==&#xD;&#xD;(function() {&#xD;    &apos;use strict&apos;;&#xD;	&#xD;	//originally created by cameron8299&#xD;&#xD;    //Based on Snap! code base with minor modification&#xD;    //Thanks dardoro&#xD;&#xD;	if( !InputSlotDialogMorph.prototype._createSlotTypeButtons){&#xD;	InputSlotDialogMorph.prototype._createSlotTypeButtons = InputSlotDialogMorph.prototype.createSlotTypeButtons&#xD;	}&#xD;&#xD;	InputSlotDialogMorph.prototype.createSlotTypeButtons = function () {&#xD;	  this.addSlotTypeButton(&apos;Color&apos;, &apos;%clr&apos;);&#xD;	  this._createSlotTypeButtons();&#xD;	}&#xD;&#xD;	InputSlotDialogMorph.prototype.fixSlotsLayout = function () {&#xD;		var slots = this.slots,&#xD;			scale = SyntaxElementMorph.prototype.scale,&#xD;			xPadding = 10 * scale,&#xD;			ypadding = 14 * scale,&#xD;			bh = (fontHeight(10) / 1.2 + 15) * scale, // slot type button height&#xD;			ah = (fontHeight(10) / 1.2 + 10) * scale, // arity button height&#xD;			size = 13, // number slot type radio buttons&#xD;			cols = [&#xD;				slots.left() + xPadding,&#xD;				slots.left() + slots.width() / 3,&#xD;				slots.left() + slots.width() * 2 / 3&#xD;			],&#xD;			rows = [&#xD;				slots.top() + ypadding,&#xD;				slots.top() + ypadding + bh,&#xD;				slots.top() + ypadding + bh * 2,&#xD;				slots.top() + ypadding + bh * 3,&#xD;				slots.top() + ypadding + bh * 4,&#xD;				slots.top() + ypadding + bh * 5,&#xD;&#xD;				slots.top() + ypadding + bh * 5 + ah,&#xD;				slots.top() + ypadding + bh * 5 + ah * 2&#xD;			],&#xD;			idx,&#xD;			row = -1,&#xD;			col;&#xD;&#xD;		// slot types:&#xD;&#xD;		for (idx = 0; idx &lt; size; idx += 1) {&#xD;			col = idx % 3;&#xD;			if (idx % 3 === 0) {row += 1; }&#xD;			slots.children[idx].setPosition(new Point(&#xD;				cols[col],&#xD;				rows[row]&#xD;			));&#xD;		}&#xD;&#xD;		// arity:&#xD;		col = 0;&#xD;		row = 5;&#xD;		for (idx = size; idx &lt; size + 3; idx += 1) {&#xD;			slots.children[idx].setPosition(new Point(&#xD;				cols[col],&#xD;				rows[row + idx - size]&#xD;			));&#xD;		}&#xD;&#xD;		// default input&#xD;		this.slots.defaultInputLabel.setPosition(&#xD;			this.slots.radioButtonSingle.label.topRight().add(new Point(5, 0))&#xD;		);&#xD;		this.slots.defaultInputField.setCenter(&#xD;			this.slots.defaultInputLabel.center().add(new Point(&#xD;				this.slots.defaultInputField.width() / 2&#xD;					+ this.slots.defaultInputLabel.width() / 2 + 5,&#xD;				0&#xD;			))&#xD;		);&#xD;		this.slots.defaultSwitch.setCenter(&#xD;			this.slots.defaultInputLabel.center().add(new Point(&#xD;				this.slots.defaultSwitch.width() / 2&#xD;					+ this.slots.defaultInputLabel.width() / 2 + 5,&#xD;				0&#xD;			))&#xD;		);&#xD;&#xD;		// loop arrow&#xD;		this.slots.loopArrow.setPosition(this.slots.defaultInputLabel.position());&#xD;		this.slots.settingsButton.setPosition(&#xD;			this.slots.bottomRight().subtract(&#xD;				this.slots.settingsButton.extent().add(&#xD;					this.padding + this.slots.border&#xD;				)&#xD;			)&#xD;		);&#xD;&#xD;		this.slots.changed();&#xD;	};&#xD;&#xD;})();&#xD;</l></block><list></list></block></block></script><list></list></block><list></list></block></script></block-definition></blocks><scripts><script x="430.8333333333333" y="167.6666666666666"><block s="receiveMessage"><l>level_changed</l><list></list></block><block s="doSwitchToCostume"><block var="level"/></block></script><script x="43.33333333333335" y="116.16666666666667"><block s="receiveCondition"><l><bool>true</bool></l></block><block s="doShowVar"><l>level</l></block><custom-block s="enable_color_picker_js" scope="local"></custom-block></script><script x="58.33333333333335" y="237.33333333333323"><block 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" id="55"/></item></list></costumes><sounds><list struct="atomic" id="56"></list></sounds><blocks><block-definition s="touching black in %&apos;steps&apos; ?" type="predicate" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%n">10</input></inputs><script><block s="doDeclareVariables"><list><l>x</l><l>y</l><l>orientation</l><l>delta</l></list></block><block s="doSetVar"><l>orientation</l><block s="reportRound"><block s="reportQuotient"><block s="direction"></block><l>90</l></block></block></block><block s="doSetVar"><l>delta</l><block s="reportVariadicSum"><list><block s="reportQuotient"><block s="reportGetImageAttribute"><l><option>width</option></l><l>robot</l></block><l>20</l></block><block var="steps"/></list></block></block><block s="doSetVar"><l>x</l><block s="xPosition"></block></block><block s="doSetVar"><l>y</l><block s="yPosition"></block></block><block s="doIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="orientation"/><l>1</l></list></block><block s="reportVariadicEquals"><list><block var="orientation"/><l>3</l></list></block></list></block><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="orientation"/><l>1</l></list></block><script><block s="doChangeVar"><l>x</l><block var="delta"/></block></script><script><block s="doChangeVar"><l>x</l><block s="reportVariadicProduct"><list><l>-1</l><block var="delta"/></list></block></block></script></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="orientation"/><l>2</l></list></block><script><block s="doChangeVar"><l>y</l><block s="reportVariadicProduct"><list><l>-1</l><block var="delta"/></list></block></block></script><script><block s="doChangeVar"><l>y</l><block var="delta"/></block></script></block></script></block><block s="doIf"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="orientation"/><l>1</l></list></block><block s="reportVariadicEquals"><list><block var="orientation"/><l>3</l></list></block></list></block><script><block s="doReport"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block s="reportAspect"><l><option>r-g-b-a</option></l><block s="reportNewList"><list><block var="x"/><block var="y"/></list></block></block><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l><l>255</l></list></block></list></block><block s="reportVariadicEquals"><list><block s="reportAspect"><l><option>r-g-b-a</option></l><block s="reportNewList"><list><block var="x"/><block s="reportVariadicSum"><list><block var="y"/><block s="reportQuotient"><block s="reportGetImageAttribute"><l><option>height</option></l><l>robot</l></block><l>20</l></block></list></block></list></block></block><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l><l>255</l></list></block></list></block><block s="reportVariadicEquals"><list><block s="reportAspect"><l><option>r-g-b-a</option></l><block s="reportNewList"><list><block var="x"/><block s="reportDifference"><block var="y"/><block s="reportQuotient"><block s="reportGetImageAttribute"><l><option>height</option></l><l>robot</l></block><l>20</l></block></block></list></block></block><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l><l>255</l></list></block></list></block></list></block><comment w="90" collapsed="false">check height against y</comment></block></script><list></list></block><block