{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "9220d253-e34c-4ba3-804e-8fee156ea85a",
   "metadata": {},
   "source": [
    "# Goldener Schnitt"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "14d8a709-6ded-44f9-bb2d-0373ca0678d3",
   "metadata": {},
   "source": [
    "***"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "05a0626f-87ed-4a87-bf69-94f94bc937d1",
   "metadata": {
    "tags": []
   },
   "source": [
    "<div class=\"alert alert-block alert-danger\">\n",
    "<b>Ziel des Notebooks:</b>\n",
    "\n",
    "- Das \"goldene Verhältnis\" auf unterschiedliche Weisen untersuchen:\n",
    "    - Eine Definition des goldenen Schnittes \n",
    "    - Im Zusammenhang mit einer bekannten Folge \n",
    "    -Konstruktion:\n",
    "        - mit Zirkel und Lineal\n",
    "    - Bedeutung in der Natur und Kultur\n",
    "\n",
    "    \n",
    "<b>Mathematische Tools:<b>\n",
    "- Konvergenz\n",
    "- Geometrie\n",
    "    \n",
    "</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "00804860-a39d-4ff5-b538-bb0372d6a70c",
   "metadata": {},
   "source": [
    "***"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d44927af-3b9a-499c-8910-aa5919a1414a",
   "metadata": {},
   "source": [
    "<div class=\"alert alert-block alert-info\">\n",
    "<b>Der Goldene Schnitt:</b>\n",
    "     \n",
    "Zwei Größen a und b stehen im Verhältnis des Goldenen Schnitts, wenn sie die Bedingung: \n",
    "    \\begin{equation}\n",
    "                 \\frac{a+b}{a} = \\frac{a}{b}\n",
    "                 \\label{Bedingung}\n",
    "            \\end{equation}\n",
    "erfüllen.\n",
    "</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5f1870a9-6516-47fd-a6a5-26596b14f7bf",
   "metadata": {},
   "source": [
    "Der goldene Schnitt drückt aus, dass das Verhältnis vom Kleineren zum Größeren dasselbe ist, wie das vom Größeren zum Ganzen, aber warum ist es spannend sich damit auseinanderzusetzen? \n",
    "\n",
    "Diese Bedingung hat man sich nicht einfach ausgedacht, sondern sie wurde beobachtet. Beispielsweise sind in der Natur einige Tiere und Pflanzen \"im goldenen Schnitt\" gewachsen. Wie wir gleich sehen werden, können keine zwei rationalen Zahlen diese Bedingung erfüllen. Die Konsequenz ist also, dass ein irrationales Verhältnis, wortwörtlich genau so natürlich ist, wie ein Rationales! Völlig entgegen den Vorstellungen Pythagoras', dem Begründer der Zahlentheorie."
   ]
  },
  {
   "attachments": {
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"
    }
   },
   "cell_type": "markdown",
   "id": "6ea3e138-b762-44e5-9b25-bc50ca21ea71",
   "metadata": {},
   "source": [
    "\n",
    "\n",
    "<div>\n",
    "    <img src=\"attachment:b4459f5f-40d3-4044-b7db-3be285f9f54e.png\" width=\"200\"/>\n",
    "</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b4a75d08-75dc-4614-adbc-23751959b0c0",
   "metadata": {},
   "source": [
    "<div> \n",
    "Aber mehr noch: In der Analyse von Kunstwerken, allen voran Da Vincis Mona Lisa, ist aufgefallen, dass viele Akzente im Bild die Bildgröße nahezu perfekt im goldenen Schnitt teilen. Man vermutet, dass Da Vinci den goldenen Schnitt kannte und sich sehr wohl darüber bewusst war, wie er Mona Lisa im Bild platzieren sollte. Aber nun ist Da Vinci nicht der einzige Künstler in dessen Werken sich das Motiv des goldenen Schnittes wiederfindet. \n",
    "Da stellt sich die Frage: Haben jene Künstler einfach nur ansehnliche Bilder gemalt, wodurch der goldene Schnitt auch in diesem Kontex nur eine Beobachtung ist?\n",
    "    \n",
    "Wie man sieht, ist dies nicht nur eine Spielerei der Zahlentheorie, sondern die Aufzeichnung von etwas Natürlichem und Schönem und trägt damit völlig zurecht den Namen: <b>goldener Schnitt</b> \n",
    "\n",
