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1
Der deutsche Bauer
Published
Berlin
:
Verlag für Soziale Ethik und Kunstpflege
,
1918
Series
Deutsche Quellen (Geschichte) ; Heft 3
Reihe 2, Heft 3
Catalogue:
GEI
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0232 - Literature and linguistics
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Germany
Observations
Enthält u. a.: "Meier Helmbrecht" (Die älteste deutsche Bauerngeschichte) - um 1200
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2
TaschenAtlas Weltgeschichte [Europa und die Welt ; Menschheits- und Staatengeschichte von den Anfängen bis zur Gegenwart]
by
Schillig, Dietmar 1935-2021
Published
Gotha
,
Stuttgart
,
Leipzig
:
Klett-Perthes
,
2008
Edition:
5. Aufl., Redaktionsschluss: 29. Feb. 2008
Catalogue:
GEI
Call Number: HI-V 32(1,2008)2
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Map
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Atlas
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Germany
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3
Griechische Geschichte nach den Quellen erzählt ; [ein Lesebuch vornehmlich für das Alter von 12 - 17 Jahren]
Published
Nördlingen
:
Beck
,
1882
Edition:
3., neubearb. Aufl.
Catalogue:
GEI
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Mit Frontispiz (farb.) u. Titelbild
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4
Deutsche Geschichte von der Reformation bis auf Friedrich den Großen Obertertia
Published
Berlin
:
Nicolai
,
1892
Series
Schule der Geschichte
Teil 3
Catalogue:
GEI
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Germany
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5
Deutsche Kriegsgedichte
Published
Bielefeld
:
Velhagen & Klasing
,
1916
Series
Deutsche Schulausgaben
159
Catalogue:
GEI
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6
Rationalisierung im Betrieb eine Einführung in die Arbeitswelt
by
Burow, Gabriele
,
Pyschik, Jürgen
Published
Frankfurt am Main
,
Köln
:
Europäische Verlagsanstalt
,
1974
Series
Modelle für den politischen und sozialwissenschaftlichen Unterricht
27
Catalogue:
GEI
Call Number: SK-V 165(1,74)-27L
Format:
Book
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03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
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Germany
Observations
Literaturverz. S. 69
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7
Deutschland - Russland Stationen gemeinsamer Geschichte, Orte der Erinnerung Band 3 Das 20. Jahrhundert / herausgegeben von Helmut Altrichter, Wiktor Ischtschenko, Horst Möller und Alexander Tschubarjan ; Didaktische Beratung: Robert Maier
Published
München
:
Oldenbourg Verlag
,
2014
Catalogue:
GEI
Call Number: HK-V 795(1,2014)3
Format:
Book
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Literaturangaben
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8
Blüchers Zug von Auerstedt bis Ratkau und Lübecks Schreckenstage (1806) Quellenberichte
Published
Leipzig
:
Voigtländer
,
[1912]
Series
Voigtländers Quellenbücher
46
Catalogue:
GEI
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eBook
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9
Hakenkreuz und Judenwitz antifaschistische Jugendarbeit in der Schule
Published
Bensheim
:
Päd. extra Buchverl.
,
1980
Catalogue:
GEI
Call Number: SK-V 366(1,80)
Format:
Book
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10
Geschichte Schlesiens ein Leitfaden für Schüler
Published
Breslau
:
Max
,
1836
Catalogue:
GEI
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11
Politik
by
Stier-Somlo, Fritz 1873-1932
Published
Leipzig
:
Verlag von Quelle & Meyer
,
1916
Edition:
Dritte verbesserte und ergänzte Auflage
Series
Wissenschaft und Bildung
4
Catalogue:
GEI
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Observations
Zweite Auflage August 1911
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12
Lehrbuch der Weltgeschichte für Schulen
Published
Freiburg im Breisgau
:
Herder
,
1872
Edition:
3., verb. u. verm. Aufl.