s="doReport"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block s="reportAspect"><l><option>r-g-b-a</option></l><block s="reportNewList"><list><block var="x"/><block var="y"/></list></block></block><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l><l>255</l></list></block></list></block><block s="reportVariadicEquals"><list><block s="reportAspect"><l><option>r-g-b-a</option></l><block s="reportNewList"><list><block s="reportVariadicSum"><list><block var="x"/><block s="reportQuotient"><block s="reportGetImageAttribute"><l><option>height</option></l><l>robot</l></block><l>20</l></block></list></block><block var="y"/></list></block></block><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l><l>255</l></list></block></list></block><block s="reportVariadicEquals"><list><block s="reportAspect"><l><option>r-g-b-a</option></l><block s="reportNewList"><list><block s="reportDifference"><block var="x"/><block s="reportQuotient"><block s="reportGetImageAttribute"><l><option>height</option></l><l>robot</l></block><l>20</l></block></block><block var="y"/></list></block></block><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l><l>255</l></list></block></list></block></list><comment w="90" collapsed="false">check height against x</comment></block></block></script></block-definition><block-definition s="start_pos" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="gotoXY"><l>-200</l><l>0</l></block><block s="setHeading"><l>90</l></block></script></block-definition><block-definition s="touching %&apos;clr&apos; in %&apos;steps&apos; ?" type="predicate" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%clr"></input><input type="%n">10</input></inputs><script><block s="doDeclareVariables"><list><l>x</l><l>y</l><l>orientation</l><l>delta</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>clr</l><block s="reportNewList"><list><block s="evaluate"><block s="reportJSFunction"><list><l>clr</l></list><l>return clr.r;</l></block><list><block var="clr"/></list></block><block s="evaluate"><block s="reportJSFunction"><list><l>clr</l></list><l>return clr.g;</l></block><list><block var="clr"/></list></block><block s="evaluate"><block s="reportJSFunction"><list><l>clr</l></list><l>return clr.b;</l></block><list><block var="clr"/></list></block><l>255</l></list><comment w="90" collapsed="false">Force alpha to 255 and convert rgba() to list</comment></block></block><block s="doSetVar"><l>orientation</l><block s="reportRound"><block s="reportQuotient"><block s="direction"></block><l>90</l></block></block></block><block s="doSetVar"><l>delta</l><block s="reportVariadicSum"><list><block s="reportQuotient"><block s="reportGetImageAttribute"><l><option>width</option></l><l>robot</l></block><l>20</l></block><block var="steps"/></list></block></block><block s="doSetVar"><l>x</l><block s="xPosition"></block></block><block s="doSetVar"><l>y</l><block s="yPosition"></block></block><block s="doIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="orientation"/><l>1</l></list></block><block s="reportVariadicEquals"><list><block var="orientation"/><l>3</l></list></block></list><comment w="90" collapsed="false">Moving left or right</comment></block><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="orientation"/><l>1</l></list></block><script><block s="doChangeVar"><l>x</l><block var="delta"/></block></script><script><block s="doChangeVar"><l>x</l><block s="reportVariadicProduct"><list><l>-1</l><block var="delta"/></list></block></block></script></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="orientation"/><l>2</l></list></block><script><block s="doChangeVar"><l>y</l><block s="reportVariadicProduct"><list><l>-1</l><block var="delta"/></list></block></block></script><script><block s="doChangeVar"><l>y</l><block var="delta"/></block></script></block></script></block><block s="doIf"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="orientation"/><l>1</l></list></block><block s="reportVariadicEquals"><list><block var="orientation"/><l>3</l></list></block></list></block><script><block s="doReport"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block s="reportAspect"><l><option>r-g-b-a</option></l><block s="reportNewList"><list><block var="x"/><block var="y"/></list></block></block><block var="clr"/></list></block><block s="reportVariadicEquals"><list><block s="reportAspect"><l><option>r-g-b-a</option></l><block s="reportNewList"><list><block var="x"/><block s="reportVariadicSum"><list><block var="y"/><block s="reportQuotient"><block s="reportGetImageAttribute"><l><option>height</option></l><l>robot</l></block><l>20</l></block></list></block></list></block></block><block var="clr"/></list></block><block s="reportVariadicEquals"><list><block s="reportAspect"><l><option>r-g-b-a</option></l><block s="reportNewList"><list><block var="x"/><block s="reportDifference"><block var="y"/><block s="reportQuotient"><block s="reportGetImageAttribute"><l><option>height</option></l><l>robot</l></block><l>20</l></block></block></list></block></block><block var="clr"/></list></block></list></block><comment w="90" collapsed="false">check height against y</comment></block></script><list></list></block><block s="doReport"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block s="reportAspect"><l><option>r-g-b-a</option></l><block s="reportNewList"><list><block var="x"/><block var="y"/></list></block></block><block var="clr"/></list></block><block s="reportVariadicEquals"><list><block s="reportAspect"><l><option>r-g-b-a</option></l><block s="reportNewList"><list><block s="reportVariadicSum"><list><block var="x"/><block s="reportQuotient"><block s="reportGetImageAttribute"><l><option>height</option></l><l>robot</l></block><l>20</l></block></list></block><block var="y"/></list></block></block><block var="clr"/></list></block><block s="reportVariadicEquals"><list><block s="reportAspect"><l><option>r-g-b-a</option></l><block s="reportNewList"><list><block s="reportDifference"><block var="x"/><block s="reportQuotient"><block s="reportGetImageAttribute"><l><option>height</option></l><l>robot</l></block><l>20</l></block></block><block var="y"/></list></block></block><block var="clr"/></list></block></list><comment w="90" collapsed="false">check height against x</comment></block></block></script></block></script></block-definition></blocks><variables><variable name="blumen"><l>4</l></variable></variables><scripts><script x="90.48412756692797" y="7.142857142857164"><block s="receiveCondition"><l><bool>true</bool></l></block><block s="setScale"><l>10</l></block><block s="bounceOffEdge"></block></script><script x="89.65079423359467" y="117.14285714285731"><block s="receiveCondition"><block s="reportTouchingColor"><color>0,0,0,1</color></block></block><custom-block s="start_pos" scope="local"></custom-block><block s="doStopThis"><l><option>other scripts in sprite</option></l></block></script><script