\r\nNote that the side of the Moon facing the Earth is always the same one. We say that its orbit is synchronous.\u003Cbr />\r\nNote that everything is not to scale in this animation. See the animation “Eclipses” to observe those phenomena.\u003C/p>\r\n\r\n\u003Cp>\u003Cstrong>Click \u003C/strong>on {pause} to stop the movie and show the Moon the way we see it from the Earth.\u003C/p>",[1665,1675,1683,1694,1704,1714],{"id":1666,"title":1667,"slug":1668,"mediaType":752,"thumbnailSizes":1669,"thumbnailBackground":816,"publishedAt":1673,"isExpert":761,"goals":1674},481,"Universal gravitation","universal-gravitation",{"node_pack":1670,"suggestion":1671,"title":1672},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/481-6545f37c9daa7085627973.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/481-6545f37c9daa7085627973.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/481-6545f37c9daa7085627973.webp",{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>To understand how to place an object in orbit.\u003C/li>\r\n\t\u003Cli>To show that circular motion is a special case of an elliptical orbit.\u003C/li>\r\n\u003C/ul>",{"id":1676,"title":1677,"slug":1668,"mediaType":942,"thumbnailSizes":1678,"thumbnailBackground":795,"publishedAt":1682,"isExpert":761,"goals":786},798,"Universal Gravitation",{"node_pack":1679,"suggestion":1680,"title":1681},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/798-6545f44853729588007839.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/798-6545f44853729588007839.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/798-6545f44853729588007839.webp",{"date":759,"timezone_type":446,"timezone":760},{"id":1684,"title":1685,"slug":1686,"mediaType":752,"thumbnailSizes":1687,"thumbnailBackground":786,"publishedAt":1691,"isExpert":761,"goals":1693},1001,"Moon phases vs. Earth phases","moon-phases-vs-earth-phases",{"node_pack":1688,"suggestion":1689,"title":1690},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/1001-phases-terre-lune-667c1db84e314235045370.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/1001-phases-terre-lune-667c1db84e314235045370.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/1001-phases-terre-lune-667c1db84e314235045370.webp",{"date":1692,"timezone_type":446,"timezone":760},"2024-06-26 22:39:04.000000","\u003Cul>\r\n\t\u003Cli>To understand the dynamics of the Sun-Earth-Moon system;\u003C/li>\r\n\t\u003Cli>To play with shadows and the rectilinear propagation of light;\u003C/li>\r\n\t\u003Cli>To show how our perception of a phenomenon depends on our point of view;\u003C/li>\r\n\t\u003Cli>To define the phases of the moon and the phases of the earth;\u003C/li>\r\n\u003C/ul>",{"id":1695,"title":1696,"slug":1697,"mediaType":752,"thumbnailSizes":1698,"thumbnailBackground":989,"publishedAt":1702,"isExpert":761,"goals":1703},606,"Moon phases","moon-phases",{"node_pack":1699,"suggestion":1700,"title":1701},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/606-6545f3d0dcbb2533669454.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/606-6545f3d0dcbb2533669454.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/606-6545f3d0dcbb2533669454.webp",{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>To display the Sun/Moon/Earth configuration for each phase of the moon.\u003C/li>\r\n\u003C/ul>",{"id":1705,"title":1706,"slug":1707,"mediaType":752,"thumbnailSizes":1708,"thumbnailBackground":827,"publishedAt":1712,"isExpert":761,"goals":1713},156,"Earth/Moon system #2","earth-moon-system-2",{"node_pack":1709,"suggestion":1710,"title":1711},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/156-6545f2c0d0e12010425619.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/156-6545f2c0d0e12010425619.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/156-6545f2c0d0e12010425619.webp",{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>To illustrate the motion of the center of mass of the Earth / Moon system.\u003C/li>\r\n\u003C/ul>",{"id":1715,"title":111,"slug":112,"mediaType":752,"thumbnailSizes":1716,"thumbnailBackground":827,"publishedAt":1720,"isExpert":761,"goals":1722},345,{"node_pack":1717,"suggestion":1718,"title":1719},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/345-6545f32a1c0e9657320332.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/345-6545f32a1c0e9657320332.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/345-6545f32a1c0e9657320332.webp",{"date":1721,"timezone_type":446,"timezone":760},"2025-09-01 00:00:00.000000","\u003Cul>\r\n\t\u003Cli>To explore the solar system.\u003C/li>\r\n\t\u003Cli>To distinguish planets from dwarf planets.\u003C/li>\r\n\u003C/ul>",[125,1724,1725,133,1726,1727,1728,1729,1730,1731,1732,1733],"center of mass","earth","lunar","moon","orbit","revolution","rotation","satellite","synchronous","tides",{"ar":1735,"de":1737,"en":1739,"es":1740,"fr":1742,"ma":1744,"nl":1746,"ru":1748,"tr":1750},{"slug":1736},"lmjmw-h-rd-qmr-1",{"slug":1738},"system-erde-mond-1",{"slug":1656},{"slug":1741},"sistema-tierra-luna-1",{"slug":1743},"systeme-terre-lune-1",{"slug":1745},"almjmw-t-ard-qmr-1",{"slug":1747},"aarde-maan-systeem",{"slug":1749},"sistema-zemlya-luna-1",{"slug":1751},"dunya-ay-sistemi-1",["Reactive",1753],{"$si18n:cached-locale-configs":1754,"$si18n:resolved-locale":1767,"$srequestPostData":786,"$smain_media-search-result":786},{"en":1755,"fr":1757,"es":1759,"de":1761,"nl":1763,"ar":1765},{"fallbacks":1756,"cacheable":882},[],{"fallbacks":1758,"cacheable":882},[],{"fallbacks":1760,"cacheable":882},[],{"fallbacks":1762,"cacheable":882},[],{"fallbacks":1764,"cacheable":882},[],{"fallbacks":1766,"cacheable":882},[],"",["Set"],["ShallowReactive",1770],{"useApiFetch:en:/setup":-1,"useCustomFetch:noCache:1760629429282":-1,"useCustomFetch:noCache:1760629429522":1771},["NuxtError",1772],{"message":1773,"statusCode":187,"statusMessage":1774,"data":1775},"[GET] \"http://symfony.internal/api/internal/en/user?server-to-server-domain=www\": 403 Forbidden","Forbidden",{"error":1776,"geo":1777,"features":1782},"You have to login",{"country":1778,"countryState":1779,"city":1780,"currency":1781,"isEurope":761},"US","OH","Columbus","USD",{"withNewAccount":761,"withLogin":882,"withPasswordForgotten":882,"withChangeInstitution":761,"withContact":882,"withNewsletter":882,"disableOutgoingLinks":761},"/en/media/158-earth-moon-system-1",{"domain":1785,"current-page-route-i18n":1793,"user":1802,"search":1803,"directory":1808,"media":1811,"showcase":1815,"node":2730},{"_nuxtBaseUrl":1786,"_symfonyBaseUrl":1788,"_apiBaseUrl":1789,"domainData":1791},["Ref",1787],"https://{domain}.edumedia.com",["Ref",1787],["Ref",1790],"/api/internal",["Ref",1792],["Reactive",4],{"baseName":1794,"params":1796,"i18nParams":1800},["Ref",1795],"media-id-slug",["Ref",1797],["Reactive",1798],{"id":1799,"slug":1656},"158",["Ref",1801],["Reactive",1734],{},{"queryString":1804,"currentSearchQuery":1806},["EmptyRef",1805],"\"\"",["EmptyRef",1807],"null",{"currentDirectory":1809,"currentDirectorySlideshowPosition":1810},["EmptyRef",1807],["EmptyRef",1807],{"medias":1812},["Ref",1813],["Reactive",1814],{"158":1653},{"domain":1816,"selectedNodeMediaCards":1817},["Ref",5],["Ref",1818],["Reactive",1819],[1820,1832,1844,1854,1861,1872,1884,1894,1901,1912,1924,1936,1943,1954,1966,1978,1989,1997,2008,2019,2031,2041,2052,2057,2066,2076,2086,2095,2106,2117,2125,2134,2144,2153,2163,2172,2181,2191,2201,2212,2221,2231,2241,2252,2262,2273,2283,2293,2304,2314,2324,2335,2345,2355,2364,2374,2383,2392,2402,2412,2422,2431,2439,2449,2459,2465,2474,2483,2492,2503,2513,2523,2532,2542,2552,2562,2572,2578,2588,2598,2609,2619,2625,2635,2644,2654,2662,2671,2681,2692,2703,2713,2723],{"id":1821,"title":1822,"slug":1823,"mediaType":752,"thumbnailSizes":1824,"thumbnailBackground":979,"publishedAt":1828,"isExpert":761,"goals":1830,"originalIndex":1831},939,"die Logarithmus-Funktion","die-logarithmus-funktion",{"node_pack":1825,"suggestion":1826,"title":1827},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/939-6545f4820d316841733155.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/939-6545f4820d316841733155.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/939-6545f4820d316841733155.webp",{"date":1829,"timezone_type":446,"timezone":760},"2024-04-26 11:01:25.000000","\u003Cul>\r\n\t\u003Cli>Die Logarithmusfunktion zur Basis q analysieren.\u003C/li>\r\n\t\u003Cli>Den Begriff des Umkehrschlusses zwischen der Exponential- und der Logarithmusfunktion verstehen.\u003C/li>\r\n\t\u003Cli>Den Einfluss des Parameters A und k im allgemeinen Ausdruck f(x) = A·log\u003Csub>q\u003C/sub>(kx) untersuchen. Die Eigenschaften des Logarithmus veranschaulichen.\u003C/li>\r\n\u003C/ul>",0,{"id":1833,"title":1834,"slug":1835,"mediaType":752,"thumbnailSizes":1836,"thumbnailBackground":757,"publishedAt":1840,"isExpert":761,"goals":1842,"originalIndex":1843},983,"Digitale Sachlichkeit","digitale-sachlichkeit",{"node_pack":1837,"suggestion":1838,"title":1839},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/983-6545f495e8afe410998489.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/983-6545f495e8afe410998489.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/983-6545f495e8afe410998489.webp",{"date":1841,"timezone_type":446,"timezone":760},"2023-05-17 00:00:00.000000","\u003Cul>\r\n\t\u003Cli>Die Einheiten Byte, Ko, MB, GB, TB definieren.