Catalogue:
GEI
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13
Deutsche mundartliche Dichtungen mit einer Karte
Published
Prag
,
Wien
,
Leipzig
:
Tempsky
,
Freytag
,
1901
Catalogue:
GEI
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Vorlageform der Veröffentlichungsangabe: Prag ; Wien : Tempsky ; Leipzig : Freytag
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14
Mobilmachung und Aufmarsch der Heere auf dem westlichen Kriegsschauplatz August 1914
Published
Leipzig
:
Teubner
,
[1916]
Series
Quellensammlung für den geschichtlichen Unterricht an höheren Schulen / 2
H. 153
Catalogue:
GEI
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15
Staat und Verwaltung in der römischen Kaiserzeit
Published
Leipzig
:
Teubner
,
[1914]
Series
Quellensammlung für den geschichtlichen Unterricht an höheren Schulen / 2
H. 13
Catalogue:
GEI
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16
Geschichte unsers Teutschen Vaterlandes von seinem Entstehen an bis auf unsere Zeiten ein Lesebuch zunächst für den Bürger und Landmann dann auch für Schulen brauchbar Zeyter Theil, [Schülerbd.]
by
Bornschein, Johann Ernst Daniel 1774-1838
Published
Lobenstein
:
Illgensche Hofbuchhandlung
,
2016
Catalogue:
GEI
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eBook
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17
Handbüchlein der Weltgeschichte für Schulen und Familien
Published
Calw
:
Verl. der Vereinsbuchh.
,
1877
Edition:
7., verb. Aufl.
Catalogue:
GEI
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18
Wandtafelskizzen für den Unterricht in der Vaterlandskunde
Published
Leipzig
:
Dürr
,
1902
Catalogue:
GEI
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03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0314 - Sociology and cultural studies
05 - Natural sciences, mathematics and statistics
053 - Physical sciences
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19
Taschenatlas Flaggen [Flaggen aller 194 Staaten, Bedeutung der Flaggen, Erklärung der Symbolik]
Published
Gotha
,
Stuttgart
:
Klett-Perthes
,
2005
Edition:
1. Aufl.
Catalogue:
GEI
Call Number: GL-V 315(1,2005)4
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03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0314 - Sociology and cultural studies