x="92.15079423359467" y="233.80952380952328"><block s="receiveMessage"><l>level_changed</l><list></list></block><custom-block s="start_pos" scope="local"></custom-block><block s="doStopThis"><l><option>other scripts in sprite</option></l></block></script><script x="288.331348782494" y="12.500000000000123"><block s="receiveGo"></block></script><script x="445.19047619047603" y="10.023809523809767"><block s="receiveCondition"><block s="reportTouchingObject"><l>Flower</l></block></block><block s="doChangeVar"><l>blumen</l><l>1</l></block><block s="doSayFor"><block var="blumen"/><l>1</l></block></script><script x="302.5714285714286" y="169.14285714285907"><block s="doForever"><script><block s="forward"><l>10</l></block></script><comment w="90" collapsed="false">level 0</comment></block></script><script x="309.2857142857143" y="320.2857142857159"><block s="doForever"><script><block s="doIf"><custom-block s="touching black in %n ?" scope="local"><l>10</l></custom-block><script><block s="turnLeft"><l>90</l></block></script><list></list></block><block s="forward"><l>10</l></block></script><comment w="90" collapsed="false">level 1</comment></block></script><script x="7.142857142857143" y="459.21428571428726"><block s="doForever"><script><block s="doIf"><custom-block s="touching %clr in %n ?" scope="local"><color>255,0,0,1</color><l>10</l></custom-block><script><block s="turnLeft"><l>90</l></block></script><list><custom-block s="touching %clr in %n ?" scope="local"><color>0,155,3,1</color><l>10</l></custom-block><script><block s="turn"><l>90</l></block></script></list></block><block s="forward"><l>10</l></block></script><comment w="90" collapsed="false">level 3</comment></block></script><script x="8.857142857142842" y="631.3571428571448"><block s="doForever"><script><block s="turnLeft"><l>90</l></block><block s="doIf"><custom-block s="touching %clr in %n ?" scope="local"><color>0,0,0,1</color><l>10</l></custom-block><script><block s="turn"><l>90</l></block><block s="doIf"><custom-block s="touching %clr in %n ?" scope="local"><color>0,0,0,1</color><l>10</l></custom-block><script><block s="turn"><l>90</l></block><block s="doIf"><custom-block s="touching %clr in %n ?" scope="local"><color>0,0,0,1</color><l>10</l></custom-block><script><block s="turn"><l>90</l></block></script><list></list></block></script><list></list></block></script><list></list></block><block s="forward"><l>10</l></block></script><comment w="90" collapsed="false">level 4</comment></block></script><script x="358.5714285714286" y="468.1428571428582"><block s="doForever"><script><block s="doIf"><custom-block s="touching black in %n ?" scope="local"><l>10</l></custom-block><script><block s="turnLeft"><l>90</l></block><block s="doIf"><custom-block s="touching black in %n ?" scope="local"><l>10</l></custom-block><script><block s="turnLeft"><l>180</l></block></script><list></list></block><block s="forward"><l>10</l></block></script><list></list></block><block s="forward"><l>10</l></block></script><comment w="90" collapsed="false">level 2</comment></block></script></scripts></sprite><sprite name="reset" idx="3" x="-218" y="-147.00000000000006" heading="90" scale="0.1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="75.072,81.60000000000001,0,1" pen="tip" id="813"><costumes><list id="814"><item><costume name="reset" center-x="152.5" center-y="180" 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" 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s="gotoXY"><l>-60</l><l>160</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="level"/><l>2</l></list></block><script><block s="gotoXY"><l>210</l><l>120</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="level"/><l>3</l></list></block><block s="reportVariadicEquals"><list><block var="level"/><l>4</l></list></block></list></block><script><block s="gotoXY"><l>210</l><l>-40</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="level"/><l>5</l></list></block><script><block s="hide"></block><block s="doTellTo"><l>Botty</l><block s="reifyScript"><script><block s="doSayFor"><l>Gratuliere! Du hast allen Muell eingesammelt!</l><l>2</l></block></script><list></list></block><list></list></block></script><list></list></block></script></scripts></sprite><sprite name="Flower" idx="4" x="100" y="60" heading="90" scale="0.1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="1" color="0,58.14000000000004,145.35,1" pen="tip" id="968"><costumes><list id="969"><item><costume name="flower" center-x="180" center-y="180" 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" 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+\ No newline at end of file
diff --git a/Info/11/MUG_SWG_SG/1/BottySammeltMuell/Botty_sammelt_Muell_Vorlage.xml b/Info/11/MUG_SWG_SG/1/BottySammeltMuell/Botty_sammelt_Muell_Vorlage.xml
new file mode 100644
index 00000000..11c01222
--- /dev/null
+++ b/Info/11/MUG_SWG_SG/1/BottySammeltMuell/Botty_sammelt_Muell_Vorlage.xml
@@ -0,0 +1 @@
+<project name="Botty_sammelt_Muell_Vorlage" app="Snap! 9.0, https://snap.berkeley.edu" 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select="1"><scene name="Botty_sammelt_Muell_Vorlage"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><stage name="Stage" width="480" height="360" costume="5" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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AoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC</pentrails><costumes><list id="6"><item><costume name="0" center-x="240" center-y="180" 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AALsBAgQIECAQCAhwgG6SAAECBAgIsBsgQIAAAQKBgAAH6CYJECBAgMAHPyTfmBDffCQAAAAASUVORK5CYII=" id="7"/></item><item><costume name="1" center-x="240" center-y="180" 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" id="8"/></item><item><costume name="2" center-x="240" center-y="180" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAATBklEQVR4Xu3c0VJkNxIEUPj/j8Y0YWL6weG5wEWVUh5H7BvTqjqp3VxFm3l9eXl5e/+PfwgQIECAAIGFAq8KeKG2owgQIECAwL8CCthVIECAAAECAwIKeADdkQQIECBAQAG7AwQIECBAYEBAAQ+gO5IAAQIECChgd4AAAQIECAwIKOABdEcSIECAAAEF7A4QIECAAIEBAQU8gO5IAgQIECCggN0BAgQIECAwIKCAB9AdSYAAAQIEFLA7QIAAAQIEBgQU8AC6IwkQIECAgAJ2BwgQIECAwICAAh5AdyQBAgQIEFDA7gABAgQIEBgQUMAD6I4kQIAAAQIK2B0gQIAAAQIDAgp4AN2RBAgQIEBAAbsDBAgQIEBgQEABD6A7kgABAgQIKGB3gAABAgQIDAgo4AF0RxIgQIAAAQXsDhAgQIAAgQEBBTyA7kgCBAgQIKCA3QECBAgQIDAgoIAH0B1JgAABAgQUsDtAgAABAgQGBBTwALojCRAgQICAAnYHCBAgQIDAgIACHkB3JAECBAgQUMDuAAECBAgQGBBQwAPojiRAgAABAgrYHSBAgAABAgMCCngA3ZEECBAgQEABuwMECBAgQGBAQAEPoDuSAAECBAgoYHeAAAECBAgMCCjgAXRHEiBAgAABBewOjAq8vb2Nnu9wAgQITAko4Cl5534IKGAXgQCBVgEF3Jp8yN4KOCQIYxAgsFxAAS8nd+CzgAJ2HwgQaBVQwK3Jh+ytgEOCMAYBAssFFPBycgd6AbsDBAgQeHlRwG7BqIAX8Ci/wwkQGBRQwIP4jvZvQbsDBAj0Cijg3uwjNvcCjojBEAQIDAgo4AF0R/4RUMBuAwECrQIKuDX5kL0VcEgQxiBAYLmAAl5O7sBnAQXsPhAg0CqggFuTD9lbAYcEYQwCBJYLKODl5A70AnYHCBAg4PeA3YFhAS/g4QAcT4DAmIAX8Bi9gx8CCtg9IECgVUABtyYfsrcCDgnCGAQILBdQwMvJHeg7YHeAAAECvgN2B4YFvICHA3A8AQJjAl7AY/QO9h2wO0