\u003C/li>\r\n\t\u003Cli>Den ökologischen Fußabdruck unseres numerischen Lebens abschätzen.\u003C/li>\r\n\u003C/ul>",1,{"id":1845,"title":1846,"slug":1847,"mediaType":752,"thumbnailSizes":1848,"thumbnailBackground":816,"publishedAt":1852,"isExpert":761,"goals":1853,"originalIndex":443},980,"Milli Mikro Nano","milli-mikro-nano",{"node_pack":1849,"suggestion":1850,"title":1851},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/980-6545f49490ee0461014507.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/980-6545f49490ee0461014507.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/980-6545f49490ee0461014507.webp",{"date":1841,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>Sich kleine Zahlen bis zu Milliardsteln vorstellen.\u003C/li>\r\n\t\u003Cli>Kleine Zahlen schätzen und einen Näherungswert finden.\u003C/li>\r\n\t\u003Cli>Den Begriff der "signifikanten Zahl" verstehen.\u003C/li>\r\n\t\u003Cli>Die Bedeutungen der Präfixe DÉCI, CENTI, MILLI, MIKRO, NANO ... verstehen.\u003C/li>\r\n\t\u003Cli>Dezimalzahlen mithilfe der wissenschaftlichen Schreibweise schreiben.\u003C/li>\r\n\u003C/ul>",{"id":1454,"title":1855,"slug":1856,"mediaType":752,"thumbnailSizes":1857,"thumbnailBackground":827,"publishedAt":1858,"isExpert":882,"goals":1860,"originalIndex":446},"Rückfangmethode","rueckfangmethode",{"node_pack":1458,"suggestion":1459,"title":1460},{"date":1859,"timezone_type":446,"timezone":760},"2022-02-18 00:00:00.000000","\u003Cul>\r\n\t\u003Cli>Simulieren der CMR-Methode und beurteilen einer unbekannte Population.\u003C/li>\r\n\t\u003Cli>Einführen des Konzepts des Konfidenzintervalls oder der Fehlerwahrscheinlichkeit.\u003C/li>\r\n\u003C/ul>",{"id":1862,"title":1863,"slug":1864,"mediaType":752,"thumbnailSizes":1865,"thumbnailBackground":773,"publishedAt":1869,"isExpert":761,"goals":1871,"originalIndex":449},937,"Exponentialfunktion","exponentialfunktion",{"node_pack":1866,"suggestion":1867,"title":1868},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/937-6545f4812d44b576374264.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/937-6545f4812d44b576374264.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/937-6545f4812d44b576374264.webp",{"date":1870,"timezone_type":446,"timezone":760},"2022-01-31 14:41:13.000000","\u003Cul>\r\n\t\u003Cli>Exponentialfunktionen mit der Basis q analysieren.\u003C/li>\r\n\t\u003Cli>Einführung der Exponentialkonstante e.\u003C/li>\r\n\t\u003Cli>Untersuchung des Einflusses der Parameter A und k im allgemeinen Ausdruck f (x) = Aq\u003Csup>(kx)\u003C/sup>.\u003C/li>\r\n\u003C/ul>",{"id":1873,"title":1874,"slug":1875,"mediaType":752,"thumbnailSizes":1876,"thumbnailBackground":947,"publishedAt":1880,"isExpert":761,"goals":1882,"originalIndex":1883},932,"Potenzfunktion","potenzfunktion",{"node_pack":1877,"suggestion":1878,"title":1879},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/932-6545f47f92772559490437.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/932-6545f47f92772559490437.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/932-6545f47f92772559490437.webp",{"date":1881,"timezone_type":446,"timezone":760},"2022-01-31 00:00:00.000000","\u003Cul>\r\n\t\u003Cli>Identifizieren von Graphen der Potenzfunktion (y = ax\u003Csup>n\u003C/sup>) anhand ihres Exponenten n (ganz, positiv, negativ, rational) und des Koeffizienten a.\u003C/li>\r\n\t\u003Cli>Untersuchen von Definitionsbereichen, Grenzen und Asymptoten der Funktionen y = ax\u003Csup>n\u003C/sup>, y = ax\u003Csup>1/n\u003C/sup>, y = ax\u003Csup>-n\u003C/sup>.\u003C/li>\r\n\t\u003Cli>Einführen des mit jeder Funktion verbundenen Vokabulars.\u003C/li>\r\n\u003C/ul>",5,{"id":1885,"title":1886,"slug":1887,"mediaType":752,"thumbnailSizes":1888,"thumbnailBackground":784,"publishedAt":1892,"isExpert":761,"goals":1893,"originalIndex":455},935,"Kosinus- und Sinusfunktion","kosinus-und-sinusfunktion",{"node_pack":1889,"suggestion":1890,"title":1891},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/935-6545f480347c3362175418.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/935-6545f480347c3362175418.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/935-6545f480347c3362175418.webp",{"date":1881,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>Analysieren und Interpretieren der trigonometrischen Grundfunktionen Sinus und Cosinus (Rolle der Parameter, Periode, Amplitude, Phasenver-schiebung und Argument).\u003C/li>\r\n\t\u003Cli>Zuordnen eines Wertes einer Sinus- oder Kosinusfunktion zu der Ordina-te oder Abszisse eines Punktes, der sich auf dem trigonometrischen Ein-heitskreis befindet.\u003C/li>\r\n\t\u003Cli>Vergleichen von 2 Sinus- oder Kosinusfunktionen mit unterschiedlichen Phasenverschiebungen und herleiten der trigonometrischen Formeln.\u003C/li>\r\n\u003C/ul>\r\n\r\n\u003Cp> \u003C/p>",{"id":1465,"title":1895,"slug":1896,"mediaType":752,"thumbnailSizes":1897,"thumbnailBackground":816,"publishedAt":1898,"isExpert":882,"goals":1900,"originalIndex":452},"Gendrift","gendrift",{"node_pack":1469,"suggestion":1470,"title":1471},{"date":1899,"timezone_type":446,"timezone":760},"2019-09-05 00:00:00.000000","\u003Cul>\r\n\t\u003Cli>Hypothesen zur Erklärung, welche Mechanismen für den Diversitätsverlust einer Population verantwortlich sein können, vorbringen und validieren\u003C/li>\r\n\t\u003Cli>Die Verbindung erklären, die zwischen der Gendrift und der Größe einer Population besteht. \u003C/li>\r\n\u003C/ul>",{"id":1902,"title":1903,"slug":1904,"mediaType":752,"thumbnailSizes":1905,"thumbnailBackground":838,"publishedAt":1909,"isExpert":761,"goals":1910,"originalIndex":1911},928,"Polynomfunktionen (n≤2)","polynomfunktionen-n-2",{"node_pack":1906,"suggestion":1907,"title":1908},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/928-6545f47d0cd9b686104426.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/928-6545f47d0cd9b686104426.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/928-6545f47d0cd9b686104426.webp",{"date":1899,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>Das Konzept einer Polynomfunktion einführen. \u003C/li>\r\n\t\u003Cli>Wissen, wie man eine quadratische und eine lineare Funktion kennzeichnet. \u003C/li>\r\n\t\u003Cli>Den Einfluss der Funktionsparameter auf ihre grafische Darstellung verstehen. \u003C/li>\r\n\t\u003Cli>Den Graphen einer Funktion interpretieren können.\u003C/li>\r\n\t\u003Cli>Fähig sein, eine Polynomfunktion zweiten Grades in verschiedenen Formen auszudrücken (Normal-, faktorisierte und Scheitelpunktsform) und die Koordianten bestimmter charakteristischer Punkte kennen. \u003C/li>\r\n\u003C/ul>",8,{"id":1913,"title":1914,"slug":1915,"mediaType":752,"thumbnailSizes":1916,"thumbnailBackground":925,"publishedAt":1920,"isExpert":882,"goals":1922,"originalIndex":1923},924,"Orthodrome und Loxodrome","orthodrome-und-loxodrome",{"node_pack":1917,"suggestion":1918,"title":1919},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/924-6545f47b48c80499838634.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/924-6545f47b48c80499838634.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/924-6545f47b48c80499838634.webp",{"date":1921,"timezone_type":446,"timezone":760},"2019-09-02 00:00:00.000000","\u003Cul>\r\n\t\u003Cli>Die Schwierigkeiten bei der Messung der Entfernung zwischen zwei Punkten auf einer Kugel veranschaulichen. \u003C/li>\r\n\t\u003Cli>Die Länge eines Meridianbogens und eines Breitenkreisbogens berechnen. \u003C/li>\r\n\t\u003Cli>Die Länge verschiedener Wege, die zwei Punkte auf der Erdoberfläche verbinden, vergleichen. \u003C/li>\r\n\u003C/ul>",9,{"id":1925,"title":1926,"slug":1927,"mediaType":752,"thumbnailSizes":1928,"thumbnailBackground":979,"publishedAt":1932,"isExpert":761,"goals":1934,"originalIndex":1935},850,"Bruchrechnung","bruchrechnung",{"node_pack":1929,"suggestion":1930,"title":1931},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/850-6545f462b290e870847237.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/850-6545f462b290e870847237.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/850-6545f462b290e870847237.webp",{"date":1933,"timezone_type":446,"timezone":760},"2019-08-15 00:00:00.000000","\u003Cul>\r\n\t\u003Cli>Einfache Brüche darstellen können.\u003C/li>\r\n\t\u003Cli>Das Konzept des gleichwertigen Bruchs verstehen.\u003C/li>\r\n\t\u003Cli>Brüche einordnen können : grafische Methode oder Berechnung des kgV. \u003C/li>\r\n\u003C/ul>",10,{"id":1413,"title":1937,"slug":1938,"mediaType":752,"thumbnailSizes":1939,"thumbnailBackground":827,"publishedAt":1940,"isExpert":761,"goals":786,"originalIndex":1942},"Galtonbrett","galtonbrett",{"node_pack":1417,"suggestion":1418,"title":1419},{"date":1941,"timezone_type":446,"timezone":760},"2018-06-22 00:00:00.000000",11,{"id":1944,"title":1945,"slug":1946,"mediaType":752,"thumbnailSizes":1947,"thumbnailBackground":816,"publishedAt":1951,"isExpert":761,"goals":1952,"originalIndex":1953},906,"Römische Zahlen","roemische-zahlen",{"node_pack":1948,"suggestion":1949,"title":1950},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/906-6545f470ca058029558222.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/906-6545f470ca058029558222.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/906-6545f470ca058029558222.webp",{"date":1941,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>Seinen Sinn für Logik und seine Fähigkeit zum abstrakten Denken testen. \u003C/li>\r\n\t\u003Cli>Aufzeigen, dass es verschiedene Darstellungsformen von Zahlen gibt.