05 - Natural sciences, mathematics and statistics
053 - Physical sciences
0532 - Earth sciences
Level of Education:
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20
Einführung ind die politische Ökonomie der Bundesrepublik [Teil 1]
Published
Frankfurt am Main
:
Europ. Verl.-Anst.
,
1973
Edition:
2., unveränd. Aufl.
Series
Modelle für den politischen und sozialwissenschaftlichen Unterricht
18
Catalogue:
GEI
Call Number: SK-V 165(2,73)-18L
Format:
Book
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031 - Social and behavioural sciences
0312 - Political sciences and civics
Level of Education:
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Germany
Observations
Literaturverz. S. 101 - 102
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![TaschenAtlas Weltgeschichte [Europa und die Welt ; Menschheits- und Staatengeschichte von den Anfängen bis zur Gegenwart]](data:image/jpg;base64,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)
![Griechische Geschichte nach den Quellen erzählt ; [ein Lesebuch vornehmlich für das Alter von 12 - 17 Jahren]](data:image/jpg;base64,/9j/4AAQSkZJRgABAgECWAJYAAD/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCADnAJYDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDtp/GPh2Jykus2SOOqtKARTF8a+G9xH9tWOR/01FfNM8zNOGkYszMMk9T0q/ertvbodMOf5VnGndpM0c+p9Fr448M/9ByxH1lFKfHPhhf+Y3Yn6Sg181ZOByeo/lSZ+7ye1aew8yfaH0r/AMJ54ZH/ADF7Y/Rs0xvH3hkH/kKwn6ZNfN6sSPvH60gJKk9eP60ew8w9oz6Q/wCFheGFHOpp+Csf6Uh+I/hdR/yER+Ebf4V84EnacH/Of8/lTucMCfXFP2C7j9oz6K/4Wb4WBGdQc/SBz/Sg/FHwsAcXk7Y9LaT/AAr53V8gkN0yeD7dacD8p+YHpjv/AJ6/rT9gg9oz6D/4Wx4ZVciW7I9fsz/4VGfi14c5I+2Edc+Q1fP4wYhk4BP5c052KwcM3IIznrR7BC9oz6APxa8Pg42Xuc4/1J61PbfFTQJlkYLdjYNzbougr58PzEfeI3H3qaJmilikT5XXABH1PFTKjpoNVO579H8W/DTIWWSbAOPudali+Lnhwsw3T5H+x1+nrXz3dWSXCG5tIwHUbpYF9P7yj09RWepyB9M8VkoXKcrH03F8XfDJ5aS4Udz5ddtomr2Wt2Qu9NnE0J4zggg+hB5FfGSjJ7ete6/s8XPmrqURkZtiKQM8dTUzi46oqMk9GezmilxRQB8LT7RJGQ+TkfhzWlqWRf3nP8X9BWYSNyqTgZ6YzzWrq4/4md7gd8/oK3j8a9H+hj9llIenv/Sheq5I7d6XjP40qgbgMY5FdBAiZ2++KEGUPAOR+YzSpgAZzjHahBkYwcEDpTAOeeOuT09+tKgJZug5PTik4WQ8D1OOO/8AKnj77cE88c570wEXJViAP4uhz/DT0B2MMDOeMj2/z+lMTGHG04w3XHpUiqFRwQcdemMjA5/x+n5ACoCYgeO386JPmtzlskr1Helj5jG4c/LnB9+tKwPkYxjp0x3PagYshPAYt95znbz2pxADJyO3AyKJCCvGxcM5OBgKTjn6dKVsrJGCcY6DdnH/AOqiwD4pGjmjkjZgRgghulS3lot6jz2akXCAvLAo+8B1dR/NfxHtADuZeW6Dt7U9HaOcPExVxyCOx3DHNY1KfNqtyoyto9jNjclRz3617L+zg+3WNUTH3ogfpg15peWqXqvcWSbboZaWBej46uo9fVfxHcV6L+zkc+Ir/uDb5/WsG+ZWe5aVmfQdFGKKzLPg3nzV7fNW5qxB1K8+v9BWI/3gfetvVsDUbjBH8P8A6CtdEfjXo/0MPsspk8n8aB9/8aGz83pg0v8AEehOTXQkSIOAOSM4P6daVOoHTgdvalAIIyR+I9qVR8wAIA49u1MQin94xB59j7jilXG85LYzx+dAOJM9eBwOeKcmeSWGM5yDjv1pjY1cZbBIwrdB7dRUgACvliM85H+6Ofx/oaaCQGwRkBs4Gce9Sjq+XAGfTOCV56dj2pgEXKj7wxt49Of5UcCIcEHjn05Pr+lKrDgBtp4GDxj2+lIOgCsSflAGQe54P0pAPbO3O3BBfqc46cU6WPLR8d8Dd9Ohpp+43ysSN4weM8Dg/wCev6yEZdeM7icf7XHv3oAapJYZwAAozjPY/wAutPxknnnHfvz0pMEspAH8PJ78GlBILZ67Rx65IpNDLEbMk26NyrBiwYeuetep/Ahon8U3kipsme2O8LjaSCPmHpnNeVocyvjB+ZufX3/GvT/gJ/yNN11H+jN/7LXPVgmrlQbvY97FFAornNj4MlPetq/J+3TZGOE/9AWsOXpxW3fHN9L1+7H/AOgLXRBe8v67GHRlU9CcdjzTmHHK9zwaYeVpSBs79+K6CB7DkcA/pTzy449OnOeKYeSMknrTujDqOR0+lMBo4bJBBwp64xxnP4/1NPQcH5R1z16Hd/I1GhAAwWGNvTscfy/z2p55QABuowM579DVWGOK442DIzwRnHP8qlYEPgqijoNwII+T7uf5dP6VEyKuPlJ68MMd++KefmlGAcEY+9/s/lxQA8MfMARl7dGzxjpSgkyAFgQduMgY6nH4imj/AI+AAnIwecegpYQwnPyrklegx3ODRYBUIw+D2bgDkjHX+v4flJ99j8x6k8E88dQKjhHEmSvQnvnp1pwYsGy2AC3Qjg4HSiwEiH5lwGJ+XJH0I4/kaay8OQCCFBJxnHI5pyYG3LEkY/hyOh/Q0n8BwSPlXGf4Tx/KkBIMiR8jB3MOuOf8K9P+AJz4tugOv2Z8jGP7teZbfmcj5eWH69K9N/Z+P/FV3YPX7O//ALLWNX4WVHc9/AopQCKK4jc+CG46kVt3vN7If9mP/wBAWsSQ8Gtq+GLuUf7Mf/ota6ofF/Xkc/QrHlR/nNKeE6+v/wCumjJA/DpTjnbzjvzXQSO7/MemacDgjDAc/lxTRnLHABGfbHtTgcKT8vXuaYDEPyqd/TaPXHHSpHIKJyx5HVfemDcY1P8Au9QD2NOJ/dJ9zqOgIqhitjcvzZPY8j+KnyMDL8xfGD1Ptx+P/wBemksdnzgnoOc5O7p9D9KVmzISrjo3QY7en+etAyQ488YBxnr2+6O9LCMXH3M5ZeoPqf50hwJ8AjOeBjP8A4z6+lERAuBglsso4PWgQ6AfI/8Au9d3Xgj/AOt+NOXcySYAx83TB9KZCMgnljtHI545pygbJcjs39KAJUyqgfKDkDH4Gkz+5+9klU68dPX6f4URgiL7nGR6gUv/ACxHKZKpznPbj/6/0qQJeNzk9CWGT9R+vevT/gCD/wAJfdEDA+yv/Na8yOcZJJ+9yO/PWvT/AIAY/wCErvemTbN0+orGr8LKjue+kUU5hmiuM2PgOXoa3b8EXsoOfux/+i1rDkHymty/Ob2U8/dj/wDRS10w+L+vIw6FQDOPXIpw+707EU0D5h17U8YI610Eir0bj1pxGFJ2kknpmmoflbBPfvTmA2t16njFMBoB8tcKv8PO3r8p5/GnH/VJ8o5IHXNNXGxB6kd+pwf0pW2hF4bJwP0qhjsEiPKg5AHYZ+b7v19DStuJ4VTwx5Gc9R+n+FNA3bOGxgHI9N38xSt984Q5IbqevJ5H0/pQMmIw+AFxnI57BB+GRQhbzyWPG5enOcelM24OdpxnIPB/h+9T0yrg7QMOufb6UCHR8jlv4VPHTqef8fpSpxHJyRgN2xikiByucAfJj0GSfzB6/hRGR5ZwR0b/AD/SgCRcCPpyD68/n+tPX/VqSDyUHJHp/XH6UwsQjAsSAT/+qlQDYv1UcD2ORUgTMflGQB1J46cjn