CAQLOAAm5OP2B3L+CAEIxAgMCIgAIeYXfop4ACdhcIEGgVUMCtyYfsrYBDgjAGAQLLBRTwcnIHPgsoYPeBAIFWAQXcmnzI3go4JAhjECCwXEABLyd3oBewO0CAAAG/B+wODAt4AQ8H4HgCBMYEvIDH6B38EFDA7gEBAq0CCrg1+ZC9FXBIEMYgQGC5gAJeTu5A3wG7AwQIEPAdsDswLOAFPByA4wkQGBPwAh6jd7DvgN0BAgSaBRRwc/oBu3sBB4RgBAIERgQU8Ai7Qz8FFLC7QIBAq4ACbk0+ZG8FHBKEMQgQWC6ggJeTO/BZQAG7DwQItAoo4NbkQ/ZWwCFBGIMAgeUCCng5uQO9gN0BAgQI+D1gd2BYwAt4OADHEyAwJuAFPEbv4IeAAnYPCBBoFVDArcmH7L1TAb++Pv7r4h8CBAjcI6CA73H0Kd8UUMDfhPPHCBDYXkABbx/h3gso4L3zMz0BAt8XUMDft/MnbxBQwDcg+ggCBLYUUMBbxnbO0Ar4nCxtQoDA1wQU8Ne8/PTNAgr4ZlAfR4DANgIKeJuozhxUAZ+Zq60IEPi7gAL+u5Gf+EUBBfyLuD6aAIFoAQUcHc/5wyng8zO2IQEC/y2ggN2MUQEFPMrvcAIEBgUU8CC+o/f6qyj9TVhuLAECdwoo4Ds1fdaXBbyAv0zmDxAgcIiAAj4kyF3XUMC7JmduAgR+KqCAfyroz/9IQAH/iM8fJkBgYwEFvHF4J4yugE9I0Q4ECHxHQAF/R82fuU1AAd9G6YMIENhMQAFvFthp4yrg0xK1DwECVwUU8FUpP/crAgr4V1h9KAECGwgo4A1COnlEBXxyunYjQOD/BBSw+zEqoIBH+R1OgMCggAIexHe0vwnLHSBAoFdAAfdmH7G5F3BEDIYgQGBAQAEPoDvyj4ACdhsIEGgVUMCtyYfsrYBDgjAGAQLLBRTwcnIHPgsoYPeBAIFWAQXcmnzI3go4JAhjECCwXEABLyd3oBewO0CAAIGXFwXsFowKeAGP8jucAIFBAQU8iO9ovwfsDhAg0CuggHuzj9jcCzgiBkMQIDAgoIAH0B35R0ABuw0ECLQKKODW5EP2VsAhQRiDAIHlAgp4ObkDnwUUsPtAgECrgAJuTT5kbwUcEoQxCBBYLqCAl5M70AvYHSBAgIDfA3YHhgW8gIcDcDwBAmMCXsBj9A5+CChg94AAgVYBBdyafMjeCjgkCGMQILBcQAEvJ3eg74DdAQIECPgO2B0YFvACHg7A8QQIjAl4AY/RO9h3wO4AAQLNAgq4Of2A3b2AA0IwAgECIwIKeITdoZ8CCthdIECgVUABtyYfsrcCDgnCGAQILBdQwMvJHfgsoIDdBwIEWgUUcGvyIXsr4JAgjEGAwHIBBbyc3IFewO4AAQIE/B6wOzAs4AU8HIDjCRAYE/ACHqN38ENAAbsHBAi0Cijg1uRD9lbAIUEYgwCB5QIKeDm5A30H7A4QIEDAd8DuwLCAF/BwAI4nQGBMwAt4jN7BvgN2BwgQaBZQwM3pB+zuBRwQghEIEBgRUMAj7A79FFDA7gIBAq0CCrg1+ZC9FXBIEMYgQGC5gAJeTu7AZwEF7D4QINAqoIBbkw/ZWwGHBGEMAgSWCyjg5eQO9AJ2BwgQIOD3gN2BYQEv4OEAHE+AwJiAF/AYvYMfAgrYPSBAoFVAAbcmH7K3Ag4JwhgECCwXUMDLyR3oO2B3gAABAr4DdgeGBbyAhwNwPAECYwJewGP0DvYdsDtAgECzgAJuTj9gdy/ggBCMQIDAiIACHmF36KeAAnYXCBBoFVDArcmH7K2AQ4IwBgECywUU8HJyBz4LKGD3gQCBVgEF3Jp8yN4KOCQIYxAgsFxAAS8nd6AXsDtAgAABvwfsDgwLeAEPB+B4AgTGBLyAx+gd/BBQwO4BAQKtAgq4NfmQvRVwSBDGIEBguYACXk7uQN8BuwMECBDwHbA7MCzgBTwcgOMJEBgT8AIeo3ew74DdAQIEmgUUcHP6Abt7AQeEYAQCBEYEFPAIu0M/BRSwu0CAQKuAAm5NPmRvBRwShDEIEFgu8Pr+P4Bvy091IIENBV5fH/9/1T8ECBC4R0AB3+PoUwoEFHBByFYksFBAAS/EdtTeAgp47/xMTyBNQAGnJWKeWAEFHBuNwQhsKaCAt4zN0BMCCnhC3ZkEzhVQwOdma7ObBRTwzaA+jkC5gAIuvwDWvy6ggK9b+UkCBP4uoID/buQnCHwIKGAXgQCBOwUU8J2aPutoAQV8dLyWI7BcQAEvJ3fgrgIKeNfkzE0gU0ABZ+ZiqkABBRwYipEIbCyggDcOz+hrBRTwWm+nEThdQAGfnrD9bhNQwLdR+iACBN4FFLBrQOCigAK+COXHCBC4JKCALzH5IQJ+DckdIEDgXgEFfK+nTztYwAv44HCtRmBAQAEPoDtyTwEFvGdupiaQKqCAU5MxV5yAAo6LxEAEthZQwFvHZ/iVAgp4pbazCJwvoIDPz9iGNwko4JsgfQwBAh8CCthFIHBRQAFfhPJjBAhcElDAl5j8EAG/huQOECBwr4ACvtfTpx0s4AV8cLhWIzAgoIAH0B25p4AC3jM3UxNIFVDAqcmYK05AAcdFYiACWwso4K3jM/xKAQW8UttZBM4XUMDnZ2zDmwQU8E2QPoYAgQ8BBewiELgooIAvQvkxAgQuCSjgS0x+iIBfQ3IHCBC4V0AB3+vp0w4W8AI+OFyrERgQUMAD6I7cU0AB75mbqQmkCijg1GTMFSeggOMiMRCBrQUU8NbxGX6lgAJeqe0sAucLKODzM7bhTQIK+CZIH0OAwIeAAnYRCFwUUMAXofwYAQKXBBTwJSY/RMCvIbkDBAjcK6CA7/X0aQcLeAEfHK7VCAwIKOABdEfuKaCA98zN1ARSBRRwajLmihNQwHGRGIjA1gIKeOv4DL9SQAGv1HYWgfMFXt9XfDt/TRsSIECAAIEsAQWclYdpCBAgQKBEQAGXBG1NAgQIEMgSUMBZeZiGAAECBEoEFHBJ0NYkQIAAgSwBBZyVh2kIECBAoERAAZcEbU0CBAgQyBJQwFl5mIYAAQIESgQUcEnQ1iRAgACBLAEFnJWHaQgQIECgREABlwRtTQIECBDIElDAWXmYhgABAgRKBBRwSdDWJECAAIEsAQWclYdpCBAgQKBEQAGXBG1NAgQIEMgSUMBZeZiGAAECBEoEFHBJ0NYkQIAAgSwBBZyVh2kIECBAoERAAZcEbU0CBAgQyBJQwFl5mIYAAQIESgQUcEnQ1iRAgACBLAEFnJWHaQgQIECgREABlwRtTQIECBDIElDAWXmYhgABAgRKBBRwSdDWJECAAIEsAQWclYdpCBAgQKBEQAGXBG1NAgQIEMgSUMBZeZiGAAECBEoEFHBJ0NYkQIAAgSwBBZyVh2kIECBAoERAAZcEbU0CBAgQyBJQwFl5mIYAAQIESgQUcEnQ1iRAgACBLAEFnJWHaQgQIECgREABlwRtTQIECBDIElDAWXmYhgABAgRKBBRwSdDWJECAAIEsAQWclYdpCBAgQKBEQAGXBG1NAgQIEMgSUMBZeZiGAAECBEoEFHBJ0NYkQIAAgSwBBZyVh2kIECBAoERAAZcEbU0CBAgQyBJQwFl5mIYAAQIESgQUcEnQ1iRAgACBLAEFnJWHaQgQIECgREABlwRtTQIECBDIElDAWXmYhgABAgRKBBRwSdDWJECAAIEsAQWclYdpCBAgQKBEQAGXBG1NAgQIEMgSUMBZeZiGAAECBEoEFHBJ0NYkQIAAgSwBBZyVh2kIECBAoERAAZcEbU0CBAgQyBJQwFl5mIYAAQIESgQUcEnQ1iRAgACBLAEFnJWHaQgQIECgREABlwRtTQIECBDIElDAWXmYhgABAgRKBBRwSdDWJECAAIEsAQWclYdpCBAgQKBEQAGXBG1NAgQIEMgSUMBZeZiGAAECBEoEFHBJ0NYkQIAAgSwBBZyVh2kIECBAoERAAZcEbU0CBAgQyBJQwFl5mIYAAQIESgQUcEnQ1iRAgACBLAEFnJWHaQgQIECgREABlwRtTQIECBDIElDAWXmYhgABAgRKBBRwSdDWJECAAIEsAQWclYdpCBAgQKBEQAGXBG1NAgQIEMgSUMBZeZiGAAECBEoEFHBJ0NYkQIAAgSwBBZyVh2kIECBAoERAAZcEbU0CBAgQyBJQwFl5mIYAAQIESgQUcEnQ1iRAgACBLAEFnJWHaQgQIECgREABlwRtTQIECBDIElDAWXmYhgABAgRKBBRwSdDWJECAAIEsAQWclYdpCBAgQKBEQAGXBG1NAgQIEMgSUMBZeZiGAAECBEoEFHBJ0NYkQIAAgSwBBZyVh2kIECBAoERAAZcEbU0CBAgQyBJQwFl5mIYAAQIESgQUcEnQ1iRAgACBLAEFnJWHaQgQIECgREABlwRtTQIECBDIElDAWXmYhgABAgRKBBRwSdDWJECAAIEsAQWclYdpCBAgQKBEQAGXBG1NAgQIEMgSUMBZeZiGAAECBEoEFHBJ0NYkQIAAgSwBBZyVh2kIECBAoERAAZcEbU0CBAgQyBJQwFl5mIYAAQIESgQUcEnQ1iRAgACBLAEFnJWHaQgQIECgREABlwRtTQIECBDIElDAWXmYhgABAgRKBBRwSdDWJECAAIEsAQWclYdpCBAgQKBEQAGXBG1NAgQIEMgSUMBZeZiGAAECBEoEFHBJ0NYkQIAAgSwBBZyVh2kIECBAoERAAZcEbU0CBAgQyBJQwFl5mIYAAQIESgQUcEnQ1iRAgACBLAEFnJWHaQgQIECgREABlwRtTQIECBDIElDAWXmYhgABAgRKBBRwSdDWJECAAIEsAQWclYdpCBAgQKBEQAGXBG1NAgQIEMgSUMBZeZiGAAECBEoEFHBJ0NYkQIAAgSwBBZyVh2kIECBAoERAAZcEbU0CBAgQyBJQwFl5mIYAAQIESgQUcEnQ1iRAgACBLAEFnJWHaQgQIECgREABlwRtTQIECBDIElDAWXmYhgABAgRKBBRwSdDWJECAAIEsAQWclYdpCBAgQKBEQAGXBG1NAgQIEMgSUMBZeZiGAAECBEoEFHBJ0NYkQIAAgSwBBZyVh2kIECBAoERAAZcEbU0CBAgQyBJQwFl5mIYAAQIESgQUcEnQ1iRAgACBLAEFnJWHaQgQIECgREABlwRtTQIECBDIElDAWXmYhgABAgRKBBRwSdDWJECAAIEsAQWclYdpCBAgQKBEQAGXBG1NAgQIEMgSUMBZeZiGAAECBEoEFHBJ0NYkQIAAgSwBBZyVh2kIECBAoERAAZcEbU0CBAgQyBJQwFl5mIYAAQIESgQUcEnQ1iRAgACBLAEFnJWHaQgQIECgREABlwRtTQIECBDIElDAWXmYhgABAgRKBBRwSdDWJECAAIEsAQWclYdpCBAgQKBEQAGXBG1NAgQIEMgSUMBZeZiGAAECBEoE/gGGHUe2hv/a1AAAAABJRU5ErkJggg==" id="9"/></item><item><costume name="3" center-x="240" center-y="180" image="data:image/png;base64,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" id="10"/></item><item><costume name="4" center-x="240" center-y="180" image="data:image/png;base64,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" id="11"/></item><item><costume name="5" center-x="240" center-y="180" 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Color Picker&#xD;// @namespace    http://tampermonkey.net/&#xD;// @version      0.1&#xD;// @description  try to take over the world!