Vierecke: Parallelogramm, Raute und Trapez
1. Kapitel 1: Didaktischer Kommentar
1. Situationsbeschreibung
2. Kapitel 2: Diagnosetest erstellen
1. Diagnoseaufgaben _Arbeitsblatt
2. Diagnoseaufgaben_Lösungsblatt
3. Diagnoseaufgaben_gute Schüler
4. Diagnosaufgaben_schlechte Schüler
5. Diagnose der einzelnen Schüler
3. Kapitel 3: Fördermaterialien
1. Ursachen
2. Fördermaterial zu Beispiel 1
3. Fördermaterial zu Beispiel 2
4. Fördermaterial zu Beispiel 3
5. Fördermaterial zu Beispiel 4
6. Fördermaterial zu Beispiel 5
7. Auswahl der Fördermaterialien

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Vierecke: Parallelogramm, Raute und Trapez

Aigner Sonja, Jun 27, 2016

Kapitel 1: Didaktischer Kommentar
1. Situationsbeschreibung
Kapitel 2: Diagnosetest erstellen
1. Diagnoseaufgaben _Arbeitsblatt
2. Diagnoseaufgaben_Lösungsblatt
3. Diagnoseaufgaben_gute Schüler
4. Diagnosaufgaben_schlechte Schüler
5. Diagnose der einzelnen Schüler
Kapitel 3: Fördermaterialien
1. Ursachen
2. Fördermaterial zu Beispiel 1
3. Fördermaterial zu Beispiel 2
4. Fördermaterial zu Beispiel 3
5. Fördermaterial zu Beispiel 4
6. Fördermaterial zu Beispiel 5
7. Auswahl der Fördermaterialien

Kapitel 1: Didaktischer Kommentar

Thema: Vierecke: Parallelogramm, Raute und Trapez Autor: Aigner Sonja Fach: Mathematik Zielgruppe: für die 2.Klasse NMS

1. Situationsbeschreibung

Situationsbeschreibung

Allgemeines

[color=#000000][b]Thema:[/b] Vierecke Skizzieren und Konstruieren: Parallelogramm, Raute und Trapez[/color][color=#000000][b][br]Autor: [/b] Aigner Sonja_ MB1_ 4.Semester[/color][color=#000000][b][br]Fach:[/b] Mathematik[/color][color=#000000][b][br]Zielgruppe: [/b]für die 2.Klasse der NMS[/color][color=#000000][br][/color][b][color=#000000][br]Beschreibung:[/color][/b][color=#000000][br]Da die Schülerinnen und Schüler der 2.Klasse NMS Amstetten schon zu Beginn der ersten Einheit Schwierigkeiten beim Zeichnen von Winkeln und Parallelen Linien haben, war es nicht schwierig eine Diagnose zu erstellen und entsprechende Aufgaben auszuarbeiten, die diese Defizite fördern. [/color][color=#000000][br][/color][color=#000000][br][/color][b][u][color=#000000]Lernziele:[/color][/u][/b][color=#000000][br][/color][color=#000000]Die SchülerInnen [br][/color][color=#000000]LZ 1 … wissen, wie ein Parallelogramm aussieht und können dieses auch skizzieren.[br][/color][color=#000000]LZ 2 … können ein Parallelogramm beschriften.[br][/color][color=#000000]LZ 3 … kennen die Eigenschaften eines Parallelogramms.[br][/color][color=#000000]LZ 4 … können ein Parallelogramm konstruieren. [br][/color][color=#000000][br][/color][color=#000000]LZ 5 … wissen, wie eine Raute (Rhombus) aussieht und können diese auch skizzieren.[br][/color][color=#000000]LZ 6 … können eine Raute (Rhombus) beschriften.[br][/color][color=#000000]LZ 7 … kennen die Eigenschaften einer Raute (Rhombus).[/color][color=#000000][br]LZ 8 … können eine Raute (Rhombus) konstruieren. [/color][color=#000000] [/color][color=#000000][br][br][/color][color=#000000]LZ 9 … wissen, wie ein Trapez (allgemeines oder gleichschenkliges) aussieht und können[br] dieses[/color][color=#000000] auch skizzieren.[br][/color][color=#000000]LZ 10 … können ein Trapez beschriften.[br][/color][color=#000000]LZ 11 … kennen die Eigenschaften eines allgemeinen bzw. gleichschenkligen Trapezes.[/color][color=#000000][br]LZ 12 … können ein Trapez konstruieren. [/color][color=#000000][br][/color][color=#000000] [/color][color=#000000][br][/color][b][u][color=#000000]Kompetenzen: laut Lehrplan der 2.Klasse NMS[br][/color][/u][/b][color=#000000]2.3 Arbeiten mit Figuren und Körpern[br][/color][list][*]Vierecke untersuchen, wesentliche Eigenschaften feststellen;[/*][*]die Figuren skizzieren und konstruieren können;[/*][*]Erkennen, ob Angaben mehrdeutig sind, oder überhaupt nicht in Konstruktionen umgesetzt werden können;[/*][*]Eigenschaften von Strecken- und Winkelsymmetralen kennen;[/*][*]und für Konstruktionen anwenden können;[/*][/list][br][u][br][/u][b][u]Kompetenzen: laut Lehrplan der 1. Klasse NMS[br][/u][/b]1.3 Arbeiten mit Figuren und Körpern[list][*]Zeichengeräte zum Konstruieren von ... gebrauchen können;[/*][*]Gradeinteilungen von Winkeln kennen; [/*][*]Winkel mit dem Winkelmesser zeichnen können; [/*][/list] [u][br]Vorkenntnisse aus der 1.Klassen[/u][list][*]Die Eigenschaften von Rechtecken und Quadraten werden erarbeitet.[/*][*]Im Vordergrund steht die Anschauung, das Skizzieren sowie das genaue Zeichnen und der Umgang mit Zeichengeräten; [/*][*]So wird z.B. das Hantieren mit dem Zirkel beim Zeichnen von Randornamenten und Mustern geübt.[b] [/b][b] [/b][b] [/b][/*][/list][br][br][u]Vorkenntnisse aus der Volksschule[/u][list][*]Hantieren mit Körpern;[/*][*]Benennen und Beschreiben von Körpern und deren Eigenschaften.[/*][*]Vergleichen von Körperformen besonders nach funktionalen und ästhetischen Gesichtspunkten. [/*][*]Herstellen von Begrenzungsflächen von Körpern durch Kippen.[/*][*]Hinführen zum sorgfältigen Zeichnen z.B. durch freies und gezieltes Umgehen mit Lineal und Dreieck.[/*][*]Messen und Zeichnen von Strecken sowie parallelen Linien und rechte Winkel zeichnen.[/*][/list][color=#000000][br][br][br][br][br][br][br][br][br][br][br][br][/color]

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[/img]

2.