\u003C/li>\r\n\t\u003Cli>Erklären, warum das römische Zahlensystem kein Stellenwertsystem ist. \u003C/li>\r\n\u003C/ul>",12,{"id":1955,"title":1956,"slug":1957,"mediaType":752,"thumbnailSizes":1958,"thumbnailBackground":827,"publishedAt":1962,"isExpert":761,"goals":1964,"originalIndex":1965},896,"Quiz: Brüche","quiz-brueche",{"node_pack":1959,"suggestion":1960,"title":1961},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/896-6545f46a3e982264722548.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/896-6545f46a3e982264722548.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/896-6545f46a3e982264722548.webp",{"date":1963,"timezone_type":446,"timezone":760},"2018-03-01 00:00:00.000000","\u003Cul>\r\n\t\u003Cli>Einfache Brüche darstellen können.\u003C/li>\r\n\t\u003Cli>Einen Bruch ausgehend von seiner grafischen Darstellung schreiben können und umgekehrt. \u003C/li>\r\n\t\u003Cli>Probleme lösen können. \u003C/li>\r\n\u003C/ul>",13,{"id":1967,"title":1968,"slug":1969,"mediaType":752,"thumbnailSizes":1970,"thumbnailBackground":757,"publishedAt":1974,"isExpert":761,"goals":1976,"originalIndex":1977},146,"Logikgatter","logikgatter",{"node_pack":1971,"suggestion":1972,"title":1973},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/146-6545f2baa4f82674111027.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/146-6545f2baa4f82674111027.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/146-6545f2baa4f82674111027.webp",{"date":1975,"timezone_type":446,"timezone":760},"2018-02-22 00:00:00.000000","\u003Cul>\r\n\t\u003Cli>Die Grundfunktionen der Booleschen Algebra, die Logikgatter genannt werden, definieren. \u003C/li>\r\n\t\u003Cli>Jedes Logikgatter mit seinem graphischen Symbol assoziieren.\u003C/li>\r\n\t\u003Cli>Jedes Logikgatter durch seine Wahrheitstabelle definieren. \u003C/li>\r\n\u003C/ul>",14,{"id":1979,"title":1980,"slug":1981,"mediaType":752,"thumbnailSizes":1982,"thumbnailBackground":773,"publishedAt":1986,"isExpert":761,"goals":1988,"originalIndex":777},892,"Die Zahlengerade","die-zahlengerade",{"node_pack":1983,"suggestion":1984,"title":1985},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/892-6545f467cd43e044075059.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/892-6545f467cd43e044075059.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/892-6545f467cd43e044075059.webp",{"date":1987,"timezone_type":446,"timezone":760},"2018-02-14 00:00:00.000000","\u003Cul>\r\n\t\u003Cli>Zahlen auf der Zahlengerade bestimmen können.\u003C/li>\r\n\t\u003Cli>Den Wert der Skalierung berechnen können.\u003C/li>\r\n\t\u003Cli>In Schritten zählen können. \u003C/li>\r\n\u003C/ul>",{"id":1042,"title":1990,"slug":1991,"mediaType":752,"thumbnailSizes":1992,"thumbnailBackground":947,"publishedAt":1993,"isExpert":761,"goals":1995,"originalIndex":1996},"Würfeln","wuerfeln",{"node_pack":1046,"suggestion":1047,"title":1048},{"date":1994,"timezone_type":446,"timezone":760},"2017-11-02 00:00:00.000000","\u003Cul>\r\n\t\u003Cli>Den Begriff der Wahrscheinlichkeit einführen. \u003C/li>\r\n\u003C/ul>",16,{"id":1998,"title":1999,"slug":2000,"mediaType":752,"thumbnailSizes":2001,"thumbnailBackground":784,"publishedAt":2005,"isExpert":761,"goals":2007,"originalIndex":67},201,"Vielfache und Primzahlen","vielfache-und-primzahlen",{"node_pack":2002,"suggestion":2003,"title":2004},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/201-6545f2da809f3286325323.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/201-6545f2da809f3286325323.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/201-6545f2da809f3286325323.webp",{"date":2006,"timezone_type":446,"timezone":760},"2017-04-19 00:00:00.000000","\u003Cul>\r\n\t\u003Cli>Die Vielfachen und die Teiler einer Zahl erkennen können.\u003C/li>\r\n\t\u003Cli>Eine zusammengesetzte Zahl von einer Primzahl unterscheiden können. \u003C/li>\r\n\u003C/ul>",{"id":2009,"title":2010,"slug":2011,"mediaType":752,"thumbnailSizes":2012,"thumbnailBackground":979,"publishedAt":2016,"isExpert":761,"goals":2018,"originalIndex":12},832,"4 Quadranten Kartesisches Koordinatensystem","4-quadranten-kartesisches-koordinatensystem",{"node_pack":2013,"suggestion":2014,"title":2015},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/832-6545f4582e462205807632.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/832-6545f4582e462205807632.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/832-6545f4582e462205807632.webp",{"date":2017,"timezone_type":446,"timezone":760},"2016-12-11 00:00:00.000000","\u003Cul>\r\n\t\u003Cli>Erlernen wie man sich innerhalb eines Gitters bewegt.\u003C/li>\r\n\t\u003Cli>Die Koordinaten eines Punktes identifizieren.\u003C/li>\r\n\t\u003Cli>Erlernen wie man einen Punkt innerhalb eines Gitters setzt.\u003C/li>\r\n\t\u003Cli>Erfassen der symmetrischen Eigenschaften bezüglich der Abszisse (X-Achse) und der Ordinate (Y-Achse).\u003C/li>\r\n\u003C/ul>",{"id":2020,"title":2021,"slug":2022,"mediaType":752,"thumbnailSizes":2023,"thumbnailBackground":827,"publishedAt":2027,"isExpert":761,"goals":2029,"originalIndex":2030},650,"Vierecke","vierecke",{"node_pack":2024,"suggestion":2025,"title":2026},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/650-6545f3ef7e8eb443976666.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/650-6545f3ef7e8eb443976666.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/650-6545f3ef7e8eb443976666.webp",{"date":2028,"timezone_type":446,"timezone":760},"2016-02-12 00:00:00.000000","\u003Cul>\r\n\t\u003Cli>Das Erkennen, Beschreiben, Benennen und Reproduzieren von einfachen geometrischen Figuren.\u003C/li>\r\n\t\u003Cli>Mit dem Lineal ebende Figuren zu vermessen und ihr Wesen nachzuweisen.\u003C/li>\r\n\u003C/ul>",19,{"id":2032,"title":2033,"slug":2034,"mediaType":752,"thumbnailSizes":2035,"thumbnailBackground":827,"publishedAt":2039,"isExpert":761,"goals":2040,"originalIndex":80},760,"Ganze Zahlen","ganze-zahlen",{"node_pack":2036,"suggestion":2037,"title":2038},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/760-6545f437bed8f850267257.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/760-6545f437bed8f850267257.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/760-6545f437bed8f850267257.webp",{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>die ganzen Zahlen auf der Zahlengerade darstellen können\u003C/li>\r\n\t\u003Cli>die relative Position einer Zahl im Bezug auf eine andere Zahl verstehen\u003C/li>\r\n\t\u003Cli>Rechenoperationen (Addition, Subtraktion) mit Hilfe der Zahlengeraden durchführen können\u003C/li>\r\n\u003C/ul>",{"id":2042,"title":2043,"slug":2044,"mediaType":752,"thumbnailSizes":2045,"thumbnailBackground":979,"publishedAt":2049,"isExpert":761,"goals":2050,"originalIndex":2051},285,"Absolutbetrag","absolutbetrag",{"node_pack":2046,"suggestion":2047,"title":2048},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/285-6545f30874106773488430.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/285-6545f30874106773488430.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/285-6545f30874106773488430.webp",{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>Vergleich zwischen den Kurven bestimmter Funktionen, die den Absolutbetrag benutzen.\u003C/li>\r\n\u003C/ul>",21,{"id":777,"title":2053,"slug":2054,"mediaType":752,"thumbnailSizes":2055,"thumbnailBackground":784,"publishedAt":2056,"isExpert":761,"goals":786,"originalIndex":50},"Ebener Schnitt","ebener-schnitt",{"node_pack":781,"suggestion":782,"title":783},{"date":759,"timezone_type":446,"timezone":760},{"id":2058,"title":2059,"slug":2060,"mediaType":752,"thumbnailSizes":2061,"thumbnailBackground":795,"publishedAt":2065,"isExpert":761,"goals":786,"originalIndex":29},300,"Punktsymmetrie","punktsymmetrie",{"node_pack":2062,"suggestion":2063,"title":2064},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/300-6545f310b78e4550147726.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/300-6545f310b78e4550147726.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/300-6545f310b78e4550147726.webp",{"date":759,"timezone_type":446,"timezone":760},{"id":2067,"title":2068,"slug":2069,"mediaType":752,"thumbnailSizes":2070,"thumbnailBackground":947,"publishedAt":2074,"isExpert":761,"goals":2075,"originalIndex":76},412,"Aufriss eines Würfels","aufriss-eines-wuerfels",{"node_pack":2071,"suggestion":2072,"title":2073},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/412-6545f353cff34277742267.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/412-6545f353cff34277742267.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/412-6545f353cff34277742267.webp",{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>Die Schüler dazu auffordern, mögliche Lösungen auszuprobieren (Aufrisse 8 und 9 bilden keinen Würfel).\u003C/li>\r\n\t\u003Cli>Andere Aufrisse von Würfeln erkennen und konstruieren (es gibt 11).\u003C/li>\r\n\u003C/ul>",{"id":2077,"title":2078,"slug":2079,"mediaType":752,"thumbnailSizes":2080,"thumbnailBackground":816,"publishedAt":2084,"isExpert":761,"goals":2085,"originalIndex":1032},292,"Seitenhalbierende","seitenhalbierende",{"node_pack":2081,"suggestion":2082,"title":2083},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/292-6545f30bf0ad6410755955.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/292-6545f30bf0ad6410755955.