    "</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "321b81c7-e37e-48ae-b6a7-ea82cc4390be",
   "metadata": {},
   "source": [
    "<div class=\"alert alert-block alert-info\">\n",
    "Eine Zahl $z\\in\\mathbb{R}$ heißt <b>irrational</b> genau dann, wenn sie sich nicht als Bruch zweier ganzer Zahlen darstellen lässt, d.h. wenn $z\\in\\mathbb{R}\\setminus\\mathbb{Q}$.    \n",
    "</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "44b887a7-e7ed-4bc3-b56d-f4b29d24a7e8",
   "metadata": {},
   "source": [
    "<div class=\"alert alert-block alert-success\">\n",
    "    \n",
    "### Aufgabe 1\n",
    "***\n",
    "1. Argumentieren Sie, warum solche a und b in den reellen Zahlen existieren.\n",
    "2. Beweisen Sie, dass $\\frac{a}{b}$ irrational ist.\n",
    "</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "b63bec4a-0996-429c-8cb1-81444183290c",
   "metadata": {},
   "outputs": [],
   "source": [
    "###LÖSUNG AUFGABE \n",
    "\n",
    "\n",
    "\n",
    "###ENDE"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "05369fe1-1922-41b0-a4d5-272c49a75dea",
   "metadata": {},
   "source": [
    "***"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "75d9df63-0b9d-4ef5-b85c-4de5fd1013d5",
   "metadata": {},
   "source": [
    "## Zusammenhang mit Fibonacci-Folge"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5b6a324d-2db7-4b6e-835c-f46c1e6a7089",
   "metadata": {},
   "source": [
    "<div class=\"alert alert-block alert-info\">\n",
    "Die <b>Fibonacci-Folge</b> lässt sich am besten rekursiv über die Summe der vorangegangen Folgenglieder definieren. \n",
    "\n",
    "$f_1 = f_2 = 1$\n",
    "    \n",
    "$f_n = f_{n-1} + f_{n-2} $ für $ n \\in \\mathbb{N} , n \\geq 3$\n",
    "\n",
    "Daraus folgt für $f_1$ bis $f_7$:\n",
    " 1 1 2 3 5 8 13 ... \n",
    "\n",
    "</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "18cb7900-14c5-456a-ab65-4bb3de33b177",
   "metadata": {},
   "source": [
    "<div class=\"alert alert-block alert-success\">\n",
    "    \n",
    "### Recherche-Aufgabe \n",
    "***\n",
    "Aus welchen Kontexten kennen Sie die Fibonacci Folge?\n",
    "</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "6c91cba5-4540-4300-ad97-3a7928221084",
   "metadata": {},
   "outputs": [],
   "source": [
    "###LÖSUNG RECHERCHE-AUFGABE \n",
    "\n",
    "\n",
    "\n",
    "###ENDE"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c612f976-3b0d-4e42-838a-344227d21b41",
   "metadata": {},
   "source": [
    "***"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "417e03fb-8e61-45db-ba40-db313fa655a4",
   "metadata": {},
   "source": [
    "<div class=\"alert alert-block alert-info\">\n",
    "Sei $(a_n)_{n \\in \\mathbb{N}}$ eine Folge, dann heißt diese  <b>Cauchy-Folge</b>, wenn:\n",
    "    \n",
    "$ \\forall \\epsilon \\gt 0 \\ \\exists N_0 \\in \\mathbb{N} \\ \\forall m,n \\in \\mathbb{N} _{\\geq N_{0}}: \\; \\vert a_n - a_m \\vert \\lt \\epsilon $\n",
    "\n",
    "</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8abba83b-8d93-4e3b-9a0b-20b137af1175",
   "metadata": {},
   "source": [
    "<div>\n",
    "\n",
    "In einem vollständigen Raum konvergiert jede Cauchy-Folge. Da $\\mathbb{R}$ vollständig sind, können wir die <b>Konvergenz</b> \n",
    "einer Folge in $\\mathbb{R}$ auch überprüfen indem wir untersuchen, ob sie eine Cauchy-Folge ist.\n",
    "\n",
    "</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "956c339f-1e37-4f55-abb3-7499710c4cff",
   "metadata": {},
   "source": [
    "<div class=\"alert alert-block alert-info\">\n",
    " \n",
    "\n",
    "Sei $(a_n)_{n \\in \\mathbb{N}}$ eine Folge, dann heißt $ G \\in \\mathbb{R} $ der <b>Grenzwert</b> dieser Folge, wenn:\n",
    "    \n",
    "$ \\forall \\epsilon \\gt 0 \\ \\exists N_0 \\in \\mathbb{N} \\ \\forall n\\in\\mathbb{N}_{\\geq N_0}: \\; \\vert a_n - G \\vert \\lt \\epsilon $\n",