+leo/AH/ka70+lu3/oQryzrGnAGB69Oa9T/AGf8/wDCVX3GB9mP/oQrKr8LHHc+gO1FM3djRXCbnwTNjcwU/LzzW1fcXsmTztTP/ftawpDjPT8a27/m9lOOqp/6LWuqHxL+uxh0ZW/iH1FKpznn/PNMX7/PqKcueM+ldCJHoeDyeR3oY/K3zev86ROV7HI796UglGx1wf50wF5IALHGceg6dKBjavzZPHQdeOv4UfxHGPqBz0/nSjoCSufl/l1/xqhgMHbmQ4wDkZyPmHP1oLDDFS+MEkBgR97j8PX6UqsdoYOABgjpwc9aQtlDluRkDI5Hzf40BcftA7Hqeo7468djTlwDnDAhhxnp7etMyu0Ybgk9sDp0/Gl3AAZdjg+vt3zQBLGM7AsY6oMA+rH5T65P+e1KisEAx/Cev9aTgtGMOw+QY68bjx9aVVwEG3PynsRmkBIeFbOO5BPUinIMKCxH3gMdeMfzFNZsK2O5J6/Tn0p0eVwcbfmXJ6YGDz+tICX/AJZoD3H0zz/n8a9O+ALD/hLrwAcG1b/0IV5eh+70zgZx3/z1/KvTfgGc+M7vknNo/Xv8wrKr8LHHc+gfeikXmiuI3PgmYkg/pW1f/wDH5L/up/6LWsa5+6c1s35/0p/TYnf/AKZrXTD4l/XYw6Mqj7/NOAyRx6U0D5vxpV6j8K6CRyfdPHBHrTsZVsDsen1601MBO/I60pJwTyDz2yM0wHYHmkbcc9euOetEY+YgADGOA3TikTAlOAep56Y560R4JOQeCMDOe3SqAcpLA4UEYHXn/OaRQfLbAAx6/wC90pYgChJVsEd8f5//AFUij9y/y4wBkkH+960DHEhYT93qfUfhTpN2AS4zk4OQewpGwtvkKOp53cf5/wAadKGOMgcZxkD0HWgZI+N0fJxuXt6H+lAwNgyc7e3fk0MSXjwR1XtnH5UBsGMBv4fp3PpSESScb/Xk+mOnNPjHPQ8MOfTg81HkbyAcnnABHt29KkX/AFhPPD9SPr/OkA6PICjGOB/+qvTvgCf+KwvOn/Ho/H/AhXmKYwnytjAGen4c16b8AOfGF0AAP9Ef/wBCFZVfhY47n0BRS0Vwm58Ez9GzW1en/Sn6/cT/ANAWsWc8Gti8P+kMfVE7f7C10x+JGC2ZWH3vxp6H0J7f/rpgPzfjSp1HTqK6SRy425yOQPwpTyGGcYB4xjuOKan3R0xgdafnhgCAcH+YoAcnExIYnk+/ekhbLvyxOR/L2pVyHcEjGW/wpIWO9yzcD/ZHpVDCADymPOO+Vx/n/wDXRGQIGA3DCjB3dPm/z/nilhOVPI446njjpSxn9zjceg5I6fN3+vWmDFb/AFPQ9/Q9/wD69KQGUYXP3iBjOeOhpGwITk55PHXPPSnltycksDu4xjPFArj3/wBZHwOo+9xx/n+f40ZIePBA+UdDnPJ9e9DEb1GSeQeO/vTx1Q45wP5nmkK4r58xtw4IORgVKgPmtyPvZ4HWomxvYkdj0HvUq/618gfeJ9aQXHRgnGWJ6DI5r0z4ADHjG46g/Y3/APQlrzVGPAJAGRxn2r0n4BN/xV8w/wCnN+3utY1fhZcHqfQXeikBorjNz4LuRk46jHWte8GJ8H/nmnH/AAAVjTng5zWvdk+aM8ny06/7oroj8SMFsysPvU9Oo6E8CmY+b8acOCOPSukQ5P4cgdBweKfn5mxj6ZqJOQoGMYHenEcnjt7eooAkH326Dlucgd6SIHc2QoOfT2NIg/eMQuBk9vf/AD+VEYHzfL3Pf9KYDoydjYx6dfbpSx8pt4JIHbrz/OmpwpwuRjp3PH86F/1W3buUheAeDyOf8/1pgyR/uEkgjPc9ef504nhvmXHzHjg9OoqM/dyRznqDjv1FPJO1ztAALc9ccdaBJEjnLrvbHOSccdByKcuPk+i/gcnmmAnzeCqFWzxxtOB+lLG3yoMrn5cZ5wcmgLEpA3EkdB6ZxyKlXHmuP9pu/T2/rVZzyTuAOO/16GpAT5jfM3Vscfjj+tILFiPpwO4GOPSvR/gGf+K0lH/TlJ291615ohBION3I+p4P869I+AR/4reXv/oT8n6rWNT4WVFan0MMYopporiNz4HlfPBA/Ctq64kXOf8AVL/6CKwnHzA9PrW5c4Jjz1MKn9K6o/EjCOzIM8n6mlGMjg4yKb3/ABP8qcozg5PaugQqHOCSTwOadj5m4OSPT3pqj7v0HalJ/eHvkelMB64EjH3PX69P60KclgckHP4//XoJG9vmOPm