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/292-6545f30bf0ad6410755955.webp",{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>Anzeige des Schwerpunktes jedes beliebigen Dreiecks.\u003C/li>\r\n\u003C/ul>",{"id":260,"title":2087,"slug":2088,"mediaType":752,"thumbnailSizes":2089,"thumbnailBackground":773,"publishedAt":2093,"isExpert":761,"goals":2094,"originalIndex":72},"Kartesisch - Polar","kartesisch-polar",{"node_pack":2090,"suggestion":2091,"title":2092},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/65-6545f3eee6d0c675295685.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/65-6545f3eee6d0c675295685.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/65-6545f3eee6d0c675295685.webp",{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>Darstellung des Übergangs vom kartesianischen zum polaren Koordinatensystem.\u003C/li>\r\n\u003C/ul>",{"id":2096,"title":2097,"slug":2098,"mediaType":752,"thumbnailSizes":2099,"thumbnailBackground":795,"publishedAt":2103,"isExpert":761,"goals":2104,"originalIndex":2105},765,"Integral","integral",{"node_pack":2100,"suggestion":2101,"title":2102},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/765-6545f43a840c1469984575.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/765-6545f43a840c1469984575.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/765-6545f43a840c1469984575.webp",{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>Verstehen des Grundkonzepts der Integralrechnung ausgehend von einer graphischen Annäherung.\u003C/li>\r\n\u003C/ul>",27,{"id":2107,"title":2108,"slug":2109,"mediaType":752,"thumbnailSizes":2110,"thumbnailBackground":2114,"publishedAt":2115,"isExpert":761,"goals":2116,"originalIndex":17},271,"Ableitung und Tangente","ableitung-und-tangente",{"node_pack":2111,"suggestion":2112,"title":2113},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/271-6545f30192311417625174.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/271-6545f30192311417625174.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/271-6545f30192311417625174.webp","#6175ac",{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>Definition der gebräuchlichen Begriffe wie Steigung, Wendepunkt, Ableitung in einem Punkt, ...\u003C/li>\r\n\u003C/ul>",{"id":2118,"title":2119,"slug":2120,"mediaType":752,"thumbnailSizes":2121,"thumbnailBackground":786,"publishedAt":2122,"isExpert":761,"goals":2123,"originalIndex":2124},193,"Ableitung","ableitung",[],{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>Die Ableitung einer Funktion graphisch darstellen.\u003C/li>\r\n\t\u003Cli>Das Differential einer Funktion definieren.\u003C/li>\r\n\u003C/ul>",29,{"id":449,"title":2126,"slug":2127,"mediaType":752,"thumbnailSizes":2128,"thumbnailBackground":989,"publishedAt":2132,"isExpert":761,"goals":2133,"originalIndex":331},"Tangente einer Kurve","tangente-einer-kurve",{"node_pack":2129,"suggestion":2130,"title":2131},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/4-6545f34c14d34413828347.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/4-6545f34c14d34413828347.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/4-6545f34c14d34413828347.webp",{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>an jedem Punkt einer Kurve eine Tangente zeichnen können\u003C/li>\r\n\t\u003Cli>einige Spezialfälle kennen: Tagenten an einem Wendepunkt, Kreistangente\u003C/li>\r\n\u003C/ul>",{"id":2135,"title":2136,"slug":2137,"mediaType":752,"thumbnailSizes":2138,"thumbnailBackground":979,"publishedAt":2142,"isExpert":761,"goals":2143,"originalIndex":344},284,"Trigonometrischer Kreis","trigonometrischer-kreis",{"node_pack":2139,"suggestion":2140,"title":2141},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/284-6545f307c3ee7391036635.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/284-6545f307c3ee7391036635.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/284-6545f307c3ee7391036635.webp",{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>Darstellung der Beziehung zwischen gleichförmiger Kreisbewegung und den trigonometrischen Funktionen Sinus und Kosinus.\u003C/li>\r\n\u003C/ul>",{"id":2145,"title":2146,"slug":2147,"mediaType":752,"thumbnailSizes":2148,"thumbnailBackground":925,"publishedAt":2152,"isExpert":761,"goals":786,"originalIndex":353},737,"f(-x) ; -f(x)","f-x-f-x",{"node_pack":2149,"suggestion":2150,"title":2151},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/737-6545f42bda844033495439.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/737-6545f42bda844033495439.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/737-6545f42bda844033495439.webp",{"date":759,"timezone_type":446,"timezone":760},{"id":2154,"title":2155,"slug":2156,"mediaType":752,"thumbnailSizes":2157,"thumbnailBackground":816,"publishedAt":2161,"isExpert":761,"goals":2162,"originalIndex":349},283,"Umkreis","umkreis",{"node_pack":2158,"suggestion":2159,"title":2160},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/283-6545f3075a84f289614166.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/283-6545f3075a84f289614166.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/283-6545f3075a84f289614166.webp",{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>Veranschaulichung der Methode zum Zeichnen des Umkreises eines Dreiecks.\u003C/li>\r\n\u003C/ul>",{"id":1543,"title":2164,"slug":2165,"mediaType":752,"thumbnailSizes":2166,"thumbnailBackground":838,"publishedAt":2170,"isExpert":761,"goals":2171,"originalIndex":370},"Komplexe Zahlen","komplexe-zahlen",{"node_pack":2167,"suggestion":2168,"title":2169},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/127-6545f2afb1ecd647572702.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/127-6545f2afb1ecd647572702.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/127-6545f2afb1ecd647572702.webp",{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>Verschiedene Darstellungsformen komplexer Zahlen in der Gaußschen Zahlenebene.\u003C/li>\r\n\u003C/ul>",{"id":2173,"title":2174,"slug":2175,"mediaType":752,"thumbnailSizes":2176,"thumbnailBackground":947,"publishedAt":2180,"isExpert":761,"goals":786,"originalIndex":375},393,"Das rechtwinklige Dreieck","das-rechtwinklige-dreieck",{"node_pack":2177,"suggestion":2178,"title":2179},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/393-6545f3481a897857744141.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/393-6545f3481a897857744141.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/393-6545f3481a897857744141.webp",{"date":759,"timezone_type":446,"timezone":760},{"id":2182,"title":2183,"slug":2184,"mediaType":752,"thumbnailSizes":2185,"thumbnailBackground":784,"publishedAt":2189,"isExpert":761,"goals":2190,"originalIndex":379},263,"Herzform","herzform",{"node_pack":2186,"suggestion":2187,"title":2188},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/263-6545f2fd91640341919049.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/263-6545f2fd91640341919049.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/263-6545f2fd91640341919049.webp",{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>Definition einer Herzform als Kurve eines Punktes auf einem Kreis, der ohne zu rutschen auf einem fixen Kreis des gleichen Radiuses gleitet.\u003C/li>\r\n\u003C/ul>",{"id":2192,"title":2193,"slug":2194,"mediaType":752,"thumbnailSizes":2195,"thumbnailBackground":795,"publishedAt":2199,"isExpert":761,"goals":2200,"originalIndex":404},511,"Inkreis","inkreis",{"node_pack":2196,"suggestion":2197,"title":2198},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/511-6545f390e3524751365963.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/511-6545f390e3524751365963.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/511-6545f390e3524751365963.webp",{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>Die aufeinanderfolgenden Schritte des Prozesses des Zeichnen eines Inkreises in einem Dreieck illustrieren.\u003C/li>\r\n\u003C/ul>",{"id":2202,"title":2203,"slug":2204,"mediaType":752,"thumbnailSizes":2205,"thumbnailBackground":838,"publishedAt":2209,"isExpert":761,"goals":2210,"originalIndex":2211},269,"Kugelkoordinaten","kugelkoordinaten",{"node_pack":2206,"suggestion":2207,"title":2208},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/269-6545f3004201d890160417.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/269-6545f3004201d890160417.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/269-6545f3004201d890160417.webp",{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>Darstellung der wichtigsten Differenzialelemente in Kugelkoordinaten.\u003C/li>\r\n\u003C/ul>",38,{"id":1517,"title":2213,"slug":2214,"mediaType":752,"thumbnailSizes":2215,"thumbnailBackground":838,"publishedAt":2219,"isExpert":761,"goals":2220,"originalIndex":392},"Zentrische Streckung","zentrische-streckung",{"node_pack":2216,"suggestion":2217,"title":2218},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/131-6545f2b2a8054902241409.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/131-6545f2b2a8054902241409.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/131-6545f2b2a8054902241409.webp",{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>Darstellung des Effektes der zentrischen Streckung.