&#xD;// @author       You&#xD;// @match        https://snap.berkeley.edu/snap/snap.html&#xD;// @grant        none&#xD;// ==/UserScript==&#xD;&#xD;(function() {&#xD;    &apos;use strict&apos;;&#xD;	&#xD;	//originally created by cameron8299&#xD;&#xD;    //Based on Snap! code base with minor modification&#xD;    //Thanks dardoro&#xD;&#xD;	if( !InputSlotDialogMorph.prototype._createSlotTypeButtons){&#xD;	InputSlotDialogMorph.prototype._createSlotTypeButtons = InputSlotDialogMorph.prototype.createSlotTypeButtons&#xD;	}&#xD;&#xD;	InputSlotDialogMorph.prototype.createSlotTypeButtons = function () {&#xD;	  this.addSlotTypeButton(&apos;Color&apos;, &apos;%clr&apos;);&#xD;	  this._createSlotTypeButtons();&#xD;	}&#xD;&#xD;	InputSlotDialogMorph.prototype.fixSlotsLayout = function () {&#xD;		var slots = this.slots,&#xD;			scale = SyntaxElementMorph.prototype.scale,&#xD;			xPadding = 10 * scale,&#xD;			ypadding = 14 * scale,&#xD;			bh = (fontHeight(10) / 1.2 + 15) * scale, // slot type button height&#xD;			ah = (fontHeight(10) / 1.2 + 10) * scale, // arity button height&#xD;			size = 13, // number slot type radio buttons&#xD;			cols = [&#xD;				slots.left() + xPadding,&#xD;				slots.left() + slots.width() / 3,&#xD;				slots.left() + slots.width() * 2 / 3&#xD;			],&#xD;			rows = [&#xD;				slots.top() + ypadding,&#xD;				slots.top() + ypadding + bh,&#xD;				slots.top() + ypadding + bh * 2,&#xD;				slots.top() + ypadding + bh * 3,&#xD;				slots.top() + ypadding + bh * 4,&#xD;				slots.top() + ypadding + bh * 5,&#xD;&#xD;				slots.top() + ypadding + bh * 5 + ah,&#xD;				slots.top() + ypadding + bh * 5 + ah * 2&#xD;			],&#xD;			idx,&#xD;			row = -1,&#xD;			col;&#xD;&#xD;		// slot types:&#xD;&#xD;		for (idx = 0; idx &lt; size; idx += 1) {&#xD;			col = idx % 3;&#xD;			if (idx % 3 === 0) {row += 1; }&#xD;			slots.children[idx].setPosition(new Point(&#xD;				cols[col],&#xD;				rows[row]&#xD;			));&#xD;		}&#xD;&#xD;		// arity:&#xD;		col = 0;&#xD;		row = 5;&#xD;		for (idx = size; idx &lt; size + 3; idx += 1) {&#xD;			slots.children[idx].setPosition(new Point(&#xD;				cols[col],&#xD;				rows[row + idx - size]&#xD;			));&#xD;		}&#xD;&#xD;		// default input&#xD;		this.slots.defaultInputLabel.setPosition(&#xD;			this.slots.radioButtonSingle.label.topRight().add(new Point(5, 0))&#xD;		);&#xD;		this.slots.defaultInputField.setCenter(&#xD;			this.slots.defaultInputLabel.center().add(new Point(&#xD;				this.slots.defaultInputField.width() / 2&#xD;					+ this.slots.defaultInputLabel.width() / 2 + 5,&#xD;				0&#xD;			))&#xD;		);&#xD;		this.slots.defaultSwitch.setCenter(&#xD;			this.slots.defaultInputLabel.center().add(new Point(&#xD;				this.slots.defaultSwitch.width() / 2&#xD;					+ this.slots.defaultInputLabel.width() / 2 + 5,&#xD;				0&#xD;			))&#xD;		);&#xD;&#xD;		// loop arrow&#xD;		this.slots.loopArrow.setPosition(this.slots.defaultInputLabel.position());&#xD;		this.slots.settingsButton.setPosition(&#xD;			this.slots.bottomRight().subtract(&#xD;				this.slots.settingsButton.extent().add(&#xD;					this.padding + this.slots.border&#xD;				)&#xD;			)&#xD;		);&#xD;&#xD;		this.slots.changed();&#xD;	};&#xD;&#xD;})();&#xD;</l></block><list></list></block></block></script><list></list></block><list></list></block></script></block-definition></blocks><scripts><script x="430.8333333333333" y="167.6666666666666"><block s="receiveMessage"><l>level_changed</l><list></list></block><block s="doSwitchToCostume"><block var="level"/></block></script><script x="43.33333333333335" y="116.16666666666667"><block s="receiveCondition"><l><bool>true</bool></l></block><block s="doShowVar"><l>level</l></block><custom-block s="enable_color_picker_js" scope="local"></custom-block></script><script x="58.33333333333335" y="237.33333333333323"><block 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" id="55"/></item></list></costumes><sounds><list struct="atomic" id="56"></list></sounds><blocks><block-definition s="touching black in %&apos;steps&apos; ?" type="predicate" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%n">10</input></inputs><script><block s="doDeclareVariables"><list><l>x</l><l>y</l><l>orientation</l><l>delta</l></list></block><block s="doSetVar"><l>orientation</l><block s="reportRound"><block s="reportQuotient"><block s="direction"></block><l>90</l></block></block></block><block s="doSetVar"><l>delta</l><block s="reportVariadicSum"><list><block s="reportQuotient"><block s="reportGetImageAttribute"><l><option>width</option></l><l>robot</l></block><l>20</l></block><block var="steps"/></list></block></block><block s="doSetVar"><l>x</l><block s="xPosition"></block></block><block s="doSetVar"><l>y</l><block s="yPosition"></block></block><block s="doIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="orientation"/><l>1</l></list></block><block s="reportVariadicEquals"><list><block var="orientation"/><l>3</l></list></block></list></block><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="orientation"/><l>1</l></list></block><script><block s="doChangeVar"><l>x</l><block var="delta"/></block></script><script><block s="doChangeVar"><l>x</l><block s="reportVariadicProduct"><list><l>-1</l><block var="delta"/></list></block></block></script></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="orientation"/><l>2</l></list></block><script><block s="doChangeVar"><l>y</l><block s="reportVariadicProduct"><list><l>-1</l><block var="delta"/></list></block></block></script><script><block s="doChangeVar"><l>y</l><block var="delta"/></block></script></block></script></block><block s="doIf"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="orientation"/><l>1</l></list></block><block s="reportVariadicEquals"><list><block var="orientation"/><l>3</l></list></block></list></block><script><block s="doReport"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block s="reportAspect"><l><option>r-g-b-a</option></l><block s="reportNewList"><list><block var="x"/><block var="y"/></list></block></block><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l><l>255</l></list></block></list></block><block s="reportVariadicEquals"><list><block s="reportAspect"><l><option>r-g-b-a</option></l><block s="reportNewList"><list><block var="x"/><block s="reportVariadicSum"><list><block var="y"/><block s="reportQuotient"><block s="reportGetImageAttribute"><l><option>height</option></l><l>robot</l></block><l>20</l></block></list></block></list></block></block><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l><l>255</l></list></block></list></block><block s="reportVariadicEquals"><list><block s="reportAspect"><l><option>r-g-b-a</option></l><block s="reportNewList"><list><block var="x"/><block s="reportDifference"><block var="y"/><block s="reportQuotient"><block s="reportGetImageAttribute"><l><option>height</option></l><l>robot</l></block><l>20</l></block></block></list></block></block><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l><l>255</l></list></block></list></block></list></block><comment w="90" collapsed="false">check height against y</comment></block></script><list></list></block><block s="doReport"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block s="reportAspect"><l><option>r-g-b-a</option></l><block s="reportNewList"><list><block var="x"/><block var="y"/></list></block></block><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l><l>255</l></list></block></list></block><block s="reportVariadicEquals"><list><block s="reportAspect"><l><option>r-g-b-a</option></l><block s="reportNewList"><list><block s="reportVariadicSum"><list><block var="x"/><block s="reportQuotient"><block s="reportGetImageAttribute"><l><option>height</option></l><l>robot</l></block><l>20</l></block></list></block><block var="y"/></list></block></block><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l><l>255</l></list></block></list></block><block