49ef8/hTQeW+bPJOcYz70DJF+p+v4dfrQCoXqwyFPB+nNND4/jwQc5/4D1xTh8hHzEcA4Hbp60xMcyg9Qc5Pocc/yo6b/AJePmHpjim9TzkYPdehzTsA7xychqYEmMscKBgkDPOOBwf50sXQcDPHU++eahyMkYJJB6nqMDipIwSPuMSccHvSAkLEqemMAfXnpT8/MxyOS3tn/AD/KoSfkJwBwOcYB59akJwTgjnccg/QZ/pSAmRjkck/N27+9ej/AY/8AFcMRz/ob5P8A3zXmqkgj69h+tekfAg/8Vs3Of9Ef8Pu1jV+FlR3Pogmim7qK4jY+DmGUyVBz3IrWuB8iHgfuV+tZkv3iCMVqXB/dxf8AXBf610R+JGS2ZVX73405W6YPpUank/WnZ54I7GuogkB5GOOPTFISd3UY9zTVPKgEfnS5O4n+tAx5zlueu7t703P+0o5PQ/r9KVuGY8chjn8etN5wR0IJ75/yKpCZKGbPBUc/TB2/yp4wMZbjAHIzj+lQ5O5eFzn6/wAPSnL99d23t1Ht0oAkz8+AwB/Ed+lLGQS/zZ68daYrkynBHT196WFyGfJ45oAUNlHwzkkN6c8Afn/n6PTayE8kZH8OKjAPlsTjIDY+X2FPUggndgZ7E8fjQA4f6vjrgZwTT2+7k56Mfp0FR7v3WASQMfhTmxsGM9CenTpUtjsSgYOMAc/0r0j4FHHjbB/59JOP++a81Bwe45PfrXpHwJBbxw2BjFpITx/u1jU+FjjufQ+aKTODRXGbnwpcMMt7itKXAgiIP/LFOv41kzE7j3P861Zifs8BzyYU/ma6F8SMFsyt/FR34x2pBnPFA5/SuoQ9T0xz0pS3zdMUyM9OMnA60uRk5A+n40wFyMnP+1z6c0Dq3GMFgM84pnO4jjI3fnmnJ95gB3PX+VMB54ZcqDnHBPXjpT0/1uCBjjAzjqKiOMjgnjB568U+MHzDgNjjkHHamIkQEy5HJxn9aIiQW6A/lTR/rT8uT1+715ohGSwI6DPH+f8AOaQx652vwM4bt7Yp4OVJB4J45z2qBOFbHIw348dKmUZVuvXvj09KTYWHceUPXinP9xec8GkGAoyOCVzjj8alSPzIi0jLHDGu6SRjwoz+pPYd81lKSirsauyWCEysxZ/LhTJkkboo/wDr+n0r0f4DXouPG1wluhjtI7Rggb7znI+Zvf27V5Peah9qAjhRktUJKRk8uf7zY7/oOg9/Tv2ds/8ACWXLEk7rdh09x3rlqXkuZmkbJ2R9G0UgorMs+DpCwPvWs5Js7bgZ8lR+ppLjwtr0Lnbpd04znKxk1d/sXVPs8AOm3u4RgECB/f2reLTktTFJq9zKGN3br3oQk4/CtFdD1TPOm33b/l3f/ClGh6oD/wAgy/7f8u7/AOFdPMu5NjOTt9KQ9/8AH3rS/sTVUBJ0y/8AwtnP9Ka2jaoD/wAgvUPwtX9fpTUl3CxQ58xsDjJ/nSr94nBzmry6PqYc/wDEr1Dkn/l1k9fpTho+p7jnTNQ/8BZP8KfMu4zPJJIPzY/P/JqRR+97546D2q3JpGpDk6ff4zyfsr+nXpTl0q/DgmxvBwP+Xdx2+lPmQioh2yHoD6c+tEfLnOTwMfnVr+zr4Nu+x3YH/XF/X6U1dPvP4rS6BwP+WLc8/Sk5IaIEGVbrn5u/XipFwEPX16Y7f5/KpY7K8CkfZbs9f+WLf4VdsNFvrlsC0ugvUt5LfpxUSmoq7Gk3oU4UUq0szCOKPDO55/8A1k+lZWoX7XRSNFMdrGSUjPf/AGm9T/LoK1rzQvEN/Lsj0m8jgjJ2IUOPr7mmxeDPEEhIOmXSjHeJv8//AK65udSd5Mpp7JGLCcDAFerfs6uB45uFPJNo+PbBWuOtvBPiJwRHpdwOcfOhH9K9h+CXgi80K+m1TUInileExBW4xkjgD8KmpUjaw4Qle57HmimZorI0OOt+fp6YqcD0oooESD1pwoopgPHFPoopAKKcOaKKAHAU7aD2H5UUUDDYuPur+VOEaf3F/KiigEHlx/3F/KlCL2A/KiigBwUZ6CpABRRQMkUVKpOKKKBDgaKKKAP/2Q==)
![Taschenatlas Flaggen [Flaggen aller 194 Staaten, Bedeutung der Flaggen, Erklärung der Symbolik]](data:image/jpg;base64,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)