\u003C/li>\r\n\u003C/ul>",{"id":2222,"title":2223,"slug":2224,"mediaType":752,"thumbnailSizes":2225,"thumbnailBackground":838,"publishedAt":2229,"isExpert":761,"goals":2230,"originalIndex":384},336,"Bildformat","bildformat",{"node_pack":2226,"suggestion":2227,"title":2228},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/336-6545f3267374b197427923.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/336-6545f3267374b197427923.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/336-6545f3267374b197427923.webp",{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>Den mathematischen Begriff Prozent einführe\u003C/li>\r\n\t\u003Cli>Bildformate von Fernsehn und Film vergleichen.\u003C/li>\r\n\u003C/ul>",{"id":2232,"title":2233,"slug":2234,"mediaType":752,"thumbnailSizes":2235,"thumbnailBackground":757,"publishedAt":2239,"isExpert":761,"goals":786,"originalIndex":2240},470,"Parallelverschiebung","parallelverschiebung",{"node_pack":2236,"suggestion":2237,"title":2238},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/470-6545f37541c0e800296476.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/470-6545f37541c0e800296476.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/470-6545f37541c0e800296476.webp",{"date":759,"timezone_type":446,"timezone":760},41,{"id":2242,"title":2243,"slug":2244,"mediaType":752,"thumbnailSizes":2245,"thumbnailBackground":784,"publishedAt":2249,"isExpert":761,"goals":2250,"originalIndex":2251},456,"Kartesische Koordinaten 2D","kartesische-koordinaten-2d",{"node_pack":2246,"suggestion":2247,"title":2248},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/456-6545f36c9efe4019529252.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/456-6545f36c9efe4019529252.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/456-6545f36c9efe4019529252.webp",{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>Definition eines kartesischen Koordinatensystems.\u003C/li>\r\n\t\u003Cli>Darstellung der entsprechenden Projektionen.\u003C/li>\r\n\u003C/ul>",42,{"id":2253,"title":2254,"slug":2255,"mediaType":752,"thumbnailSizes":2256,"thumbnailBackground":925,"publishedAt":2260,"isExpert":761,"goals":2261,"originalIndex":408},528,"Höhenkarten","hoehenkarten",{"node_pack":2257,"suggestion":2258,"title":2259},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/528-6545f39b749ba569802123.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/528-6545f39b749ba569802123.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/528-6545f39b749ba569802123.webp",{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>Die Verbindung zwischen Landschaft (3D) und Karte (2D Projektion) herstellen.\u003C/li>\r\n\t\u003Cli>Unterrichten, wie man eine topographische Übersicht liest und schließlich, wie man solch eine Übersicht erstellt.\u003C/li>\r\n\t\u003Cli>Routen identifizieren und die Beschränkungen einer Karte zeigen.\u003C/li>\r\n\t\u003Cli>die Darstellung von Isothermen und Isobaren vorstellen.\u003C/li>\r\n\u003C/ul>",{"id":2263,"title":2264,"slug":2265,"mediaType":752,"thumbnailSizes":2266,"thumbnailBackground":838,"publishedAt":2270,"isExpert":761,"goals":2271,"originalIndex":2272},485,"Eine Temperaturkurve zeichnen","eine-temperaturkurve-zeichnen",{"node_pack":2267,"suggestion":2268,"title":2269},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/485-6545f37f4e6e1162050420.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/485-6545f37f4e6e1162050420.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/485-6545f37f4e6e1162050420.webp",{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>Verstehen, wie die Temperaturen auf einem Thermometer abgelesen werden.\u003C/li>\r\n\t\u003Cli>Verstehen, we man auf Basis einer Reihe von Temperaturen eine Temperaturkurve zeichnet.\u003C/li>\r\n\u003C/ul>",44,{"id":2274,"title":2275,"slug":2276,"mediaType":752,"thumbnailSizes":2277,"thumbnailBackground":773,"publishedAt":2281,"isExpert":761,"goals":2282,"originalIndex":340},490,"Abakus (soroban)","abakus-soroban",{"node_pack":2278,"suggestion":2279,"title":2280},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/490-6545f38272672939831589.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/490-6545f38272672939831589.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/490-6545f38272672939831589.webp",{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>Erläutern der Prinzipien des Dezimalsystem.\u003C/li>\r\n\t\u003Cli>Erläutern der Regel der Komplemente von 5 und 10.\u003C/li>\r\n\t\u003Cli>Zeigen des Übertrags.\u003C/li>\r\n\u003C/ul>",{"id":2284,"title":2285,"slug":2286,"mediaType":752,"thumbnailSizes":2287,"thumbnailBackground":816,"publishedAt":2291,"isExpert":761,"goals":2292,"originalIndex":336},535,"Quiz: Sich auf der Erde orientieren","quiz-sich-auf-der-erde-orientieren",{"node_pack":2288,"suggestion":2289,"title":2290},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/535-6545f3a00ff99417963510.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/535-6545f3a00ff99417963510.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/535-6545f3a00ff99417963510.webp",{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>Das Koordinatensystem verstehen, das es erlaubt, jeden beliebigen Punkt auf der Erde zu lokalisieren.\u003C/li>\r\n\t\u003Cli>Geographische Begriffe definieren.\u003C/li>\r\n\t\u003Cli>Geographisches Wissen überprüfen.\u003C/li>\r\n\u003C/ul>",{"id":2294,"title":2295,"slug":2296,"mediaType":752,"thumbnailSizes":2297,"thumbnailBackground":2301,"publishedAt":2302,"isExpert":761,"goals":2303,"originalIndex":289},629,"Sinusfunktion - Phasor","sinusfunktion-phasor",{"node_pack":2298,"suggestion":2299,"title":2300},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/629-6545f3e15d0b4560513268.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/629-6545f3e15d0b4560513268.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/629-6545f3e15d0b4560513268.webp","#b51c8e",{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>Die Parameter und Einheiten einer Sinusfunktion verändern können.\u003C/li>\r\n\t\u003Cli>Die Fresnelsche Darstellung verstehen (Phasor).\u003C/li>\r\n\u003C/ul>",{"id":2305,"title":2306,"slug":2307,"mediaType":752,"thumbnailSizes":2308,"thumbnailBackground":816,"publishedAt":2312,"isExpert":761,"goals":2313,"originalIndex":366},637,"Kartesischen Koordinaten","kartesischen-koordinaten",{"node_pack":2309,"suggestion":2310,"title":2311},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/637-6545f3e681f60464736452.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/637-6545f3e681f60464736452.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/637-6545f3e681f60464736452.webp",{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>Darstellung der wichtigsten Differenzialelemente in kartesischen Koordinaten.\u003C/li>\r\n\u003C/ul>",{"id":2315,"title":2316,"slug":2317,"mediaType":752,"thumbnailSizes":2318,"thumbnailBackground":773,"publishedAt":2322,"isExpert":761,"goals":2323,"originalIndex":294},282,"Dreieck","dreieck",{"node_pack":2319,"suggestion":2320,"title":2321},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/282-6545f306ccf06413394262.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/282-6545f306ccf06413394262.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/282-6545f306ccf06413394262.webp",{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>Zeichnen verschiedener Dreiecke.\u003C/li>\r\n\u003C/ul>",{"id":2325,"title":2326,"slug":2327,"mediaType":752,"thumbnailSizes":2328,"thumbnailBackground":925,"publishedAt":2332,"isExpert":761,"goals":2333,"originalIndex":2334},647,"Zylinderkoordinaten","zylinderkoordinaten",{"node_pack":2329,"suggestion":2330,"title":2331},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/647-6545f3ed45d9e235573164.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/647-6545f3ed45d9e235573164.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/647-6545f3ed45d9e235573164.webp",{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>Darstellung von wichtigen Differenzialelementen in Zylinderkoordinaten.\u003C/li>\r\n\u003C/ul>",50,{"id":2336,"title":2337,"slug":2338,"mediaType":752,"thumbnailSizes":2339,"thumbnailBackground":816,"publishedAt":2343,"isExpert":761,"goals":2344,"originalIndex":310},291,"Höhenschnittpunkt","hoehenschnittpunkt",{"node_pack":2340,"suggestion":2341,"title":2342},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/291-6545f30b8f200754189893.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/291-6545f30b8f200754189893.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/291-6545f30b8f200754189893.webp",{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>Jedes Dreieck hat einen Höhenschnittpunkt.\u003C/li>\r\n\u003C/ul>",{"id":2346,"title":2347,"slug":2348,"mediaType":752,"thumbnailSizes":2349,"thumbnailBackground":925,"publishedAt":2353,"isExpert":761,"goals":2354,"originalIndex":314},712,"Länge - Breite","laenge-breite",{"node_pack":2350,"suggestion":2351,"title":2352},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/712-6545f41d63279301752609.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/712-6545f41d63279301752609.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/712-6545f41d63279301752609.webp",{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>einen Ort, über (geographische) Länge und Breite lokalisieren.\u003C/li>\r\n\t\u003Cli>Orte auf dem Globus bestimmen, die die selbe (geographische) Länge oder Breite aufweisen.\u003C/li>\r\n\t\u003Cli>einen Zusammenhang zwischen Klima und (geographischer) Breite herstellen.