    "\n",
    "</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8ef0fee1-e079-4b95-9221-d15accf6f6be",
   "metadata": {},
   "source": [
    "<div class=\"alert alert-block alert-success\">\n",
    "    \n",
    "### Aufgabe \n",
    "***\n",
    "Sei $(a_n)_{n \\in \\mathbb{N}}$ die Folge, die das Verhältnis zweier aufeinander folgender Glieder der Fibonacci-Folge beschreibt, also:\n",
    "    \n",
    "$a_1 = \\frac{f_1}{f_2}$ und im allgemeinen:\n",
    "    \n",
    "$a_n = \\frac{f_n}{f_{n+1}}$\n",
    "\n",
    "\n",
    "1) Zeigen Sie, dass das Verhältnis zweier aufeinander folgender Glieder der Fibonacci-Folge, also die Folge $(a_n)_{n \\in \\mathbb{N}}$  konvergiert.\n",
    "2) Zeigen Sie, dass der Grenzwert dem Kehrwert des goldenen Schnitts $\\frac{b}{a}$  entspricht. \n",
    "\n",
    "\n",
    "Betrachten Sie zur Verdeutlichung zunächst das Verhältnis der ersten Fibonacci-Folgenglieder.\n",
    "</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "60a15385-7bd7-4cbf-af68-f4e62d248822",
   "metadata": {},
   "outputs": [],
   "source": [
    "###LÖSUNG AUFGABE \n",
    "\n",
    "\n",
    "\n",
    "###ENDE"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "028b832c-b310-4a74-86e4-28f18c6c8797",
   "metadata": {},
   "source": [
    "***"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ac26cb44-bfa9-4917-8c23-8198fe8a7a5a",
   "metadata": {},
   "source": [
    "### (Unnützes) Wissen\n",
    "    \n",
    "Der goldene Schnitt wurde das erste Mal in der Antike \"entdeckt\", genauer gesagt stammen die ersten Aufzeichnungen von Euklid (325 bis 270 v. Chr.). Er gab ihm den Namen: \"proportio habens medium et duo extrema\" (\"Verhältnis, was einen Mittelpunkt und zwei Enden hat\") und entwickelte Methoden, die Strecken im oben beschriebenen Verhältnis mit einfachen Mitteln zu teilen.\n",
    "\n",
    "Da es in der Antike als sehr schön empfunden wurde, Gebäude auf eine saubere, symmetrische Weise zu gestalten, findet man Reihenweise Beispiele in Tempelverzierungen, die im goldenen Schnitt, aber natürlich auch anderen Symmetrien stehen. Besonders in der Renaissance entstanden viele Kunstwerke mit Akzenten in jenem Verhältnis. Sogar noch im 16. Jahrhundert baute Hieronymus Lotter ein Rathaus, bei welchem er darauf achtete, den Turm nicht mittig vor dem Gebäude, sondern leicht seitlich versetzt zu bauen, damit dieser die Gebäudebreite etwa im goldenen Schnitt teilt.\n",
    "    \n",
    "Bei all diesen Beispielen steht Schönheit und Vollkommenheit im Vordergrund. Da ist es kein Wunder, dass diese Technik noch lange keine Sache der Vergangenheit ist. Dieses Verhältnis wird auch heute noch in der Kunst vor allem der Fotografie benutzt, jedoch in der Regel weniger präzise. \n",
    "    \n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "195331ba-f908-4a13-82e9-c269178d635d",
   "metadata": {},
   "source": [
    "***"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5f3cb92a-af70-4b4a-a0a0-6238fb64f4b2",
   "metadata": {},
   "source": [
    "In der folgenden Aufgabe werden Sie <i>proportio habens medium et duo extrema</i> wie Euklid konstruieren. "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "84876557-3631-4432-b998-b1a175f3fbf1",
   "metadata": {},
   "source": [
    "<div class=\"alert alert-block alert-success\">\n",
    "    \n",
    "### Aufgabe \n",
    "***\n",
    "1. Erstellen Sie sich eine geeignete Arbeitsumgebung.    \n",
    "Teilen Sie nun eine beliebige, aber feste Strecke im goldenen Schnitt.\n",
    "Gehen Sie dafür wie in der unten stehenden Anleitung beschrieben vor.\n",
    "    \n",
    "2. Kontrollieren Sie die Arbeitsergebnisse. Erfüllen die von Ihnen erhaltenen Werte die Bedingung? Wie groß ist der Fehler?\n",
    "    \n",
    "\n",