Kapitel 2: Diagnosetest erstellen

1. Diagnoseaufgaben _Arbeitsblatt
2. Diagnoseaufgaben_Lösungsblatt
3. Diagnoseaufgaben_gute Schüler
4. Diagnosaufgaben_schlechte Schüler
5. Diagnose der einzelnen Schüler

2.1.

Diagnoseaufgaben _Arbeitsblatt

[color=#000000][b][br]Beispiel 1:[/b][br][/color][color=#000000][img 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[/img][/color][color=#000000][br][br][b]Beispiel 2:[/b][br][/color][color=#000000][img 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3:[/b][br][/color][color=#000000][img 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[/img][br][br][/color][color=#000000][b]Beispiel 4:[/b][br][/color][color=#000000][img 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[b]Beispiel 5:[br][/b][/color][color=#000000][img 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/i6N17/ANAi9/OL/wCLo3Xv/QIvfzi/+Lo3Xv8A0CL384v/AIujde/9Ai9/OL/4ujde/wDQIvfzi/8Ai6N17/0CL384v/i6N17/ANAi9/OL/wCLo3Xv/QIvfzi/+Lo3Xv8A0CL384v/AIujde/9Ai9/OL/4ujde/wDQIvfzi/8Ai6N17/0CL384v/i6N17/ANAi9/OL/wCLo3Xv/QIvfzi/+Lo3Xv8A0CL384v/AIujde/9Ai9/OL/4ujde/wDQIvfzi/8Ai6N17/0CL384v/i6N17/ANAi9/OL/wCLo3Xv/QIvfzi/+Lo3Xv8A0CL384v/AIujde/9Ai9/OL/4ujde/wDQIvfzi/8Ai6N17/0CL384v/i6N17/ANAi9/OL/wCLo3Xv/QIvfzi/+Lo3Xv8A0CL384v/AIujde/9Ai9/OL/4ujde/wDQIvfzi/8Ai6N17/0CL384v/i6N17/ANAi9/OL/wCLo3Xv/QIvfzi/+Lo3Xv8A0CL384v/AIujde/9Ai9/OL/4ujde/wDQIvfzi/8Ai6N17/0CL384v/i6N17/ANAi9/OL/wCLo3Xv/QIvfzi/+Lo3Xv8A0CL384v/AIujde/9Ai9/OL/4ujde/wDQIvfzi/8Ai6N17/0CL384v/i6N17/ANAi9/OL/wCLqnete/a9PzpN4P8ASDgExc/un/26ubr3/oEXv5xf/F0br3/oEXv5xf8AxdKr3oYE6Re8H1i/+LqjorXn9j24XSrxgA3IMePvH/bq7uvf+gRe/nF/8XRuvf8AoEXv5xf/ABdUw95/bzf8Sq8z9kA25jz98/7dXN17/wBAi9/OL/4ujde/9Ai9/OL/AOLo3Xv/AECL384v/i6N17/0CL384v8A4ujde/8AQIvfzi/+Lo3Xv/QIvfzi/wDi6N17/wBAi9/OL/4ujde/9Ai9/OL/AOLo3Xv/AECL384v/i6N17/0CL384v8A4umBrk6ppglsLiBftJ+eTZj/AFUnHDE109ZusdbD/r8T+RqbVtUtdF02bUb1mW3hxvKIWPJAGAOTyRVTT/E2n6hfLYhLu1uXQvHFd2skBkUdSu4DOMjOK16KKqajqdrpVuk925SN5UhUhSfmdgqjj3Iq3RRRWdp2t2eqxW81mJpIrgSFJPJYKNjbSCccHOcA9cGtGqep6rZaPai5vpxEjMEQYLM7HoqqOWJ9BVbTfEmnapdtZxGeC7VPM+z3Vu8MhTONwDAZGe4rQubmCzgae5lSKJcAu5wBk4H6kVVu9b02y0+a/mu0FvA5jdl+bDhtu0Aclt3GOuaNK1qy1mOVrVpVeB9k0U0TRyRtjIDKwBHBBq/RVTTNTtdYsEvrJy8DsyqxUqcqxU8H3Bq3RTWbapYgnAzgDJpltOLm2jnVJEEihgsqFGGexU8g+xqWq1lf2uoJK9pKJFimeFyARh1OGHPoeKs0VnR65p8kOozCYqmmOyXW5CNhVQx+o2kHI61GniTS5NIs9VScta3skccDBDlmdtqjHUHPX05q/a3C3UAmWOWMEkbZYyjcEjoee3HqKiutTtbO9s7Odys187JAApO4qpY89uAetW6qXOp2tpf2djM5E96XEKhSQ21dzc9uKsyOscbSMcKoJP0qtpepWusaZb6jZOXt7hN8bFSpI+hq3RRRRRRRRRRRRRRRRRRVDUP+P3S/+vpv/RMlX6KKzfD/APyA7b6N/wChGtKis0f8jM//AF5r/wChmtKiiiiiiiiis/U/+PrTP+vv/wBpSVoVm6x1sP8Ar8T+RrL+I2f+EF1DDBTmHDEcA+anNZN5JqFt4w0R73U7TVpmS5S1htofJMT+WT5hG5twwNvUY3VkeGn1G4/sTVTfWUN1dXCC5lk1WV5LnOfMiMBTaGHOAPulRzTEE9p4JXVILibz77VWtrqea7kRUg+0ONu7ny14A3AZG41PcSajo2navFDfWtpakWvmQWeoSXL2atKFklDOoKAoT9MZp/iW00m2tp9K0rUbtke4sHkiWdpEgLTgB1cklXYc4z2BpniOJtIj8TaVYXV1BbfZ7GeMfaHZonecqxViSRkAd+1T66brwve65b6HPcqG0VboK8zy7JPNKtIN2SDt549OlXPDEFxaeI7XyLvT4ra4tnaW3i1aW8a56bZQHUYIPU553Vb1pba/8bfYNYu5Lexh04T2yi5aFWk3kO+QRkqAv03Zrk9Fv72z8PaNNps8ksqaPqssIznzHWUFWI7nv+Na/hdLuPVtHuYb2wjS8jZpwNWluZL4bM7tjKAGDYORjGSK3fEUkdl4v8P6hfMqWMa3EXmvwkUzhdhJ6DIDgH3x3qpqGsXI8X2dlL/ZN0k0dyYXg3G4toxGTknJADEKO2aw9MtYovDXhMXV3cpa6yVOpXD3L5lIiZo4yxPygtxxjOAKW6lWJ59Ptbh59LsvENgtszyGQISVaSMMckhT7nGSO1Ov9dudLtPEa6dcRXdxqEUmo2uoW0gciIMkZVgM7Sing8g4PcEVpeGLe4tPEluIbqwitri1d5LaLVZbxrjldsoDqMY5BOed3tVvWlt7/wAbJYavdyW9jFp32i3UXDQq8u8h2yCMlRt4zxuzXH6PJc3WleHNMVop7Ga3