\u003C/li>\r\n\u003C/ul>",{"id":2356,"title":2357,"slug":2358,"mediaType":752,"thumbnailSizes":2359,"thumbnailBackground":925,"publishedAt":2363,"isExpert":761,"goals":786,"originalIndex":105},337,"Satz des Pythagoras","satz-des-pythagoras",{"node_pack":2360,"suggestion":2361,"title":2362},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/337-6545f326e2107578322763.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/337-6545f326e2107578322763.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/337-6545f326e2107578322763.webp",{"date":759,"timezone_type":446,"timezone":760},{"id":2365,"title":2366,"slug":2367,"mediaType":752,"thumbnailSizes":2368,"thumbnailBackground":757,"publishedAt":2372,"isExpert":761,"goals":2373,"originalIndex":135},529,"Zykloide","zykloide",{"node_pack":2369,"suggestion":2370,"title":2371},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/529-6545f39c2c1b4632681223.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/529-6545f39c2c1b4632681223.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/529-6545f39c2c1b4632681223.webp",{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>Darstellung wie man eine Zykloide erstellt.\u003C/li>\r\n\u003C/ul>",{"id":396,"title":2375,"slug":2376,"mediaType":752,"thumbnailSizes":2377,"thumbnailBackground":816,"publishedAt":2381,"isExpert":761,"goals":2382,"originalIndex":110},"Den Mittelpunkt eines Kreises finden","den-mittelpunkt-eines-kreises-finden",{"node_pack":2378,"suggestion":2379,"title":2380},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/397-6545f34a83cc5792702930.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/397-6545f34a83cc5792702930.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/397-6545f34a83cc5792702930.webp",{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>Die Eigenschaft eines rechtwinkligen Dreiecks nutzen, um den Mittelpunkt eines Kreises zu bestimmen.\u003C/li>\r\n\u003C/ul>",{"id":1935,"title":2384,"slug":2385,"mediaType":752,"thumbnailSizes":2386,"thumbnailBackground":773,"publishedAt":2390,"isExpert":761,"goals":786,"originalIndex":2391},"Parkettierung der Ebene","parkettierung-der-ebene",{"node_pack":2387,"suggestion":2388,"title":2389},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/10-6545f2a2689fa746253554.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/10-6545f2a2689fa746253554.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/10-6545f2a2689fa746253554.webp",{"date":759,"timezone_type":446,"timezone":760},56,{"id":2393,"title":2394,"slug":2395,"mediaType":752,"thumbnailSizes":2396,"thumbnailBackground":925,"publishedAt":2400,"isExpert":761,"goals":786,"originalIndex":2401},459,"parallele Geraden","parallele-geraden",{"node_pack":2397,"suggestion":2398,"title":2399},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/459-6545f36df37fc218975853.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/459-6545f36df37fc218975853.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/459-6545f36df37fc218975853.webp",{"date":759,"timezone_type":446,"timezone":760},57,{"id":208,"title":2403,"slug":2404,"mediaType":752,"thumbnailSizes":2405,"thumbnailBackground":816,"publishedAt":2409,"isExpert":761,"goals":2410,"originalIndex":2411},"Geometrische Körper","geometrische-koerper",{"node_pack":2406,"suggestion":2407,"title":2408},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/67-6545f3fba4811920918828.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/67-6545f3fba4811920918828.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/67-6545f3fba4811920918828.webp",{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>Einen geometrischen Körper erkennen und seine Eigenschaften bestimmen.\u003C/li>\r\n\t\u003Cli>Den Grundriss eines geometrischen Körpers verstehen.\u003C/li>\r\n\u003C/ul>",58,{"id":2413,"title":2414,"slug":2415,"mediaType":752,"thumbnailSizes":2416,"thumbnailBackground":947,"publishedAt":2420,"isExpert":761,"goals":2421,"originalIndex":319},623,"Netz eines Polyeders","netz-eines-polyeders",{"node_pack":2417,"suggestion":2418,"title":2419},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/623-6545f3dd8654d294314576.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/623-6545f3dd8654d294314576.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/623-6545f3dd8654d294314576.webp",{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>Die Begriffe Netz, plane Figur und koerperlich zu definieren\u003C/li>\r\n\t\u003Cli>Die Begriffe Eckpunkt, Front,Kante zu definieren\u003C/li>\r\n\t\u003Cli>Die Begriffe Obenansicht, Untenansicht und Seitenansicht mit Hilfe von Farben zu definieren\u003C/li>\r\n\u003C/ul>",{"id":170,"title":2423,"slug":2424,"mediaType":752,"thumbnailSizes":2425,"thumbnailBackground":979,"publishedAt":2429,"isExpert":761,"goals":2430,"originalIndex":306},"Gerade und Strecke","gerade-und-strecke",{"node_pack":2426,"suggestion":2427,"title":2428},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/78-6545f441dd316985973321.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/78-6545f441dd316985973321.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/78-6545f441dd316985973321.webp",{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>Definition einiger Begriffe in Bezug auf Geraden, Strecken, Schnittpunkte.\u003C/li>\r\n\u003C/ul>",{"id":306,"title":2432,"slug":2433,"mediaType":752,"thumbnailSizes":2434,"thumbnailBackground":827,"publishedAt":2438,"isExpert":761,"goals":786,"originalIndex":139},"zirkuläre Translation","zirkulaere-translation",{"node_pack":2435,"suggestion":2436,"title":2437},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/60-6545f3ccd3e53838980577.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/60-6545f3ccd3e53838980577.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/60-6545f3ccd3e53838980577.webp",{"date":759,"timezone_type":446,"timezone":760},{"id":2440,"title":2441,"slug":2442,"mediaType":752,"thumbnailSizes":2443,"thumbnailBackground":838,"publishedAt":2447,"isExpert":761,"goals":2448,"originalIndex":251},87,"Oberfläche und Umriss","oberflaeche-und-umriss",{"node_pack":2444,"suggestion":2445,"title":2446},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/87-6545f463e5318448895748.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/87-6545f463e5318448895748.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/87-6545f463e5318448895748.webp",{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>Definition von Oberfläche, Umriss, Ecken und der Seiten einer geometrischen Figur.\u003C/li>\r\n\u003C/ul>",{"id":2450,"title":2451,"slug":2452,"mediaType":752,"thumbnailSizes":2453,"thumbnailBackground":784,"publishedAt":2457,"isExpert":761,"goals":786,"originalIndex":2458},299,"Translation / Drahtseilbahn","translation-drahtseilbahn",{"node_pack":2454,"suggestion":2455,"title":2456},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/299-6545f30f540a0360158614.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/299-6545f30f540a0360158614.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/299-6545f30f540a0360158614.webp",{"date":759,"timezone_type":446,"timezone":760},63,{"id":1051,"title":2460,"slug":2461,"mediaType":752,"thumbnailSizes":2462,"thumbnailBackground":784,"publishedAt":2463,"isExpert":761,"goals":2464,"originalIndex":264},"Wahrscheinlichkeiten beim Würfeln","wahrscheinlichkeiten-beim-wuerfeln",{"node_pack":1055,"suggestion":1056,"title":1057},{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>Wahrscheinlichkeiten (Häufigkeiten) prozentual ausdrücken.\u003C/li>\r\n\t\u003Cli>zeigen, dass die Summe der Wahrscheinlichkeiten aller möglichen Ereignisse 1 (100%) beträgt.\u003C/li>\r\n\t\u003Cli>zeigen, dass Wahrscheinlichkeiten nur dann hilfreich bzw. aussagekräftig sind, wenn die Anzahl der Experimente/ Ereignisse ausreichend groß ist.\u003C/li>\r\n\t\u003Cli>Grundregeln der Wahrscheinlichkeit wiederholen.\u003C/li>\r\n\u003C/ul>",{"id":2466,"title":2467,"slug":2468,"mediaType":752,"thumbnailSizes":2469,"thumbnailBackground":827,"publishedAt":2473,"isExpert":761,"goals":786,"originalIndex":260},468,"Drehung","drehung",{"node_pack":2470,"suggestion":2471,"title":2472},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/468-6545f373783b1981650093.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/468-6545f373783b1981650093.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/468-6545f373783b1981650093.webp",{"date":759,"timezone_type":446,"timezone":760},{"id":1523,"title":2475,"slug":2476,"mediaType":752,"thumbnailSizes":2477,"thumbnailBackground":925,"publishedAt":2481,"isExpert":761,"goals":2482,"originalIndex":256},"Zahlenstrahl Quiz","zahlenstrahl-quiz",{"node_pack":2478,"suggestion":2479,"title":2480},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/139-6545f2b73ad66336001026.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/139-6545f2b73ad66336001026.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/139-6545f2b73ad66336001026.webp",{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>Zahlen auf einem Zahlenstrahl erkennen und bestimmen.\u003C/li>\r\n\t\u003Cli>Rechenoperationen (Addition, Subtraktion) mit positiven oder negativen Ganzzahlen durchführen.