    "</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b5e83a60-daa7-4edd-9bfb-95f05b05832e",
   "metadata": {},
   "source": [
    "<div>\n",
    "<b>Anleitung: Konstruktion mit Lineal und Zirkel:</b>\n",
    "\n",
    "1) Lege zwei Punkte $E$ und $F$ fest und verbinde diese mit dem Lineal.\n",
    "2) Lege einen neuen Punkt $M$ in der Mitte zwischen $E$ und $F$ fest.\n",
    "3) Setze den Zirkel nun auf $F$ und zeichne mit dem Radius $\\overline{MF}$ einen Kreis \n",
    "4) Ziehe eine Linie von $F$ im $90^\\circ$ Winkel zu $\\overline{MF}$ und halte einen der Schnittpunkte mit dem Kreis als neuen Punkt $G$ fest. \n",
    "5) Verbinde $G$ und $E$ mit einer neuen Linie.\n",
    "6) Setze den Zirkel nun auf $G$ und zeichnen einen weiteren Kreis mit dem Radius $\\overline{MF}$.\n",
    "7) Betrachte den Schnittpunkt mit der Hypothenuse unseres Dreiecks $EFG$ Als neuen Punkt $B$.\n",
    "8) Setze den Zirkel auf $E$ und zeichne einen Kreis mit dem Radius $\\overline{EB}$.\n",
    "9) Der Schnittpunkt des Kreises mit der Geraden $\\overline{EF}$ wird als $S$ bezeichnet.\n",
    "\n",
    "Der zuletzt gezeichnete Kreis teilt die Strecke $\\overline{EF}$ mit dem Punkt $S$ nun im Verhältnis des goldenen Schnitts.\n",
    "</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e762b238-869c-49e0-ab26-304d7a73cb77",
   "metadata": {},
   "source": [
    "***"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bf5e9d11-c5b5-4433-8409-8909134cf5f2",
   "metadata": {},
   "source": [
    "<div class=\"alert alert-block alert-success\">\n",
    "    \n",
    "### Aufgabe \n",
    "***\n",
    "Beweise, dass das Verhältnis nun tatsächlich dem des goldenen Schnittes entspricht, also:\n",
    "    \\begin{equation}\n",
    "                 \\frac{\\overline{EF}}{\\overline{ES}} = \\frac{\\overline{ES}}{\\overline{SF}}\n",
    "                 \\label{Bedingung}\n",
    "            \\end{equation}\n",
    "</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "cfd3fced-e94a-4b37-8c8c-982c271b5c1c",
   "metadata": {},
   "source": [
    "***"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9f7cdb7e-5dd4-444a-bbfd-0419c38efd2d",
   "metadata": {},
   "source": [
    "## Goldener Schnitt: Konstruktion über einem Kreis"
   ]
  },
  {
   "attachments": {
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"
    }
   },
   "cell_type": "markdown",
   "id": "d2c59327-1139-4827-a174-b1a24d6787d0",
   "metadata": {},
   "source": [
    "\n",
    "\n",
    "<div>\n",
    "    <img src=\"attachment:4b9c19f7-c338-44e9-96fe-e5d0bc1fd496.png\" width=\"300\"/>\n",
    "</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4b9d8aae-0071-49a0-a665-eb97405262dd",
   "metadata": {},
   "source": [
    "<div class=\"alert alert-block alert-success\">\n",
    "    \n",
    "### Aufgabe \n",
    "***\n",
    " Wie oben skizziert, soll um ein gleichschenkliges Dreieck ein Kreis gezeichnet werden, sodass dieser jede Ecken des Dreiecks berührt.\n",
    "\n",
    "Nun können Sie anhand dessen zu einer ausgewählten Länge $a$ die richtige Länge $b$ konstruieren, wobei $a$ und $b$ die oben genannte Bedingung erfüllen sollen.\n",
    "    \n",
    "Beweisen Sie, dass Sie mit den Verhältnissen wie in der Skizze angegeben, Sie tatsächlich das passende $b$ ermitteln.\n",
    "</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1c067818-aa2b-4882-a4d3-9ccb1e21f995",
   "metadata": {},
   "source": [
    "***"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2025ef3c-1ec8-4651-b56a-67383c367a9f",
   "metadata": {},
   "source": [
    "### (Unnützes) Wissen:\n",
    "\n",
    "Man findet dieses Phänomen sogar am eigenen Körper! Das Verhältnis der Länge der Strecken vom Bauchnabel bis Kopf und vom Bauchnabel zum Boden ist dasselbe wie das Verhätnis der Länge der Strecke vom Bauchnabel zum Boden und der gesamten Körpergröße. \n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bd2d40b0-ffe8-4657-b588-230323c508ee",