u5VW4vntUuZBOQMugJYhTu28dSe1aM0d9caXpdpNq9jfbbu5Edl/aEoS5RcYjNwFBLx84z1/Cuv8I3UGq+FY0AutiNLbuLmYSvlWKkeYPvDsGHYCuX0q8vb65ttAmuJTL4cjuGvX3HMhUFLfJ75Ri/1FZ9nPfamuh2FwYri3/sKC4jjutRktRJISQ77kBLsAF4J4znvWhpdpLq+t6DZ6rqX2+NdNuZGe1u3Mc22ZQhLDaXIB5OOSM1kwIbDTks7HZHb3niC6huxJePCrBS/lxtIMlQSOw+bAGeau3EN5HYDTn1KKO3bW7OJIbHUJJntQ330MhAIz1A5xk10/hmFdO8U6/pNvJL9jgW2liiklaTyy6tuwWJODtBxmsnxIht/FNzoyEgeJhbYx/wBM2xN/5CC0WkDHxpF4bI/caffy6qq44EbJ8g/CSR/++aztDt/7ZufDdpe3N08EkWptKi3Dr5u24AAYg5IGf0qvcT6y1josOkSibULTVNRt7Rrpyx2osoAyepCjAz3AzVq5uUvV8O2OnOZ9Mu7aaVlvr+SAz3AK7lkkUElxljt4GQfQCpbBrlNV8Ppc6hBcCK7v1he3na58lBDwhcgFypyOnQAUzwxObW+s4JZWu5dTtJvKvrXUGljvCF3bpYn5jbjtwCcV1vgO1nsfA+kWt1E0U0VuFdG6qea6CiiiiiiiiiiiiiiiiiiqGof8ful/9fTf+iZKv0UVm+H/APkB230b/wBCNaVFZo/5GZ/+vNf/AEM1pUUUUUUUUUVn6n/x9aZ/19/+0pK0KzdY62H/AF+J/I1dubW3vbd7a7gjnhkGHjlQMrfUHg1WsdE0nS5Gk0/S7O0dhhmggVCR6ZAp0ek6bDfPfxafax3b/euFhUSN9WxmpVsbRLVrVLWFbd926IRjYcnJyOnJJz9ajtNL0+wtmtrOwtraB87ooolRWz1yAMGmw6NpVtbfZoNNtIoPMEnlJAqrvByGwBjIIHPtUk2nWNw0jT2cErSqqyF4wS4U5UHPUA8j0qQ20BuDcmCMzFPLMm0biuc7c9cZ7VDZaTpumtI1hp9ratKcuYIVQt9cDmnXmnWOoqi31nb3QjbcgmiV9p9RkcGiHTrG3aJoLOCIwhljKRgbAxywGBxk8n1plrpOm2NxJcWmn2tvNL/rJIoVRn+pAyaszQxXETQzxJLG4wyOoYMPcGq1lpGmaajpYada2qyffEEKoG+uBzT206xewFg9nbtZhQgtzEpj2joNuMYpE0ywitorWOxt0ghYPFEsShUYHIIGMAg85ottM0+zkmltbG2gec5laOJVMh/2iBz+NJZaTpumtI1hp9raGU5cwQqm764HNOvNPstQVFvbOC6WNtyCaIOFPqMjg1HLo2lz2S2M2m2klqrbhA8ClAc5yFxjOSfzpZ9J025slsZ9PtZbVMbYHhUouOmFIwKsQwxW8KQwRJFEgwqIoVVHoAOlMWztUmmmS2iWW4AEzhAGkwMDce+BxzUM+jaVdWsVpcabaTW8GBFFJArJHjptBGB+FTLZ2qSxypbRLJFH5aOEAKJx8oPYcDj2qJtI011uVfT7VhdkG4BhUiYju3HzfjSxaVp0FtHbQ2FtHBE4kjiSFQqOOjAYwD71MlvBHPJcJDGs0oAkkCgM4HTJ74yaJLW3luIriSCN5oM+VIyAtHkYO09RkdcUC2gF010IIxOyBDLtG8qDkDPXGSeKjh06yt2jaGzgjaIMIykYBQMctjHTJ5PrQmnWMbo6WcCtHI0iERgFXbO5h6E5OT3zUcuj6XcWz202nWkkEkhleJ4VKs56sQRgn3qWPT7KIQCOzgQW2RBtjA8rIwdvpkelR2+kaZaXEtxbadawzT582SOFVaTPXJA5qe3toLS3S3toY4YYxhI41Cqo9AB0qWiiiiiiiiiiiiiiiiiiqGof8ful/wDX03/omSr9FFZvh/8A5Adt9G/9CNaVFZo/5GZ/+vNf/QzWlRRRRRRRRRWfqf8Ax9aZ/wBff/tKStCs3WOth/1+J/I1pUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUVQ1D/AI/dM/6+m/8ARMlX6KKzfD//ACBLb6N/6Ea0qKzR/wAjM/8A15r/AOhmtKiiiiiiiiis/U/+PrTP+vv/ANpSVoVla9Es8dlE+7a15GDtcqe/cYIqX+xbP+9d/wDgZN/8VR/Ytn/eu/8AwMm/+Ko/sWz/AL13/wCBk3/xVH9i2f8Aeu//AAMm/wDiqP7Fs/713/4GTf8AxVH9i2f967/8DJv/AIqj+xbP+9d/+Bk3/wAVR/Ytn/eu/wDwMm/+Ko/sWz/vXf8A4GTf/FUf2LZ/3rv/AMDJv/iqP7Fs/wC9d/8AgZN/8VR/Ytn/AHrv/wADJv8A4qj+xbP+9d/+Bk3/AMVR/Ytn/eu//Ayb/wCKo/sWz/vXf/gZN/8AFUf2LZ/3rv8A8DJv/iqP7Fs/713/AOBk3/xVH9i2f967/wDAyb/4qj+xbP8AvXf/AIGTf/FUf2LZ/wB67/8AAyb/AOKo/sWz/vXf/gZN/wDFUf2LZ/3rv/wMm/8AiqP7Fs/713/4GTf/ABVH9i2f967/APAyb/4qj+xbP+9d/wDgZN/8VR/Ytn/eu/8AwMm/+Ko/sWz/AL13/wCBk3/xVH9i2f8Aeu//AAMm/wDiqP7Fs/713/4GTf8AxVH9i2f967/8DJv/AIqj+xbP+9d/+Bk3/wAVR/Ytn/eu/wDwMm/+Ko/sWz/vXf8A4GTf/FUf2LZ/3rv/AMDJv/iqP7Fs/wC9d/8AgZN/8VR/Ytn/AHrv/wADJv8A4qj+xbP+9d/+Bk3/AMVR/Ytn/eu//Ayb/wCKo/sWz/vXf/gZN/8AFUf2LZ/3rv8A8DJv/iqP7Fs/713/AOBk3/xVH9i2f967/wDAyb/4qj+xbP8AvXf/AIGTf/FUf2LZ/wB67/8AAyb/AOKo/sWz/vXf/gZN/wDFUf2LZ/3rv/wMm/8AiqP7Fs/713/4GTf/ABVH9i2f967/APAyb/4qj+xbP+9d/wDgZN/8VR/Ytn/eu/8AwMm/+Ko/sWz/AL13/wCBk3/xVH9i2f8Aeu//AAMm/wDiqP7Fs/713/4GTf8AxVH9i2f967/8DJv/AIqj+xbP+9d/+Bk3/wAVVK/0e0W800Brr5rkg5vJf+eUn+1V3+xbP+9d/wDgZN/8VR/Ytn/eu/8AwMm/+Ko/sWz/AL13/wCBk3/xVZ+g6PaPo1uxa6yQ3S7lH8R/2q0P7Fs/713/AOBk3/xVH9i2f967/wDAyb/4qs8aPaf8JG6brrH2RT/x9y5++e+6tD+xbP8AvXf/AIGTf/FUf2LZ/wB67/8AAyb/AOKo/sWz/vXf/gZN/wDFUf2LZ/3rv/wMm/8AiqP7Fs/713/4GTf/ABVH9i2f967/APAyb/4qj+xbP+9d/wDgZN/8VR/Ytn/eu/8AwMm/+Ko/sWz/AL13/wCBk3/xVH9i2f8Aeu//AAMm/wDiqq3WnW9rf6ZJEZy32oj95cSOP9VJ2ZiK2qzdY62H/X4n8jVy7vLawtZLq7njggjGXkkYKqj61ky+KrCXRrjVdLmiv4bMg3Kxt8yIOWOOuQuTg9cVsG4hW2+0tKiwhN5kLYULjOc+mKo2niLR76KCW11GCZLiYwRFGzukAJK/XAJ+lLqviDStEaNdSvEtzKCU3Andjr0HuKm07VLLVrT7XYTieHJXeoI5HXrWHZeKr5tYt7PUtMjtEu45JY1E++aBUGczJjC5HTBPPFMsPF17O1jPdaSsVlqqO1i0c26QkKXVXUgAFlBIwTjoav6X4iW6tmmvUS3HmxxIyklWZwMLyPvAnB96k8SaxLo2nRSW8cclxc3MdtD5rEIrO2NzEc4HJ/CmeGNWvNXs7l7yODdBcvCk9tnyrhRj50zzjJI6nlTzST+MvD1tdyWk2pxpPG5R0KtkMDgjpWrd3UFjaS3d1KsUEKF5HbooHU1y1n43n1DR47mDSyt5dai9jbW00m3lcndIcfLhVJIAPpU//CWXSWkyz2EcN7a3Jt7lTKWiUhN6kMBkhgQBwOTj67z38UGm/b7vNtEsYkkDjmMYyQcelOu7+0sYo5rqdIY5JFjVnOAWY4UfiaX7Zbm9NkJlNwI/NMfcJnGfpmsy98X6Bp13JaXepRxTxHDoVYkcZ7CtKe9ht7Br073iVN/7tC7MO2FHJPtXO/8ACZSHwlc621gLeWO6a2jt7iXb83m+WN7fw8nJ64p48T3kWjC9ePTb2a4uUtrRdPvDLHI7HGGcqNuOp68ClXxReJHdW15ZQW9/ZzpHMfNLQKjqWWTdtB2nBXkda2bHU4rwQRuDDdS263DW7A7kU8c/jxWD4g8TX2leIbbTzLp+n2lwgMV3fBmWZ8/Mg2kBSBg5brmuluruCxtJLq5kEcMS7nc8gD1rP03xRomr3X2XT79J5tpbYqsOB35FQazq2sWlxMun6VDLb2sHnTXF1ceSjdfkQ7TkgDJJwBkVpaXfpqulWmoRxvGl1Ckqo4wyhgDg/nVuiiiiiiiiiiiiiiiiiiiiiiiiiqGof8ful/8AX03/AKJkq/RRWb4f/wCQHbfRv/QjWlRWaP8AkZn/AOvNf/QzWlRRRRRRRRRWfqf/AB9aZ/19/wDtKStCs3WOth/1+J/I1B4qttSutFaPSo0kuBLGxVgm7aGBbYXBUPjoSMA1y9tYalo1n4o1HVIZ8ahaxJbia4SaV32ugQ7QBkllAAGOetberaBe3Xw7/sK3ZGu0tIosM2FkKbcqT6NtI/GqVlouqnxpD4in0uK3huIzFLaicM0DhcCY4+UsR8hC9Bjk810ep6bc37Rm31i80/YDkWwjO/PrvRuntjrUthaTWVp5Mt/PeyZJ864Cbvp8oUY/CuYGla1qus2M2oaTa2E1qz/a9Qt5QftSFGQIo+9tOQxD9NoxnrSaRo2ttJoNhqFlFBbaCSTcrMG+0kRtGm1RyowxJ3Y9BnrXUajffYIY5PIebzJo4tqEAjcwXPPXGc1z/wAQmZdM0spbi5b+1rbEBYDzfm+7k8c9OaseE9Ku9Pm1KeWyTTLW6lRrfT0kDiDC4Y/L8o3HnC8ce9WZ9Cvpbp5k8S6nCjOWEKLBtUZ+6Mxk4+pzT/EWiT65a28EOoGz8mdZj+6EiyFeQGU9QDg/UCuYsPDHiHT7U3crJfXdrrUt7HCdsXnRvvViCOAzB9wB6YxXReHLC9hl1LUdQhW3uNRuBL9nVw/lIqKigkcFvlyccc1pale/2dptxe+S03kRl/LUgFsdhnjNM1TTrfWtHuLC7Q+TdRFGHdcjr9QefqKwvh55t54dXW7uYXF7qRzLKBjKplEAHphc/VjWleaJe3V3JNF4j1K1RzkQxLBtT6boyfzNa0alI1UuXKgAs3U+5xXL22k6paeH7uJdPs7udtTluVtrkgrJG0pYYPRW2nIJ6HrWe3h3VriW81iLTYLK4N5bXMGn+avz+VkMWZflDMGI4z91c1u6BZX/APaWp6vqNsLSS+MSx23mB2jSNSAWI4ySzHjOBitL7d/xOP7P8h/+PfzvNyNv3tu3HXPf/wDVXM65o+qDXdRvbfSYNXh1GxW1RZZlT7MRuyCG6o24E45yOhrc0zSbmy8L2mkyX8ouILVIWuo8FtwUDcNwI/MGl07SLuyufOn16/vk2keVcLCF+vyopz+NR+ItL/tiKytJI5ZbX7Wj3MaMoV0UE4cE8rnGQMk8ds1rgAAADAHQCloooooooooooooooooooooooooqhqH/AB+6X/19N/6Jkq/RRWb4f/5Adt9G/wDQjWlRWaP+Rmf/AK81/wDQzWlRRRRRRRRRWfqf/H1pn/X3/wC0pK0KzdY62H/X4n8jWlTXjSTG9FbaQw3DOCOhp1FFFFFJTZIo5goljR9rBl3KDgjoR70+iiiikpaZHFHDGI4kWNF6KowB+FPoooopKWiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiqGof8ful/wDX03/omSr9FFZvh/8A5Adt9G/9CNaVFZo/5GZ/+vNf/QzWlRRRRRRRRRWfqf8Ax9aZ/wBff/tKStCs3WOth/1+J/I1pUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUVQ1D/AI/dL/6+m/8ARMlX6KKzfD//ACA7b6N/6Ea0qKzR/wAjM/8A15r/AOhmtKiiiiiiiiis/U/+PrTP+vv/ANpSVoVm6x1sP+vxP5GrGo6lZ6TYyX1/OsFvFjfIwJAyQB09yBVPTfFOiatd/ZLK/SS42lhEyMjMB1IDAZx7VrVBe3lvp9nNeXcqw28CF5JG6Ko6mpgQwBHIPIpaKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKoah/wAful/9fTf+iZKv0UVm+H/+QHbfRv8A0I1pUVmj/kZn/wCvNf8A0M1pUUUUUUUUUVn6n/x9aZ/19/8AtKStCs3WOth/1+J/I1mfEDf/AMIhP5bqj/abXYzDIB+0R4JHfmsqY6tB4zsU1+6gnaKGWTSWtrfyo5pthV0fLMQ208AHBGT1FY2ga5rkz2d1HqUNze3EUrT2b6g0zyMI2O3yPLAhKsAOoHbJzRf39pN4Mu2j8R3moXl3o0sl1bPIJER9oJYjH7kgkgLxnpg4q5r8+oaBHq9tbazfSBtFF0rzTbmjlEm3cp/hBB6Djil8QT6hoDavaWur38qDToLvfNMXeNvP2uyn+EFRyBxxTvEPiCS8vtYTSNacQx2+nqktrKCsbvcMrFT0yVIB/Kl1G8v9GudY0yLVrz7HHLYmS5ml8yS1ilZ1lYMegwo5P3ck1b8P3FtNrGu