\u003C/li>\r\n\u003C/ul>",{"id":2484,"title":2485,"slug":2486,"mediaType":752,"thumbnailSizes":2487,"thumbnailBackground":925,"publishedAt":2491,"isExpert":761,"goals":786,"originalIndex":208},471,"Achsensymmetrie","achsensymmetrie",{"node_pack":2488,"suggestion":2489,"title":2490},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/471-6545f375ac0a9862012143.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/471-6545f375ac0a9862012143.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/471-6545f375ac0a9862012143.webp",{"date":759,"timezone_type":446,"timezone":760},{"id":2493,"title":2494,"slug":2495,"mediaType":752,"thumbnailSizes":2496,"thumbnailBackground":2500,"publishedAt":2501,"isExpert":761,"goals":2502,"originalIndex":234},276,"Flächeninhalte, Brüche und Vielfache","flaecheninhalte-brueche-und-vielfache",{"node_pack":2497,"suggestion":2498,"title":2499},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/276-6545f303cb91c915906331.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/276-6545f303cb91c915906331.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/276-6545f303cb91c915906331.webp","#00a651",{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>Eine geometrische Herangehensweise an Brüche und Vielfache anbieten.\u003C/li>\r\n\t\u003Cli>Flächen vergleichen können.\u003C/li>\r\n\t\u003Cli>Einen Teil eines Ganzen berechnen können.\u003C/li>\r\n\t\u003Cli>Gleichwertige Brüche erkennen können. \u003C/li>\r\n\u003C/ul>\r\n\r\n\u003Cp> \u003C/p>",{"id":2504,"title":2505,"slug":2506,"mediaType":752,"thumbnailSizes":2507,"thumbnailBackground":795,"publishedAt":2511,"isExpert":761,"goals":2512,"originalIndex":230},294,"Parabel - Hyperbel","parabel-hyperbel",{"node_pack":2508,"suggestion":2509,"title":2510},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/294-6545f30d2af2d543632679.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/294-6545f30d2af2d543632679.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/294-6545f30d2af2d543632679.webp",{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>Illustration, wie man über Kegelschnitte eine Parabel oder eine Hyperbel erhält.\u003C/li>\r\n\u003C/ul>",{"id":2514,"title":2515,"slug":2516,"mediaType":752,"thumbnailSizes":2517,"thumbnailBackground":784,"publishedAt":2521,"isExpert":761,"goals":2522,"originalIndex":213},387,"Potenzen von 10","potenzen-von-10",{"node_pack":2518,"suggestion":2519,"title":2520},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/387-6545f3445b43f574102751.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/387-6545f3445b43f574102751.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/387-6545f3445b43f574102751.webp",{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>Die Struktur von lebenden Zellen und den Groessenordnungen zu demonstrieren\u003C/li>\r\n\t\u003Cli>Das Problem von Einheiten und Groessenordnungen aufzuzeigen\u003C/li>\r\n\t\u003Cli>Die Potenzen von zehn zu definieren (in diesem fall die negativen)\u003C/li>\r\n\t\u003Cli>Die Begriffe Dezimeter, Millimeter, Mikron oder Mikrometer, Nanometer und Angstroem zu definieren\u003C/li>\r\n\u003C/ul>",{"id":1492,"title":2524,"slug":2525,"mediaType":752,"thumbnailSizes":2526,"thumbnailBackground":979,"publishedAt":2530,"isExpert":761,"goals":2531,"originalIndex":226},"Dezimal- und Bruchzahlen","dezimal-und-bruchzahlen",{"node_pack":2527,"suggestion":2528,"title":2529},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/135-6545f2b4cf46e523855657.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/135-6545f2b4cf46e523855657.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/135-6545f2b4cf46e523855657.webp",{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>lernen, die Dezimalzahlen auf der Zahlengeraden darzustellen\u003C/li>\r\n\t\u003Cli>lernen, eine Dezimalzahl in eine Bruch- oder Prozentzahl umzuwandeln\u003C/li>\r\n\t\u003Cli>lernen, Rechenoperationen (Addition, Subtraktion) mit Hilfe der Zahlengeraden durchzuführen\u003C/li>\r\n\u003C/ul>",{"id":2533,"title":2534,"slug":2535,"mediaType":752,"thumbnailSizes":2536,"thumbnailBackground":795,"publishedAt":2540,"isExpert":761,"goals":2541,"originalIndex":222},302,"Geradengleichung","geradengleichung",{"node_pack":2537,"suggestion":2538,"title":2539},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/302-6545f311ec776612657001.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/302-6545f311ec776612657001.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/302-6545f311ec776612657001.webp",{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>Illustrierung des Zusammenhangs zwischen einer Geradengleichung und ihrem Graph. Die Animation zeigt, dass die Steigung bei Parallelverschiebung nicht variiert.\u003C/li>\r\n\u003C/ul>",{"id":2543,"title":2544,"slug":2545,"mediaType":752,"thumbnailSizes":2546,"thumbnailBackground":757,"publishedAt":2550,"isExpert":761,"goals":2551,"originalIndex":218},176,"Vektorsumme","vektorsumme",{"node_pack":2547,"suggestion":2548,"title":2549},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/176-6545f2ccb1fa1646743316.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/176-6545f2ccb1fa1646743316.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/176-6545f2ccb1fa1646743316.webp",{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>Illustrierung der geometrischen Konstruktion einer Vektoraddition.\u003C/li>\r\n\u003C/ul>",{"id":2553,"title":2554,"slug":2555,"mediaType":752,"thumbnailSizes":2556,"thumbnailBackground":773,"publishedAt":2560,"isExpert":761,"goals":2561,"originalIndex":161},264,"Polarkoordinaten eines Vektors","polarkoordinaten-eines-vektors",{"node_pack":2557,"suggestion":2558,"title":2559},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/264-6545f2fdf334d121967789.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/264-6545f2fdf334d121967789.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/264-6545f2fdf334d121967789.webp",{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>Definition der kartesischen Koordinaten eines Vektors.\u003C/li>\r\n\t\u003Cli>Darstellung des Übergangs vom kartesianischen zum polaren Koordinatensystem.\u003C/li>\r\n\u003C/ul>",{"id":2563,"title":2564,"slug":2565,"mediaType":752,"thumbnailSizes":2566,"thumbnailBackground":757,"publishedAt":2570,"isExpert":761,"goals":2571,"originalIndex":195},333,"Pascaline","pascaline",{"node_pack":2567,"suggestion":2568,"title":2569},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/333-6545f324d200b465446350.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/333-6545f324d200b465446350.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/333-6545f324d200b465446350.webp",{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>Die Komplementärmethode darstellen. Diese Methode mit dem Zweierkomplement, das beim binären Kodieren (Computer) verwendet wird, verbinden.\u003C/li>\r\n\u003C/ul>",{"id":114,"title":2573,"slug":2574,"mediaType":752,"thumbnailSizes":2575,"thumbnailBackground":773,"publishedAt":2576,"isExpert":761,"goals":2577,"originalIndex":200},"Lissajous-Figuren","lissajous-figuren",{"node_pack":1198,"suggestion":1199,"title":1200},{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>Beobachtung einiger Lissajousfiguren.\u003C/li>\r\n\u003C/ul>",{"id":2579,"title":2580,"slug":2581,"mediaType":752,"thumbnailSizes":2582,"thumbnailBackground":816,"publishedAt":2586,"isExpert":761,"goals":2587,"originalIndex":204},461,"Abakus (suanpan)","abakus-suanpan",{"node_pack":2583,"suggestion":2584,"title":2585},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/461-6545f36fbb3bd600152207.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/461-6545f36fbb3bd600152207.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/461-6545f36fbb3bd600152207.webp",{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>Erläutern der Prinzipien des Dezimalsystems\u003C/li>\r\n\t\u003Cli>Erläutern der Regel der Komplemente von 5 und 10\u003C/li>\r\n\t\u003Cli>Zeigen des Übertrags.\u003C/li>\r\n\u003C/ul>",{"id":2589,"title":2590,"slug":2591,"mediaType":752,"thumbnailSizes":2592,"thumbnailBackground":1348,"publishedAt":2596,"isExpert":761,"goals":2597,"originalIndex":170},261,"Eingeschlossener Winkel","eingeschlossener-winkel",{"node_pack":2593,"suggestion":2594,"title":2595},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/261-6545f2fc8f17d069351980.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/261-6545f2fc8f17d069351980.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/261-6545f2fc8f17d069351980.webp",{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>Unterscheidung zwischen eingeschlossenem Winkel und zentralen Winkel.\u003C/li>\r\n\t\u003Cli>Zeigen, dass der Winkel AOB das Doppelte des Winkels ACB ist, wenn beide den gleichen Fasskreisbogen haben.\u003C/li>\r\n\u003C/ul>",{"id":2599,"title":2600,"slug":2601,"mediaType":752,"thumbnailSizes":2602,"thumbnailBackground":838,"publishedAt":2606,"isExpert":761,"goals":2607,"originalIndex":2608},617,"Maßeinheiten","masseinheiten",{"node_pack":2603,"suggestion":2604,"title":2605},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/617-6545f3d8b7a84510557646.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/617-6545f3d8b7a84510557646.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/617-6545f3d8b7a84510557646.webp",{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>das Konzept von Maßeinheiten kennen lernen.\u003C/li>\r\n\t\u003Cli>lernen, Maßeinheiten umzurechnen und zu vergleichen.