s="reportVariadicEquals"><list><block s="reportAspect"><l><option>r-g-b-a</option></l><block s="reportNewList"><list><block s="reportDifference"><block var="x"/><block s="reportQuotient"><block s="reportGetImageAttribute"><l><option>height</option></l><l>robot</l></block><l>20</l></block></block><block var="y"/></list></block></block><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l><l>255</l></list></block></list></block></list><comment w="90" collapsed="false">check height against x</comment></block></block></script></block-definition><block-definition s="start_pos" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="gotoXY"><l>-200</l><l>0</l></block><block s="setHeading"><l>90</l></block></script></block-definition><block-definition s="touching %&apos;clr&apos; in %&apos;steps&apos; ?" type="predicate" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%clr"></input><input type="%n">10</input></inputs><script><block s="doDeclareVariables"><list><l>x</l><l>y</l><l>orientation</l><l>delta</l></list></block><block s="doSetVar"><l>clr</l><block s="reportNewList"><list><block s="evaluate"><block s="reportJSFunction"><list><l>clr</l></list><l>return clr.r;</l></block><list><block var="clr"/></list></block><block s="evaluate"><block s="reportJSFunction"><list><l>clr</l></list><l>return clr.g;</l></block><list><block var="clr"/></list></block><block s="evaluate"><block s="reportJSFunction"><list><l>clr</l></list><l>return clr.b;</l></block><list><block var="clr"/></list></block><l>255</l></list><comment w="90" collapsed="false">Force alpha to 255 and convert rgba() to list</comment></block></block><block s="doSetVar"><l>orientation</l><block s="reportRound"><block s="reportQuotient"><block s="direction"></block><l>90</l></block></block></block><block s="doSetVar"><l>delta</l><block s="reportVariadicSum"><list><block s="reportQuotient"><block s="reportGetImageAttribute"><l><option>width</option></l><l>robot</l></block><l>20</l></block><block var="steps"/></list></block></block><block s="doSetVar"><l>x</l><block s="xPosition"></block></block><block s="doSetVar"><l>y</l><block s="yPosition"></block></block><block s="doIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="orientation"/><l>1</l></list></block><block s="reportVariadicEquals"><list><block var="orientation"/><l>3</l></list></block></list><comment w="90" collapsed="false">Moving left or right</comment></block><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="orientation"/><l>1</l></list></block><script><block s="doChangeVar"><l>x</l><block var="delta"/></block></script><script><block s="doChangeVar"><l>x</l><block s="reportVariadicProduct"><list><l>-1</l><block var="delta"/></list></block></block></script></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="orientation"/><l>2</l></list></block><script><block s="doChangeVar"><l>y</l><block s="reportVariadicProduct"><list><l>-1</l><block var="delta"/></list></block></block></script><script><block s="doChangeVar"><l>y</l><block var="delta"/></block></script></block></script></block><block s="doIf"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="orientation"/><l>1</l></list></block><block s="reportVariadicEquals"><list><block var="orientation"/><l>3</l></list></block></list></block><script><block s="doReport"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block s="reportAspect"><l><option>r-g-b-a</option></l><block s="reportNewList"><list><block var="x"/><block var="y"/></list></block></block><block var="clr"/></list></block><block s="reportVariadicEquals"><list><block s="reportAspect"><l><option>r-g-b-a</option></l><block s="reportNewList"><list><block var="x"/><block s="reportVariadicSum"><list><block var="y"/><block s="reportQuotient"><block s="reportGetImageAttribute"><l><option>height</option></l><l>robot</l></block><l>20</l></block></list></block></list></block></block><block var="clr"/></list></block><block s="reportVariadicEquals"><list><block s="reportAspect"><l><option>r-g-b-a</option></l><block s="reportNewList"><list><block var="x"/><block s="reportDifference"><block var="y"/><block s="reportQuotient"><block s="reportGetImageAttribute"><l><option>height</option></l><l>robot</l></block><l>20</l></block></block></list></block></block><block var="clr"/></list></block></list></block><comment w="90" collapsed="false">check height against y</comment></block></script><list></list></block><block s="doReport"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block s="reportAspect"><l><option>r-g-b-a</option></l><block s="reportNewList"><list><block var="x"/><block var="y"/></list></block></block><block var="clr"/></list></block><block s="reportVariadicEquals"><list><block s="reportAspect"><l><option>r-g-b-a</option></l><block s="reportNewList"><list><block s="reportVariadicSum"><list><block var="x"/><block s="reportQuotient"><block s="reportGetImageAttribute"><l><option>height</option></l><l>robot</l></block><l>20</l></block></list></block><block var="y"/></list></block></block><block var="clr"/></list></block><block s="reportVariadicEquals"><list><block s="reportAspect"><l><option>r-g-b-a</option></l><block s="reportNewList"><list><block s="reportDifference"><block var="x"/><block s="reportQuotient"><block s="reportGetImageAttribute"><l><option>height</option></l><l>robot</l></block><l>20</l></block></block><block var="y"/></list></block></block><block var="clr"/></list></block></list><comment w="90" collapsed="false">check height against x</comment></block></block></script></block-definition></blocks><variables></variables><scripts><script x="90.05555613835652" y="24.28571428571254"><block s="receiveCondition"><l><bool>true</bool></l></block><block s="setScale"><l>10</l></block><block s="bounceOffEdge"></block></script><script x="89.22222280502322" y="134.28571428571263"><block s="receiveCondition"><block s="reportTouchingColor"><color>0,0,0,1</color></block></block><custom-block s="start_pos" scope="local"></custom-block><block s="doStopThis"><l><option>other scripts in sprite</option></l></block></script><script x="91.72222280502322" y="250.95238095237855"><block s="receiveMessage"><l>level_changed</l><list></list></block><custom-block s="start_pos" 