2n/CRXN1p1s9n5Ez3udjHcSgkz82SADyc5xzXcUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUVQ1D/j90v/AK+m/wDRMlX6KKzfD/8AyA7b6N/6Ea0qKzR/yMz/APXmv/oZrSooooooooorP1P/AI+tM/6+/wD2lJWhWbrHWw/6/E/ka0HjSVdsiK65BwwyOORSPFHKVMkauUbcu4Z2n1HvTUtoI5nmjgjSWT77qgDN9T3pBZ2o83FtEPO/1vyD5/r6/jTnt4ZM+ZDG+V2ncoOR6fSlMUZcuY1LFdpJHJHp9KjSytI02JawquANqxgDAOR+vNQanpcepWkkInmtJJCp8+3IV/lORnjDD1ByCCRVXR/DdrpS3DSSNeT3LI0skyIAdgwgCqAqgdsDqSas6nY3t6sYs9Wn04oTuMUUb7/rvU4x7etZ/wDYWt/9Dfff+Alt/wDG6P7C1v8A6G++/wDAS2/+N0f2Frf/AEN99/4CW3/xuj+wtb/6G++/8BLb/wCN0f2Frf8A0N99/wCAlt/8bo/sLW/+hvvv/AS2/wDjdH9ha3/0N99/4CW3/wAbo/sLW/8Aob77/wABLb/43R/YWt/9Dfff+Alt/wDG6P7C1v8A6G++/wDAS2/+N0f2Frf/AEN99/4CW3/xuj+wtb/6G++/8BLb/wCN0f2Frf8A0N99/wCAlt/8bo/sLW/+hvvv/AS2/wDjdH9ha3/0N99/4CW3/wAbo/sLW/8Aob77/wABLb/43R/YWt/9Dfff+Alt/wDG6P7C1v8A6G++/wDAS2/+N0f2Frf/AEN99/4CW3/xuj+wtb/6G++/8BLb/wCN0f2Frf8A0N99/wCAlt/8bo/sLW/+hvvv/AS2/wDjdH9ha3/0N99/4CW3/wAbo/sLW/8Aob77/wABLb/43R/YWt/9Dfff+Alt/wDG6P7C1v8A6G++/wDAS2/+N0f2Frf/AEN99/4CW3/xuj+wtb/6G++/8BLb/wCN0f2Frf8A0N99/wCAlt/8bo/sLW/+hvvv/AS2/wDjdH9ha3/0N99/4CW3/wAbo/sLW/8Aob77/wABLb/43R/YWt/9Dfff+Alt/wDG6P7C1v8A6G++/wDAS2/+N0f2Frf/AEN99/4CW3/xuj+wtb/6G++/8BLb/wCN0f2Frf8A0N99/wCAlt/8bo/sLW/+hvvv/AS2/wDjdH9ha3/0N99/4CW3/wAbo/sLW/8Aob77/wABLb/43R/YWt/9Dfff+Alt/wDG61dPtrm0tfKur+W+k3E+dKiIcemEAH6VaooqhqH/AB+6X/19N/6Jkq/RRWb4f/5Adt9G/wDQjWlRWaP+Rmf/AK81/wDQzWlRRRRRRRRRWfqf/H1pn/X3/wC0pK0KzdY62H/X4n8jWlRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRVDUP+P3S/wDr6b/0TJV+iis3w/8A8gO2+jf+hGtKis0f8jM//Xmv/oZrSooooooooorP1P8A4+tM/wCvv/2lJWhWVrxlEdkYFRpPtke0SEhT16kA1Jv1v/n2sP8Av+//AMRRv1v/AJ9rD/v+/wD8RRv1v/n2sP8Av+//AMRRv1v/AJ9rD/v+/wD8RRv1v/n2sP8Av+//AMRRv1v/AJ9rD/v+/wD8RRv1v/n2sP8Av+//AMRRv1v/AJ9rD/v+/wD8RRv1v/n2sP8Av+//AMRRv1v/AJ9rD/v+/wD8RRv1v/n2sP8Av+//AMRRv1v/AJ9rD/v+/wD8RRv1v/n2sP8Av+//AMRRv1v/AJ9rD/v+/wD8RRv1v/n2sP8Av+//AMRRv1v/AJ9rD/v+/wD8RRv1v/n2sP8Av+//AMRRv1v/AJ9rD/v+/wD8RRv1v/n2sP8Av+//AMRRv1v/AJ9rD/v+/wD8RRv1v/n2sP8Av+//AMRRv1v/AJ9rD/v+/wD8RRv1v/n2sP8Av+//AMRRv1v/AJ9rD/v+/wD8RRv1v/n2sP8Av+//AMRRv1v/AJ9rD/v+/wD8RRv1v/n2sP8Av+//AMRRv1v/AJ9rD/v+/wD8RRv1v/n2sP8Av+//AMRRv1v/AJ9rD/v+/wD8RRv1v/n2sP8Av+//AMRRv1v/AJ9rD/v+/wD8RRv1v/n2sP8Av+//AMRRv1v/AJ9rD/v+/wD8RRv1v/n2sP8Av+//AMRRv1v/AJ9rD/v+/wD8RRv1v/n2sP8Av+//AMRRv1v/AJ9rD/v+/wD8RRv1v/n2sP8Av+//AMRRv1v/AJ9rD/v+/wD8RRv1v/n2sP8Av+//AMRRv1v/AJ9rD/v+/wD8RRv1v/n2sP8Av+//AMRRv1v/AJ9rD/v+/wD8RRv1v/n2sP8Av+//AMRRv1v/AJ9rD/v+/wD8RRv1v/n2sP8Av+//AMRRv1v/AJ9rD/v+/wD8RRv1v/n2sP8Av+//AMRRv1v/AJ9rD/v+/wD8RRv1v/n2sP8Av+//AMRRv1v/AJ9rD/v+/wD8RRv1v/n2sP8Av+//AMRRv1v/AJ9rD/v+/wD8RRv1v/n2sP8Av+//AMRVK/fWPtmm7rexz9pO3E79fKk/2Ku79b/59rD/AL/v/wDEUb9b/wCfaw/7/v8A/EUb9b/59rD/AL/v/wDEVQ0J9YGjW+y3sSuGwTO4/iP+xV/frf8Az7WH/f8Af/4ijfrf/PtYf9/3/wDiKoB9Y/4SJ/8AR7Hf9kXjz3xjef8AYq/v1v8A59rD/v8Av/8AEUb9b/59rD/v+/8A8RRv1v8A59rD/v8Av/8AEUb9b/59rD/v+/8A8RRv1v8A59rD/v8Av/8AEUb9b/59rD/v+/8A8RRv1v8A59rD/v8Av/8AEUb9b/59rD/v+/8A8RRv1v8A59rD/v8Av/8AEUb9b/59rD/v+/8A8RVW6bUjf6YLuG1SP7UeYpWY58qTsVFbdZusdbD/AK/E/kat3d7bWMQlupkhjZ1jDOcAsxAUfiSBTp7mC1RXnlWNXdUBY4BYnAH4nipaKKKzbTxFot9qD6faanbTXSZ3RJIC3HXHrjvjpWlRRWVp3ifRtWvGs7G9WWZVLgbGUOoOCyEgBwDxlSa1aKhjvLaW5mto50ea3CmWMNkpu5GfTOKq2Gv6Rqsk0dhqNtctB/rBHIDtHr9PfpTbLxFouox3EllqdtOlsMzMkgIQep9uOvSrlrd297AJraVZIySMjsR1B9DU1FFIzBFLMcBRkn0rGs/GHh7ULyKztNWt5biYkRxgnLYGTj8BVmz8QaPqFxPb2epW08tsCZVSQEqBwT9B61Zs761v4jLaTLKgO0lexqLU9WsdHt0nvp/KWRxHGApdnY9FVVBJPB4A7VLZXsOoWiXVv5nlvnHmRNG3BxyrAEfiKsUjMFUsxAAGST0FUZtb0u30tNUlv4EsnAKTlxtbPTB75pk/iLRrbS4tUm1K3WymIWOfflXJzwCO/B/KiLxDo81nFeR6hC0EzFUkzwSOv5dz2rSoooooooooooooooooooooooqhqH/H7pf/AF9N/wCiZKv0UVm+H/8AkB230b/0I1pUVmj/AJGZ/wDrzX/0M1pUUUUUUUUUVn6n/wAfWmf9ff8A7SkrQrN1jrYf9fifyNY3xHKjwspe5+yqL61JnwD5X75fm59OtZ4lE9t4n0oapJqmnQWAlW4lkDtDKyuSm8dcbVYema09W1u/sfhuNYQhL02ULs7Lny2YKGYj/Z3E/hWVpeo3I8Z2+hpr0l7pyFrmK6eQM07bMNblwMNtLeZxyBgdq3PFFtfXElsbODV5Qobd/Z17HAB0+9vIz7Y96ueH4LiLSfLu4r6Ny7ZW+uFmkx/vKSMVlxaR9p8SW1pFaw2ek+H9slskQGZZXRh25VVU9P4ic9q6mq0kcZv4ZDcusiowWESYVwcZJXvj17Zo1H/kGXWOvkv/AOgmvO/BtysV74XY3tvqJudM8iKCPAewURqzHgnIYqAScHOAO9dP4mtdQnvYmtLfWpUEeCdPv4oEByeodgSfetbRI5otIgjuEu45QDuW7mWWUcnqykg1yMWmpY3Pjix0uNlc2MRQBiztI0UnJJySxPes/W5rXUdKsI9Akjmli8PXQcWxBKRmNAqnHT5hwDzkH3rYj/snXPEumQae8Nxa/wBjSpcfZ2GFjLR+WCR05DEDqMGutsbGKwhaONncu5d3kbLOx6k021gj+wtDHdzTqxcecZdzDJOcN7dB6Yrl9Cv9YvtUj0G6nlEmiSMb+5Awblf+WAz/ALSnc3uuO9aPii2vria3Nnb6xKArbv7PvY4AOn3g5Gfwq/4fiuIdKRLmO9jk3Nlb2dZpOvdlJGKw1WbW9T8QalGSzWEcmn2Cg/cfYDIw/wBosVXPolZemNpmpf8ACGWdmYZjHZSpdRxHlIjBtcOByMvgc9/pXXx6Ta2UaKLy4jZp0cu02GlIGFQnuMADHfFZHj5o3stNs52S3hu79I3vm4Np8rEOrfwsSAoY9N1TeDtRubsapZy3h1C30+68i3vjjM67FJBI4YqSVJHXFZ5sNW/tYv8AY/Evl+fnd/asHl43ddu7O3264rqNX0611TTpbW8jMkBG5o9xUNjnBweR7dDXEaXJDb6P4Cubt0js41YF3OEWQwsEyeg7ge5plutjcztL/bZ0u3fXbmWxmjjVo5D5QVsMwKj5jIQT1OcVuaFEfE+lyvqNw1z9muZ7SK8hwgu4MgEnHGDjBx1K5GK6K3iijurlkuXkZiu6IyZWLA4AH8OevvVmiiiiiiiiiiiiiiiiiiiiiiqGof8AH7pf/X03/omSr9FFZvh//kB230b/ANCNaVFZo/5GZ/8ArzX/ANDNaVFFFFFFFFFZ+p/8fWmf9ff/ALSkrQrN1jrYf9fifyNXpYYp02TRJIuQdrqCMjoeao3mh2d1pT6XFGlpaysPNjgQIHXOWXjpu6H2JrQaNGjMbIpQjaVI4I9MVDHYWcUcMcdpAiQHMKrGAIz6qO3U9PWrFFRpbwxyySxwokkuDI6qAXwMDJ74FSVWlsIJtQgvnXM1ujpGfQNjP8hUtxCLi2lhJKiRCpI7ZGKz9B8P2Ph7TYLS0hi3xQrE84iVXl2jGWIHJrUopiwxJK8qxoskmN7hQC2OmT3xUdvZWlo0jW1rDC0rbpDHGFLn1OOpotrK0s9/2W1hg8xtz+VGF3H1OOpqeq1hYQabbG3t12oZHkPT7zMWPT3JqvY6NHY6xqepLNI76i0bOjdE2JtGP51o0UyOGKHd5UaJvYu21QNzHqT71HDZWltNLNBbQxSTHMjpGFZz6kjr+NNvbCC/WFbhdwgmSdOn3lOR+tSzQRXMLQzxJLE4wyOoZWHuDRBBDawrBbwpDEgwqRqFVR7AVJSEZGD0qF7K0ktPsb2sLW2NvkmMFMem3pSSWNnNaC0ltIHtgABC0YKYHQbelTRxpDGscSKiKMKqjAA9AKggsILe9uryNcTXWzzDxztGBVmiiiiiiiiiiiiiiiiiiiiiiqGof8ful/8AX03/AKJkq/RRWb4f/wCQHbfRv/QjWlRWaP8AkZn/AOvNf/QzWlRRRRRRRRRWfqf/AB9aZ/19/wDtKStCs3WOth/1+J/I1pUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUVQ1D/j90v/r6b/0TJV+iis3w/wD8gO2+jf8AoRrSorNH/IzP/wBea/8AoZrSooooooooorP1P/j60z/r7/8AaUlaFZusdbD/AK/E/ka0qKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKoah/x+6X/ANfTf+iZKv0UVm+H/wDkB230b/0I1pUVmj/kZn/681/9DNaVFFFFFFFFFZ+p/wDH1pn/AF9/+0pK0KzdY62H/X4n8jVDx3dTWfhK5mt554HEsCl7ckSBTMgYLjnJBI49awtH1DHiiKLTLzXHtraN31SPVS+I0KkoQJPm3bh24xnParGm/EzT726hEqW8Vvcq7RNHdrLKgVS37yMD5MhT3PPBxRrHiTWZ/B+o3w0qXTopNOe4tbuO5V2TgFQwAG1iDkYyPerFz40u9Mt7/wDtHRjFPaWIvYkW5D+cm7aQTt+Vge3I560668Z3empfLqOjeRcW0EVxHGlyHEkbybOW2/KwPUcj3qxrvi1tGub6BNOa5e0gtpVCyhTIZpTGFGRxjGc+/aon8Yz2v222vdIMeoW8sEUVvFcB1nMxIjw5AxyrZyOMd6s6b4g1O/vdQ0+TR47e7sDBvU3W5HWTJLKwXsAeo5PHHWugoooooooooooooooooooooooooooooooooooooooooooooqhqH/H7pf8A19N/6Jkq/RRWb4f/AOQHbfRv/QjWlRWaP+Rmf/rzX/0M1pUUUUUUUUUVn6n/AMfWmf8AX3/7SkrQrN1jrYf9fifyNP1nSo9a01rGaR40aSOTcmM5R1cdfdcVDqGg299q9pqnmPFcWytE5QDE8TdY3B6jOCPQ1S0/witkI7Z9WvbjToI2jhsZCoRUIK7WIAZwAcAMTiq7eBY5tPlsLjWdQntxava2yOVxbowAPQDeQAAC2cCrmseFLbWXuHluZozcWH2JtmOF37twyOtO1fwrZ6zcXUtzNMv2mzW0IjIG0K+8MDjqD+HFVG8FLO91Ne6veXc90tuskjqgx5Mm9cAKAMng/nR4i8ONML/ULWKa6urg2xWOOVYmiMLMQ8bEY3DcThuDjHGar+GdG1hLrVdRvLm7tpb6SDY1wImmKxg5yqZRQckYHQc9TXQanqNxp6xmDSrvUN5ORbGMbMeu9l6+2elZ/wDwkeof9ClrH/fVv/8AHaP+Ej1D/oUtY/76t/8A47R/wkeof9ClrH/fVv8A/HaP+Ej1D/oUtY/76t//AI7R/wAJHqH/AEKWsf8AfVv/APHaP+Ej1D/oUtY/76t//jtH/CR6h/0KWsf99W//AMdo/wCEj1D/AKFLWP8Avq3/APjtH/CR6h/0KWsf99W//wAdo/4SPUP+hS1j/vq3/wDjtH/CR6h/0KWsf99W/wD8do/4SPUP+hS1j/vq3/8AjtH/AAkeof8AQpax/wB9W/8A8do/4SPUP+hS1j/vq3/+O0f8JHqH/Qpax/31b/8Ax2j/AISPUP8AoUtY/wC+rf8A+O0f8JHqH/Qpax/31b//AB2j/hI9Q/6FLWP++rf/AOO0f8JHqH/Qpax/31b/APx2j/hI9Q/6FLWP++rf/wCO0f8ACR6h/wBClrH/AH1b/wDx2j/hI9Q/6FLWP++rf/47R/wkeof9ClrH/fVv/wDHaP8AhI9Q/wChS1j/AL6t/wD47R/wkeof9ClrH/fVv/8AHaP+Ej1D/oUtY/76t/8A47R/wkeof9ClrH/fVv8A/HaP+Ej1D/oUtY/76t//AI7R/wAJHqH/AEKWsf8AfVv/APHaP+Ej1D/oUtY/76t//jtH/CR6h/0KWsf99W//AMdo/wCEj1D/AKFLWP8Avq3/APjtH/CR6h/0KWsf99W//wAdo/4SPUP+hS1j/vq3/wDjtH/CR6h/0KWsf99W/wD8do/4SPUP+hS1j/vq3/8AjtH/AAkeof8AQpax/wB9W/8A8do/4SPUP+hS1j/vq3/+O0f8JHqH/Qpax/31b/8Ax2j/AISPUP8AoUtY/wC+rf8A+O0f8JHqH/Qpax/31b//AB2tXT7uW9tfOmsbiyfcR5VwULfX5WI/WrVFFUNQ/wCP3S/+vpv/AETJV+iis3w//wAgO2+jf+hGtKis0f8AIzP/ANea/wDoZrSooooooooorP1P/j60z/r7/wDaUlaFZusdbD/r8T+RrSooooooooooooooooooooooooooooooooooooooooooooooooooooooqhqH/H7pf/X03/omSr9FFZvh/wD5Adt9G/8AQjWlRWaP+Rmf/rzX/wBDNaVFFFFFFFFFZ+p/8fWmf9ff/tKStCsvXJY4UspZZFjRbyMsznAHXqan/tnS/wDoJWn/AH/X/Gj+2dL/AOglaf8Af9f8aP7Z0v8A6CVp/wB/1/xo/tnS/wDoJWn/AH/X/Gj+2dL/AOglaf8Af9f8aP7Z0v8A6CVp/wB/1/xo/tnS/wDoJWn/AH/X/Gj+2dL/AOglaf8Af9f8aP7Z0v8A6CVp/wB/1/xo/tnS/wDoJWn/AH/X/Gj+2dL/AOglaf8Af9f8aP7Z0v8A6CVp/wB/1/xo/tnS/wDoJWn/AH/X/Gj+2dL/AOglaf8Af9f8aP7Z0v8A6CVp/wB/1/xo/tnS/wDoJWn/AH/X/Gj+2dL/AOglaf8Af9f8aP7Z0v8A6CVp/wB/1/xo/tnS/wDoJWn/AH/X/Gj+2dL/AOglaf8Af9f8aP7Z0v8A6CVp/wB/1/xo/tnS/wDoJWn/AH/X/Gj+2dL/AOglaf8Af9f8aP7Z0v8A6CVp/wB/1/xo/tnS/wDoJWn/AH/X/Gj+2dL/AOglaf8Af9f8aP7Z0v8A6CVp/wB/1/xo/tnS/wDoJWn/AH/X/Gj+2dL/AOglaf8Af9f8aP7Z0v8A6CVp/wB/1/xo/tnS/wDoJWn/AH/X/Gj+2dL/AOglaf8Af9f8aP7Z0v8A6CVp/wB/1/xo/tnS/wDoJWn/AH/X/Gj+2dL/AOglaf8Af9f8aP7Z0v8A6CVp/wB/1/xo/tnS/wDoJWn/AH/X/Gj+2dL/AOglaf8Af9f8aP7Z0v8A6CVp/wB/1/xo/tnS/wDoJWn/AH/X/Gj+2dL/AOglaf8Af9f8aP7Z0v8A6CVp/wB/1/xo/tnS/wDoJWn/AH/X/Gj+2dL/AOglaf8Af9f8aP7Z0v8A6CVp/wB/1/xo/tnS/wDoJWn/AH/X/Gj+2dL/AOglaf8Af9f8aP7Z0v8A6CVp/wB/1/xo/tnS/wDoJWn/AH/X/Gj+2dL/AOglaf8Af9f8aP7Z0v8A6CVp/wB/1/xo/tnS/wDoJWn/AH/X/Gj+2dL/AOglaf8Af9f8aP7Z0v8A6CVp/wB/1/xo/tnS/wDoJWn/AH/X/GqV/q2mNeaaRqNoQtyScTrwPKk96u/2zpf/AEErT/v+v+NH9s6X/wBBK0/7/r/jR/bOl/8AQStP+/6/41n6Dq2mx6Nbq+o2qsA2QZl/vH3rQ/tnS/8AoJWn/f8AX/Gj+2dL/wCglaf9/wBf8azxq2m/8JG7/wBo2u37Ioz5y4zvPvWh/bOl/wDQStP+/wCv+NH9s6X/ANBK0/7/AK/40f2zpf8A0ErT/v8Ar/jR/bOl/wDQStP+/wCv+NH9s6X/ANBK0/7/AK/40f2zpf8A0ErT/v8Ar/jR/bOl/wDQStP+/wCv+NH9s6X/ANBK0/7/AK/40f2zpf8A0ErT/v8Ar/jR/bOl/wDQStP+/wCv+NVLzULK6vtMjt7yCZ/tRO2OVWOPKk7A1sUjKGGGAI9DTPIh/wCeSf8AfIo8iH/nkn/fIo8iH/nkn/fIo8iH/nkn/fIo8iH/AJ5J/wB8ijyIf+eSf98ijyIf+eSf98ijyIf+eSf98ijyIf8Ankn/AHyKPIh/55J/3yKPIh/55J/3yKPIh/55J/3yKPIh/wCeSf8AfIo8iH/nkn/fIo8iH/nkn/fIo8iH/nkn/fIo8iH/AJ5J/wB8ijyIf+eSf98ijyIf+eSf98ijyIf+eSf98ijyIf8Ankn/AHyKPIh/55J/3yKPIh/55J/3yKPIh/55J/3yKPIh/wCeSf8AfIo8iH/nkn/fIo8iH/nkn/fIo8iH/nkn/fIo8iH/AJ5J/wB8ijyIf+eSf98ijyIf+eSf98ijyIf+eSf98ijyIf8Ankn/AHyKPIh/55J/3yKPIh/55J/3yKPIh/55J/3yKPIh/wCeSf8AfIo8iH/nkn/fIo8iH/nkn/fIo8iH/nkn/fIo8iH/AJ5J/wB8ijyIf+eSf98ijyIf+eSf98ijyIf+eSf98ijyIf8Ankn/AHyKPIh/55J/3yKPIh/55J/3yKPIh/55J/3yKPIh/wCeSf8AfIo8iH/nkn/fIo8iH/nkn/fIo8iH/nkn/fIo8iH/AJ5J/wB8ijyIf+eSf98ijyIf+eSf98ijyIf+eSf98ijyIf8Ankn/AHyKPIh/55J/3yKPIh/55J/3yKPIh/55J/3yKPIh/wCeSf8AfIo8iH/nkn/fIo8iH/nkn/fIo8iH/nkn/fIo8iH/AJ5J/wB8ijyIf+eSf98ijyIf+eSf98ijyIf+eSf98ijyIf8Ankn/AHyKPIh/55J/3yKPIh/55J/3yKPIh/55J/3yKPIh/wCeSf8AfIpVijQ5WNVPqBT6/9k=[/img][/color][color=#000000][br][br][/color]