\u003C/li>\r\n\u003C/ul>\r\n\r\n\u003Cp> \u003C/p>",79,{"id":2610,"title":2611,"slug":2612,"mediaType":752,"thumbnailSizes":2613,"thumbnailBackground":784,"publishedAt":2617,"isExpert":761,"goals":2618,"originalIndex":191},273,"Wichtige Geraden in einem Dreiecks","wichtige-geraden-in-einem-dreiecks",{"node_pack":2614,"suggestion":2615,"title":2616},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/273-6545f3026e5f6877292971.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/273-6545f3026e5f6877292971.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/273-6545f3026e5f6877292971.webp",{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>Anzeige aller wichtigen Geraden in einem Dreieck.\u003C/li>\r\n\u003C/ul>",{"id":331,"title":2620,"slug":2621,"mediaType":752,"thumbnailSizes":2622,"thumbnailBackground":816,"publishedAt":2623,"isExpert":761,"goals":2624,"originalIndex":183},"Normalverteilung - Binomialverteilung","normalverteilung-binomialverteilung",{"node_pack":1064,"suggestion":1065,"title":1066},{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>Kennenlernen der Normalverteilung und ihrer Parameter (Erwartungswert (Mittelwert) und Varianz).\u003C/li>\r\n\t\u003Cli>Kennenlernen der Binomialverteilung und ihrer Parameter (Anzahl Versuche n und Bernoulli-Parameter p).\u003C/li>\r\n\t\u003Cli>Aufzeigen, dass sich die Binomialverteilung wie eine Normalverteilung verhält, wenn die Anzahl an Versuchen erhöht wird (Satz von Moivre-Laplace).\u003C/li>\r\n\u003C/ul>",{"id":2626,"title":2627,"slug":2628,"mediaType":752,"thumbnailSizes":2629,"thumbnailBackground":773,"publishedAt":2633,"isExpert":761,"goals":2634,"originalIndex":166},279,"Winkelmesser","winkelmesser",{"node_pack":2630,"suggestion":2631,"title":2632},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/279-6545f3051b6a3775806232.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/279-6545f3051b6a3775806232.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/279-6545f3051b6a3775806232.webp",{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>Erlernen der korrekten Plazierung eines Winkelmessers, um einen Winkel zu messen.\u003C/li>\r\n\t\u003Cli>Die Fähigkeit erwerben die Größe eines Winkels mittels seines komplementären Winkels zu berechnen.\u003C/li>\r\n\u003C/ul>",{"id":1584,"title":2636,"slug":2637,"mediaType":752,"thumbnailSizes":2638,"thumbnailBackground":947,"publishedAt":2642,"isExpert":761,"goals":2643,"originalIndex":144},"Mittelsenkrechte","mittelsenkrechte",{"node_pack":2639,"suggestion":2640,"title":2641},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/120-6545f2ac401a4366129276.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/120-6545f2ac401a4366129276.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/120-6545f2ac401a4366129276.webp",{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>Zeigen, dass der Umkreis eines Dreiecks immer existiert.\u003C/li>\r\n\u003C/ul>",{"id":2645,"title":2646,"slug":2647,"mediaType":752,"thumbnailSizes":2648,"thumbnailBackground":989,"publishedAt":2652,"isExpert":761,"goals":2653,"originalIndex":153},632,"Phasoren","phasoren",{"node_pack":2649,"suggestion":2650,"title":2651},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/632-6545f3e3a31fc569300244.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/632-6545f3e3a31fc569300244.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/632-6545f3e3a31fc569300244.webp",{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>Die Parameter und Einheiten einer Sinusfunktion verändern können.\u003C/li>\r\n\t\u003Cli>Die Fresnelsche Darstellung verstehen (Phasor).\u003C/li>\r\n\t\u003Cli>Phasenverschiebungen messen können.\u003C/li>\r\n\t\u003Cli>Den Unterschied zwischen einer positiven und einer negativen Phasenverschiebung kennen.\u003C/li>\r\n\u003C/ul>",{"id":1558,"title":2655,"slug":2656,"mediaType":752,"thumbnailSizes":2657,"thumbnailBackground":925,"publishedAt":2661,"isExpert":761,"goals":786,"originalIndex":149},"Winkelhalbierende","winkelhalbierende",{"node_pack":2658,"suggestion":2659,"title":2660},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/123-6545f2ae52106276154956.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/123-6545f2ae52106276154956.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/123-6545f2ae52106276154956.webp",{"date":759,"timezone_type":446,"timezone":760},{"id":2663,"title":2664,"slug":2665,"mediaType":752,"thumbnailSizes":2666,"thumbnailBackground":795,"publishedAt":2670,"isExpert":761,"goals":786,"originalIndex":84},142,"Tangram","tangram",{"node_pack":2667,"suggestion":2668,"title":2669},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/142-6545f2b950df3414677278.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/142-6545f2b950df3414677278.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/142-6545f2b950df3414677278.webp",{"date":759,"timezone_type":446,"timezone":760},{"id":2672,"title":2673,"slug":2674,"mediaType":752,"thumbnailSizes":2675,"thumbnailBackground":947,"publishedAt":2679,"isExpert":761,"goals":2680,"originalIndex":2440},145,"Die Vektorsumme","die-vektorsumme",{"node_pack":2676,"suggestion":2677,"title":2678},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/145-6545f2ba2c0ea730369158.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/145-6545f2ba2c0ea730369158.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/145-6545f2ba2c0ea730369158.webp",{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>Illustrierung der geometrischen Konstruktion der Vektorsumme.\u003C/li>\r\n\u003C/ul>",{"id":2682,"title":2683,"slug":2684,"mediaType":752,"thumbnailSizes":2685,"thumbnailBackground":784,"publishedAt":2689,"isExpert":761,"goals":2690,"originalIndex":2691},151,"Winkel / Dreieck","winkel-dreieck",{"node_pack":2686,"suggestion":2687,"title":2688},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/151-6545f2be259ea189890633.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/151-6545f2be259ea189890633.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/151-6545f2be259ea189890633.webp",{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>Diese Animation illustriert dynamisch, dass die Summe der Winkel irgendeines Dreiecks 180° (Bogenmaß: Pi) ist.\u003C/li>\r\n\u003C/ul>",88,{"id":2693,"title":2694,"slug":2695,"mediaType":752,"thumbnailSizes":2696,"thumbnailBackground":795,"publishedAt":2700,"isExpert":761,"goals":2701,"originalIndex":2702},198,"Skalarprodukt","skalarprodukt",{"node_pack":2697,"suggestion":2698,"title":2699},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/198-6545f2d796ae8146363973.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/198-6545f2d796ae8146363973.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/198-6545f2d796ae8146363973.webp",{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>Darstellung der geometrischen Bedeutung des Skalarproduktes.\u003C/li>\r\n\u003C/ul>",89,{"id":2704,"title":2705,"slug":2706,"mediaType":752,"thumbnailSizes":2707,"thumbnailBackground":795,"publishedAt":2711,"isExpert":761,"goals":2712,"originalIndex":97},204,"Vielecke","vielecke",{"node_pack":2708,"suggestion":2709,"title":2710},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/204-6545f2dbd891f815367476.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/204-6545f2dbd891f815367476.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/204-6545f2dbd891f815367476.webp",{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>Darstellung der Beziehung zwischen der Anzahl der Seiten und dem Winkel im Inneren.\u003C/li>\r\n\t\u003Cli>Illustration der Annäherung eines Kreises durch ein n-seitiges Vielecks, wenn n gegen Unendlich strebt.\u003C/li>\r\n\u003C/ul>",{"id":2714,"title":2715,"slug":2716,"mediaType":752,"thumbnailSizes":2717,"thumbnailBackground":2721,"publishedAt":2722,"isExpert":761,"goals":786,"originalIndex":89},305,"Die Komponenten eines Vektors","die-komponenten-eines-vektors",{"node_pack":2718,"suggestion":2719,"title":2720},"/media-cache/media_thumbnail_node_pack/uploads/media/thumbnails/305-6545f313ad0cc464932866.webp","/media-cache/media_thumbnail_suggestion/uploads/media/thumbnails/305-6545f313ad0cc464932866.webp","/media-cache/media_thumbnail_title/uploads/media/thumbnails/305-6545f313ad0cc464932866.webp","#fbcde0",{"date":759,"timezone_type":446,"timezone":760},{"id":273,"title":2724,"slug":2725,"mediaType":752,"thumbnailSizes":2726,"thumbnailBackground":947,"publishedAt":2727,"isExpert":761,"goals":2728,"originalIndex":2729},"Jongleur","jongleur",{"node_pack":1189,"suggestion":1190,"title":1191},{"date":759,"timezone_type":446,"timezone":760},"\u003Cul>\r\n\t\u003Cli>Veranschaulichung der Bedeutung des Massenzentums für die Untersuchung der Bewegung von Körpern.\u003C/li>\r\n\t\u003Cli>Demonstration einer originellen Anwendung des schiefen Wurfs.\u003C/li>\r\n\u003C/ul>",92,{"currentNodeId":2731,"nodes":2732},["EmptyRef",1807],["Ref",2733],["Reactive",2734],{"18":2735},{"id":12,"name":2736,"parents":2737,"medias":1819,"i18n":2738},"Mathematische Methoden",[7,12],{"tr":2739,"ru":2741,"ma":2743,"ar":2745,"nl":2747,"de":2749,"fr":2751,"es":2753,"en":2755},{"slug":2740},"matematik",{"slug":2742},"sredstva-matematiki",{"slug":2744},"alryadyat",{"slug":2746},"lryadyat",{"slug":2748},"wiskundige-methoden",{"slug":2750},"mathematische-methoden",{"slug":2752},"mathematiques",{"slug":2754},"metodos-matematicos",{"slug":14}]