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5sZ2NhuMmxoyszgZQeu2umlj37t2t0aNHS2fyh77ixYvrFfi3IIUOv0CGHzXHTIwZWcMPip9KumZiK1eunPrggw8ak5kCh/Kq1atXu8bHT4Pqur44YmLMyOrjERNi11y7STFvYZ0/b0YiU0zeK5wqnh6ZV5NC5MnLbyTgiIkxIyuHWjIBV0wMB7+e/+KLLzKYgP2hhx5SCxYsKIjP9QdM0GuARltNjBlZDYi4yxIdNzEYwvC6dev2drlfYTX38MMPq2XLlvEJLCx6qRayzcS4jMLewPilNkdN7Pjx47lz5cp11ARYlStXVqtWrXKUhwkcHNBoi4kxI6sDkfFJlY7etF26dDkcFxcnPjtFoUKF1ObNm2+B4fIrpP0D2xYTY0ZW+wPjlxodM7Gff/65KzZHvy0dlH5FOXz4cD5M4nMdmDPBisjEmJHVmaD4qVZHTMyyrDTFihW7BCMTzQpPXgqvvI4wEN1xd8WFbWJMp+NuoExtzZEbeN26dVb58uVFM8GTl0Iu/ylInMe9kM5GKiwTY0ZWZ4Pip9ptNzFsKaqCrUXfSIeEPZxDsYeT2SicD1TIJsaMrM4HxU8t2G5iL7/8svXOO++IZjRmzJixyDnVTbRI/4gLycT4CumfwLvVE1tNLDExMS5fvnyd3RIfTjudOnU6M2HChKzhlGWZsAgEbWLMyBoW36gvZKuJVa1a1frmG7lvkjVq1FBLly61tc9RP4ICAwjaxJiRNTBMXnEjAdtu6PXr14+69957u0uFrFPqnD179j5M6K+TqtGnugKaGDOy+jTyLnXLNhO79dZbLay3ckl2aM3oL5HYMFzriSeeWBJaSV5tA4Gbmhi3EtlAOMqrsMXEcOithcNvxaJEWum92NhdRKxAfwtL1cSYkdXfgXerd7aYmORTi+rXr6++/PJLW/rpVlB81k6qJsaMrD6LtEfdifjmxnKFrzAhK/L0aybO82hUXdvsDSbGjKwi4uIbERGbWObMmS1MmIsE8vnnn3dp1qzZOJHiokfUNSbGf1iiJ/Bu9TQiE3vjjTdm9uzZs4lbYkNpB0+ICk+IEfUvlPZ4baoErjExZmTlSLGbQEQ3Of5VtY4dk5e9Bl9K1aFDh7Lhq+Rpu4GxvpAJXDExZmQNmRsLBEkgbBNLSEg4FxsbmzHIdly97MiRI4Pw6X6gq42ysdQITEUsWiEmYY81oiWBmxEIe2ClS5fOQhYIcXR79er1KxLo5RInLEoF4Wl9Kp7WeehwlMbfjW6HZWI9evSoOWrUqMVuCAylDX1S94ULF8LqUyjt8FoSIAE5BMK64UuWLGlt375dTi9+V7J8+fIJ1apVe16cMAoiARJwjEDIJvbLL78Mu/322/s4pijMiqtXr65PKgq5P2E2x2IkQAJCCIR80z/99NPWP/7xDyHyf5Oh90bOmTMnU8OGDc04nVcUPYohAbMJhGxi6K4lrcv9+/dfN2TIkPuk6aIeEiAB5wmEZGJY2LoGC1wrOC8r+BZ42EfwrHglCfiRQNAmhhOM0iF18EVpi1vxFNYXT2HD/Rgc9okESCAwgaBNDLm48k6fPj0xcJXuXZE9e3Z18uTJoPvgnjK2RAIk4BaBoA3g7rvvtjZu3OiWrqDawYlFf8WJRUOCupgXkQAJ+JJAUCa2a9eu4jgMd4ckAjhdXOFw3qD0S9JNLSRAAvYSCMoE8Bpp4XXS3pYjrA1zdD9iaYXcdLIR9o/FSYAEgiMQlIlhQt86evRocDW6cFWlSpXUd999F5R2F+SwCRIgAQ8JBDQCZB9ogSwE/+ehxhua3rBhQ3y5cuW4qVhSUKiFBDwiENDEateuPf/rr7+u65G+G5otXry42rlzZ0DdUvRSBwmQgLMEApqBtMSHgwcPbjdgwIApzmJh7SRAAqYQCGhi6Ii0bUbBaDaFP3WSAAlESOCmhtCxY8fESZMm5Y2wDduKY12YwrowmphtRFkRCZhP4KaGkDVrVuv0aRlp6tOnT68THubBsgo5n0nNjz97QALGE0jVxKZOnVqhdevWa6T0sHLlyptWrVp1txQ91EECJCCDQKom9umnn1otW7aUoRIqzpw582SWLFmmiRFEISRAAiIIpGpiSHFjHT9+XIRI7NtU2LfJuTAR0aAIEpBFIEVjwJaetJh7EnOUUZcuXYbHxcX1lYWOakiABCQQSNHEkPywD5IfDpMg8HcNfAoTFAxKIQFJBFI0B0zoW5jYF6HzT3/6k/rss89oYiKiQREkII9AiuYg6WDcgQMH1sKfJfLQUREJkIAEAqk94YhYpZ8mTRp16dKlDJifuygBFjWQAAnII3CDiemTvfUJ3xKk1qlTJ2nhwoXpJWihBhIgAZkEbjCxKlWqWCtWrBChFrsFpmDXQDsRYiiCBEhAJIFrTAxLK2Jy5sx5+cSJE56LTZs2rX6V5IS+55GgABKQTeAak5g7d25GnKJ9ToLkGjVqqKVLl9LEJASDGkhAMIFrTGLz5s1vlClT5jUJeuPj42e1atWqqQQt1EACJCCXwDUm1qZNG+vjjz+WopZPYVIiQR0kIJjA9UYhYmlF/vz51cGDB2liggcOpZGAFAIiTWzIkCGqf//+NDEpo4Q6SEAwgT+MYt68eU0aNGgwU4LW8ePHd3nxxRfHSdBCDSRAArIJ/GFiHTp06PTBBx+8J0Qun8KEBIIySEA6gT/M4rXXXrPefPNNz/XqrUaXL1+miXkeCQogATMI/GEWJUuWtLZv3+65amx5Utj6RBPzPBIUQAJmELjaLER8mcRata+xVq2OGfiokgRIwGsC4kzsyy+/jK1fv/42r8GwfRIgATMIXDGxn376Ke7OO+/s7LXkzJkzq7Nnz/JV0utAsH0SMIjAFcPo27dv3LBhwzw3sSJFiqg9e/bQxAwaQJRKAl4TuGIYFStW/L81a9a08FpMkyZNts2aNSvWax1snwRIwBwCV0ysUaNG1pw5czxXvWzZsm3Vq1eniXkeCQogAXMIXDGxUqVKWdu2iZhL56ukOWOHSklABIErppE+fXrr4kURaexpYiKGBUWQgDkEkk3D8zViMFIFI6WJmTN2qJQERBAQY2L33HOP+u9//0sTEzEsKIIEzCEgxsRatGihpk2bRhMzZ+xQKQmIIBCze/fuhNtuu62U12qKFi067ueff+7itQ62TwIkYBaBGOSyT0Aue89NrHv37uNGjx5NEzNr/FAtCXhOIObZZ59NeP/99z03scWLF4+rVasWTczzIUEBJGAWgZgKFSokrF271nMTO3ny5JPZs2efZhY+qiUBEvCaQEzu3Ll3HTt2rKjXQtA+J/UFBIESSMA0AjGYULcwoS5BN01MQhSogQQMIxBToEAB68CBAxJk08QkRIEaSMAwAjG33nqrdfjwYQmyaWISokANJGAYgZhcuXJZx48flyCbJiYhCtRAAoYRiMEXQQtfBj2VDSNVMFKamKdRYOMkYCaBGKSEtpAS2lP1JUqUUDt27KCJeRoFNk4CZhKIyZgxo3X+/HlP1SOzrEJmWZqYp1Fg4yRgJoGYDBkyWBcuXPBUfZUqVdSKFStoYp5GgY2TgJkEYiQkRMR2I4VtRzQxM8cQVZOApwRi0qVLZyUlJXkqom7dumrBggU0MU+jwMZJIDQCuG9beZ3WvlChQmdEPIk98sgjatGiRTSx0MYQryYBTwngrFoLZ9Z6qiFHjhz7RMyJVatWTS1fvpwm5ulwYOMkEBqBkiVLWtu3bw+tkM1XY7H+PhFfJytVqqS+++47mpjNAWZ1JOAkgWLFilm7du1ysomAdefLl2+fiHVid9xxh9q6dStNLGDIeAEJyCEAA7ESExM9FXT77bfvi8mWLZt16tQpT4XgkVBh/yZNzNMosHESCI1A1qxZrdOnT4dWyOar77rrrn0i9k6mSZNGXb58mSZmc4BZHQk4SSAmJsbCz8kmAtaNpK77YvLkyWMdOXIk4MUuXEATcwEymyABGwl462DoSNWqVfcxn5iNEWVVJBBlBDw3sXr16u2LwcSY9csvv0hgzycxCVGgBhIInoDnJtayZct9MQULFkzcv39/3uB1O3YlTcwxtKyYBBwh4LmJ1ahR47OYu+++O2Hjxo2en3aETBr3IKPGBkdQs1ISIAFbCSB9V22k8Vpoa6VhVIY5sWExrVu3Tpg6darnJrZu3bpx5cuX57mTYQSSRUjAbQI45jEBXwY9940XXnhhWMykSZMSOnbs6LmYESNGjOvduzdNzO3RyPZIIAwCw4cPT+jTp4/nvvHhhx8Oi9myZUtC6dKlPReD/ZPjsH+SJhbGgGIREnCbwP3335/w/fffe+4byKIxLHky3fMJuvbt26vJkydzct/t0cj2SCAMAhL2Tf4uO0aMiTGTRRgjiUVIwCMCkhbJizEx7p/0aDSyWRIIg4CEtPbXPIlh76KFvYthdMX2InydtB0pKyQBewngPIxSOBcjwd5aQ68NWakVslL/9jpZtGhR6+effw69FvtL0MTsZ8oaScBWAq1atSoVHx/vuYkl5yG8Yhp16tSxFi70fN2aOnjw4Mz8+fM3s5U4KyMBErCVwLfffms99NBDttYZTmU9evRQo0aN+u1J7NFHH/12/vz5D4ZTkZ1lBg4cuA1/Yu2sk3WRAAnYS6BTp07WhAkT7K00jNqGDh36cb9+/dpeMTGIioOozmHUY2sRrFdTWLfGV0pbqbIyErCXgJRJ/a5duzYdO3bsrCuGsXr16rgHHnjAcxPLnTu3OnbsGE3M3jHH2kjAbgKeryvVHVq/fn3Te++99zcT+/3nuTBkilQ7d+4shIV0++2mzvpIgAQiJ7B79+6Gt91225zIa7Klhiv+JcrEtCB8+YjFl49ttnSRlZAACdhKoG3btp0/+uijOFsrDb+ya01Mwsklui8zZsxQzZs35ytl+IFlSRJwjED37t2t0aNHO1Z/sBXjzEuFMy+vNTEpXxyQ30whvxlNLNho8joScJFA4cKFrb1797rYYspNxcXFqS5dulxrYm+++eZ7r732WifP1f0mgCYmJBCUQQLXEfB87lzrwXmX3fD2OPYas5gyZUqTZ555ZqaEkOFU4S6Y3B8nQQs1kAAJ/EYAH91mFi9evIkEHnPnzs3UsGHD8yk98Yhw2Zo1a3ZbsmTJFZfljwRIQAYB7JecjX2Tjb1WkyVLFnXmzJk/3tauf20TYWJwWAWn5Sul16OF7ZPAVQRiY2OthATPt0yqcuXKqQ0bNqRsYth+ZGH7kZTA0cSkRII6SOA3AiIecho3brzkiy++qJUclGuMYvPmzVaZMmVEBOzEiROzcuTI0VSEGIoggSgngNONzuF0o4wSMGDOfAnmzFM2sZdeeinju+++e06C0AcffHDWypUraWISgkENUU/gvvvuO/fDDz+IMDEE45qHr2v+Y9q0aWnbtGmTdO6c9z4Gp1VwXL5SRv3tQwASCKRNm9a6dOmS51KQFlsdOXIkdRPTCuG4FhzXc7G/C6CJSYkEdUQtAawhrYk1pIslAHjxxRfV+PHjb25i3bp1W/z222/XlCB43rx55xs0aJBJghZqIIFoJTBo0CDr9ddfF9H9nj179n3jjTeGXy3mhicdrISNxUrYrRIUX78eRIImaiCBaCMg5VVSc8eC24JYcHvgpiam/ydS4lj4iYgVkiTWQrLEJSLEUAQJRBkB3H/DcP/1kdBtmKnCvNwND14pzjlhHYaFdRgSdDOrhYgoUES0EkD2VAvZU0V0v0+fPmr48OHBmdif//zn/v/617/+JkF5pkyZFL6WcoJfQjCoIeoI4Fg0C8eiiej3c8899+DEiRNXXS8mRXNA9sZYZG8UMS+mBWOrQxtseZgqgiRFkECUEMB9Nwb3XTcJ3dWvklu3bs2FPGK/BmVi+iIphwFoLa+++qp66623+DQmYTRRQ9QQqFy5srVq1Q0PPp70v1ChQmrfvn0pekCqxgDTsLR5SPilNqEnQRs1kIAfCeDDXt40adIkSvnAh+VWh7DcKl9KrFM1MRzhVgHZXtdICRAO7FyLA1HH+m8AABYkSURBVDsrStFDHSTgZwKzZ8+2HnvsMUldTNWrbvqKhkl1S8IWJE3y6pzakshSCwn4kQCewqzLly+L6Fqge/+mJobkhIlITphXRE8gAns787Vo0eKQFD3UQQJ+JICDQFrhQBAxH9KQIiweKcJap8Y6mMlyGate0QMYmDayYDT7cWyxTyTgCgFM21iYvnGlrSAbuek9H9AQJL1S6g5fvHjx0fTp0y8IsvO8jARIIAQCmMjvhx07Q0Io4uiluXPnVseOHYvMxB555JGNixYtKuuo0hAqf+edd9TLL78c0HxDqJKXkgAJ/E6gZcuW1qeffiqGR48ePWaPGjXqpoeTBDQD5O75G3L49BfTq9+EBNQtTC/lkIApBMRMH2lgWHjfCAvv594MXlBmIGnrge5Mx44d4ydNmpTqRJ8po4U6SUASgfbt2ydOnjxZzIc8TBvp6aOAHhXwAg0Zr3AWXuHE8M6WLZs6depUUNrFiKYQEhBMANkqit199907JWRvTca0du1aVaFChYD3ecALdIXI9FoVGV+XS4rBjBkzDjVv3jzFFbySdFILCZhAYOTIkVavXr3ESMXbn9q/f3+OvHnzngwkKigT05Vkz57dOnkyYH2B2rPt/2fMmFF9+eWX6WvVqiVji71tPWNFJOAuge+//z7L/ffff9rdVm/eWo0aNZKWLl2aPhhNQZvYjh07rBIlSgRTp2vXYGvUj9gaVdq1BtkQCfiQQIcOHfZ+8MEHhSR17fjx42tz5coV1DbDoE0M60eyZM2a9TSOD5fUVz3xVwsTgEtEiaIYEjCEAHKFPYtXt4mS5BYoUEAdOHAgaG8K+kLdyfr166/BK1wFSR3u3bu3GjFiREj9kKSfWkjASwJYB2phHaiXEm5oG9uMhmObUd9gRYV08+NpLANW854PtnIXrwupHy7qYlMkIJaApMOyr4a0ePHikOa6Q775JTp39erV1bJly0Lui9jRRWEk4AKBW265xTp69KgLLQXfRJcuXVRcXFxI93JIF2speMwbhsc9EaefXI1m/fr13e69914ZJxoEHzNeSQKeEMDZsu/hjNlOnjR+k0YXLFhQq27duktC0RWyienKcR6kJW2CX+vC6242vO6K+lQcSjB4LQm4QUBnbcV9kuhGW6G0ge2NFrY5pgmljL42LBNr1arVX+LxC7Uxp68fM2bM/ldeeUXUp2Kn+8z6SSBUAtjkfRybvHOGWs7p67FerRTWq20PtZ2wTAxOXhifZfdI2qKQ3HGs8n2yYMGC00IFwetJIBoIYEP1QGyofl1aX/UaVKxFDcuPwiqkAcyaNetckyZNMkqDASdXcPSw+yWtP9RDAnYRwMNHVkzmn0J+LruqtK2emTNnzmqKXzgVRnSzS8tukQzg3//+9/bHH3+8VDhAWIYE/Erg3XfftbCsQlz3MmfOrM6ePRu2F4VdUJPAibzf4ETeKtKo6CPe8M5fBOms90rTRj0k4AUB/MPeDP+w/9uLtgO1OWjQoLGvv/562If0RmRiWpykU1GuhhXohJRAYPn/ScBPBPLnz28dPHhQXJd0tgpsfYrIhyIqrIkMHTr0l379+t0mjg4E4SlRPy1G3EeJfaMmEgiWAO4BS98LEn8rVqzYVKVKlbsj0RbxDY7JwsxYcyJrV/hVRA4fPhx/6623MgtsJKOEZY0lgBX5ezCZX1hiB/QhINCXDv5xKRJ9EZuYbvyLL76wGjduHIkOx8piAZ3CAjpb+umYSFZMAg4Q2LBhQ2nsYtks5RDc67u4adOmbWXLlo2NtOu23Nx4GsuPlNEHTp+WuVgehwAn4RDgoBKsRQqU5UlACoFy5cpZMDIpcq7RUapUKbVt2zZb/MeWSrS6r7/+elXt2rUriSQGUfg6o/B1xrb+Su0ndZGAJtC3b19r2LBhYmHAL0bCL3rbIdDWmxpfBK3t20PeNWBHP4KqA7nQXkJOtLigLuZFJGAoga+++uqTevXqPS1Vvt1ZZ2w1seXLl8dVq1ats1R4elEdNq6/hIlEGpnUIFFXRARwCtjbSOvcFcsWIqrHycLwiabwiVl2tWGriWlRmH+yMP9klz7b6ylSpIj6/PPPM2B70kXbK2eFJOAhAT03jXWbB/C3hypu3nTbtm3VRx99ZKvv2FqZlo/c2E2QI3umWIoQhrPsFM60s73vkvtMbf4nEBsbayUkJIjtqF7YijMxMtmdHdqRGxkJ1ywkXBMLUwtDBsm1yCAZ1GkqojtCcSQAAg0aNNg9b968IpJhTJ06dWPr1q3L2a3RERPD42w6LLC7KHG3/NUAx44du7pr165iv6jaHWzW508CgwcPPjlgwIBskntn55KK6/vpiInpRtasWRNfsWLFv0gGq7Uhv9JR5FfKI10n9ZFASgQWLlxo1alTRzycdevWvVC+fPn3nBDqmIlpsc2aNbMwie6EbtvqxPu5eu+99yriEN61tlXKikjABQIwsMMwMPH/AOMpUeFp0TGvcaxiHcNdu3ZVKFas2BoX4hlxE1OmTKn3zDPPzI+4IlZAAi4QmDRpUteOHTu+7UJTETWRMWNGde7cuXx4WDgUUUU3Keyoiel2sVJ+CVbK13CqA3bVq5/IZs+eXRV7QFfYVSfrIQEnCEyfPv1PyJU3Q/JSiuR+//TTT/F33nmnowkYHDcx3ZnChQtf3rt3ryttRTJotJHNmTMnZ8OGDU9EUg/LkoBTBPAF8k/4EjnDqfrtrPeJJ564BMNNZ2edKdXlirHgX4wqWIT3jQn/cvCJzOkhx/rDJYA3ha441+JtE+4j3O8KBwmVwf20Jdz+BlvOFRPTYrBKdyNW65YNVpiX12kj+/DDDzlH5mUQ2PY1BJDU8Hl8fPq7CQamhS9dunR2jRo1mrgRRtdMTHcGJ/taOOHXjX7Z0saECRP41dIWkqwkEgI9evRoOmrUKNmf+a/qYIcOHdQHH3zgmre41pDuI55uMrVr1+5sJAF1s6x+Ivvll1+4jsxN6GzrGgJYonQSS5VEL2S9WjAWueskpGlx71x2K5Sumpju1Ny5c1/AxPl4tzpoRzvvvPPO6pdffpkr++2AyTqCJtCrV6/dI0eOFL2V6PrOrF69utEDDzwwN+hO2nCh6yamNePggiN4x7/FBv2uVQHNa6GZey1dIx69DelsFDgfcg/29jr+Zc9OyjDcTTDeiA79CEePJyamhRYvXtzauXNnOJo9K1O5cmU1btw4pvHxLAL+b1if0o1sFKeQutmozmKLod5q6ImfeNKojs78+fMLPfroo8Ydbos1b2rPnj1MrGjULWaGWCxJ+CRfvnxPY07JDMG/q9SHVWMLVPZatWqd8kK4Zyb2+/zYRMyPPetFxyNpM0uWLHpR7EsIGjPERgKSZf8ggJ0tb2NxqOiMrCmFS3/82rdvX8+CBQu+6VU4PTUx3emBAwdewp80XgGIpN1Zs2YpLD70nGEkfWBZ7wmYkH8vNUpInnDk+eefv9VLiiJuwEqVKlnfffedlxzCbpvHwYWNjgVB4I477kjaunVrWhNh4GOXwscuzz3EcwE6eJjMrIT1JaukJ1FMbaDhhHGFtMDxONHY0Y2uJg50ak6ZAA6OnYk06U3Onz9vJCKkoFf79+8vjtfJXV53QISJaQg4Zqo6jpla6jWQSNqfPHmyat++vRimkfSFZZ0jMGjQIOv11193rgGHa9anhs2YMSMf5rMdS68TShdE3XA///zzLuQfK2rK/rCUQCPtiMIWkSKPPfaYcV9eQxk4vDZ0AviCV+app57adPjw4dALCymhN3ZfuHBhEQ79qC1EkhJlYhoKHH5X8+bNi0oBFI4OfaoLMg5sR8qUUuGUZxn/ERgzZsy+V155paDpPcNX1HjkBxQ1bSLOxHSQu3fvbo0ePdr0eCu9OBbbrJ7MkyfPNOM7ww6EReDgwYMDcVDs65KPUgu2Y9jUrbC5W5xniBOUDBSvYxaeZoLlK/o6ZMPYjy85sZgEPS1aKMXZRuDs2bPF3n333Z0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" 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s="gotoXY"><l>-60</l><l>160</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="level"/><l>2</l></list></block><script><block s="gotoXY"><l>210</l><l>120</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="level"/><l>3</l></list></block><block s="reportVariadicEquals"><list><block var="level"/><l>4</l></list></block></list></block><script><block s="gotoXY"><l>210</l><l>-40</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="level"/><l>5</l></list></block><script><block s="hide"></block><block s="doTellTo"><l>Botty</l><block s="reifyScript"><script><block s="doSayFor"><l>Gratuliere! Du hast allen Muell eingesammelt!</l><l>2</l></block></script><list></list></block><list></list></block></script><list></list></block></script></scripts></sprite><sprite name="Flower" idx="4" x="100" y="60" heading="90" scale="0.1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="0,58.14000000000004,145.35,1" pen="tip" id="848"><costumes><list id="849"><item><costume name="flower" center-x="180" center-y="180" 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" id="850"/></item></list></costumes><sounds><list struct="atomic" id="851"></list></sounds><blocks></blocks><variables></variables><scripts><script x="99.1666666666667" y="122.74999999999913"><block s="receiveCondition"><l><bool>true</bool></l></block><block s="setScale"><l>10</l></block></script><script x="328.3333333333334" y="120.24999999999913"><block s="receiveCondition"><block s="reportTouchingObject"><l>Botty</l></block></block><block s="hide"></block></script><script x="97.5" y="213.58333333333243"><block s="receiveMessage"><l>level_changed</l><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="level"/><l>0</l></list></block><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="show"></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="level"/><l>2</l></list></block><script><block s="gotoXY"><l>-60</l><l>60</l></block><block s="show"></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="level"/><l>3</l></list></block><script><block s="gotoXY"><l>60</l><l>10</l></block><block s="show"></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="level"/><l>4</l></list></block><script><block s="gotoXY"><l>100</l><l>60</l></block><block s="show"></block></script><list></list></block></script></scripts></sprite><watcher var="level" style="normal" x="10" y="10" color="243,118,29"/></sprites></stage><variables><variable name="level"><l>4</l></variable></variables></scene></scenes></project>
+\ No newline at end of file
diff --git a/Info/11/MUG_SWG_SG/1/BottySammeltMuell/stage1.png b/Info/11/MUG_SWG_SG/1/BottySammeltMuell/stage1.png
new file mode 100644
index 00000000..ea8c6ee3
--- /dev/null
+++ b/Info/11/MUG_SWG_SG/1/BottySammeltMuell/stage1.png
diff --git a/Info/11/MUG_SWG_SG/1/BottySammeltMuell/stage2.png b/Info/11/MUG_SWG_SG/1/BottySammeltMuell/stage2.png
new file mode 100644
index 00000000..35d53627
--- /dev/null
+++ b/Info/11/MUG_SWG_SG/1/BottySammeltMuell/stage2.png
diff --git a/Info/11/MUG_SWG_SG/1/BottySammeltMuell/stage3.png b/Info/11/MUG_SWG_SG/1/BottySammeltMuell/stage3.png
new file mode 100644
index 00000000..4f34d4da
--- /dev/null
+++ b/Info/11/MUG_SWG_SG/1/BottySammeltMuell/stage3.png
diff --git a/Info/11/MUG_SWG_SG/1/BottySammeltMuell/stage3_5.png b/Info/11/MUG_SWG_SG/1/BottySammeltMuell/stage3_5.png
new file mode 100644
index 00000000..8fdc258b
--- /dev/null
+++ b/Info/11/MUG_SWG_SG/1/BottySammeltMuell/stage3_5.png
diff --git a/Info/11/MUG_SWG_SG/1/BottySammeltMuell/stage3_5.xcf b/Info/11/MUG_SWG_SG/1/BottySammeltMuell/stage3_5.xcf
new file mode 100644
index 00000000..f4e55848
--- /dev/null
+++ b/Info/11/MUG_SWG_SG/1/BottySammeltMuell/stage3_5.xcf
diff --git a/Info/11/MUG_SWG_SG/1/BottySammeltMuell/stage4.png b/Info/11/MUG_SWG_SG/1/BottySammeltMuell/stage4.png
new file mode 100644
index 00000000..1e2bf573
--- /dev/null
+++ b/Info/11/MUG_SWG_SG/1/BottySammeltMuell/stage4.png
author	Florian Fischer <florian.fischer@muhq.space>	2023-10-16 11:43:09 +0200
committer	Florian Fischer <florian.fischer@muhq.space>	2023-10-16 11:43:09 +0200
commit	8b31fc39532d2644e04e734cc462d0603c98b9c4 (patch)
tree	830f955c848ed4972d9e29d1c8d3b5489ae4d72a /Info
parent	fb512c660a4323ad93656cdec6228a81a6f0a823 (diff)
download	unterricht-8b31fc39532d2644e04e734cc462d0603c98b9c4.tar.gz unterricht-8b31fc39532d2644e04e734cc462d0603c98b9c4.zip