   "metadata": {},
   "source": [
    "***"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a9b95aed-9bb5-4161-90bd-ba1cbf3aa204",
   "metadata": {},
   "source": [
    "## Der Goldene Schnitt in der Natur"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "122c1c5e-f6fa-4cec-ab4b-886fcc75365f",
   "metadata": {},
   "source": [
    "<div class=\"alert alert-block alert-success\">\n",
    "    \n",
    "### Recherche-Aufgabe \n",
    "***\n",
    "1. Was hat der Goldene Schnitt mit einer Schnecke zu tun?\n",
    "2. Was hat der Goldene Schnitt mit einer Rose tun?\n",
    "3. Welche evolutionären Vorteile bietet der goldene Schnitt für diese Lebewesen?\n",
    "</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "a6ed7889-9c53-4e52-acab-e49f64e42004",
   "metadata": {},
   "outputs": [],
   "source": [
    "###LÖSUNG RECHERCHE-AUFGABE \n",
    "\n",
    "\n",
    "\n",
    "###ENDE"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "99683393-a9e3-4ae7-96d4-556f6e4fda27",
   "metadata": {},
   "source": [
    "***"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "311bd7c8-9f17-4086-87ae-59506c83ef55",
   "metadata": {},
   "source": [
    "Man kann das Verhältnis des Umfangs eines Kreises ebenfalls im goldenen Schnitt aufteilen."
   ]
  },
  {
   "attachments": {
    "2e891ffa-4dc1-4414-8e37-b81c9d5c212d.png": {
     "image/png": 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"
    }
   },
   "cell_type": "markdown",
   "id": "5f429bff-c200-4025-9eb6-87f9f29e2319",
   "metadata": {},
   "source": [
    "\n",
    "\n",
    "<div>\n",
    "    <img src=\"attachment:2e891ffa-4dc1-4414-8e37-b81c9d5c212d.png\" width=\"300\"/>\n",
    "</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "05f10d8b-95db-4f44-83f0-6b1f6ee63256",
   "metadata": {},
   "source": [
    "<div class=\"alert alert-block alert-success\">\n",
    "    \n",
    "### Aufgabe \n",
    "***\n",
    "1. Zeigen Sie, dass Sie für einen festen Startpunkt $x_0$ in einem Kreis, niemals zweimal denselben Punkt erreichen, wenn Sie immer um das Verhältnis b ($\\approx 137^\\circ$) herumgehen. \n",
    "(<i>Hinweis:</i> Nutzen Sie das Wissen der vorherigen Aufgaben.)\n",
    "2. Veranschaulichen Sie sich die Aufgabe zunächst anhand der ersten 4 Rotationen.\n",
    "</div>"
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   "source": [
    "###LÖSUNG AUFGABE \n",
    "\n",
    "\n",
    "\n",
    "###ENDE"
   ]
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    "***"
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    "<div class=\"alert alert-block alert-danger\">\n",
    "    \n",
    "### Rückblick-Aufgabe\n",
    "***\n",
    "Das Ziel dieses Projekts war es den Goldenen Schnittes und seine \"Schönheit\" kennenzulernen und zu verstehen. \n",
    "Sie sollten die Möglichkeit haben so verblüfft zu werden wie Euklid und vielleicht können Sie auch den ein oder anderen Tipp mitnehmen, Ihre fotografischen Künste aufzubessern. \n",
    "\n",
    "Finden Sie weitere Beispiele, in der Mathematik, Natur oder Kultur, bei denen der goldene Schnitt auftaucht.\n",
    "\n",
    "Überlegen Sie, welche anderen Phänomene von Symmetrie in der Natur Sie außerdem kennen und aus welchem evolutionärem Vorteil diese entstanden sind.\n",
    "    \n",
    "</div>"
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    "***"
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    "### Literaturhinweise\n",
    "- https://www.planet-wissen.de/natur/forschung/mathematik/pwiedergoldeneschnitt100.html\n",
    "- https://www.spektrum.de/lexikon/mathematik/der-goldene-schnitt/2514\n"
   ]
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