2.2.

2.3.

2.4.

2.5.

3.

Kapitel 3: Fördermaterialien

3.1.

Ursachen

[color=#000000][br][/color][b][u][color=#000000]Mögliche Ursachen:[br][/color][/u][/b][color=#000000][img 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[/img][/color][color=#000000][br][br][/color][color=#000000][img 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[/color][color=#000000][br][br][/color][color=#000000][b][u]Parallel und Senkrecht[br][/u][/b][img 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Q3jXNnLBNOouYUbY8iL821uPmXvzjp+VAFrZd2oDRMbuH+45xIB7N0b8fzqBmtGWW6tZmtpkGZEC4JP+0h6/X9akihXZ52l3ChD1iPMefTHVT/nFVZpINSv47e8iNvJAd27djL9grjrjrj6cUASRERwsmr2yhpm3NKBmPPYZ6rjpz+dWRHdWqhreT7VB2R2+cD2bv8Aj+dG67tQRKv2uHuyr+8H1Xo34flTIYY2QzaXcKgzzEeYyfQr1U/SgAVba7laS2ke2uh94AbW/wCBKeo/zmsHWtNksXMzcQXK+XcmPvnqQD0/xrelkgnZItQhNvMD+7fdgZ/2XH8qiv7O6ltXt5EW8jYYRjhZEPYnsfqOaAKOj6V9l0JLO5vUviWaWDev8Oc4APXH6Uyx1fTL3ULnT8NPLaj508snBPHHqazdN0+9vdWsbmC9SKSwZo54nGd8foDj3Pf09K15NNtbPWJr2KFEupeshPJ/zgflXg5lGOHrQxWt9v8Ah/kb03zJxKeiSNY+JjC4KrcxtGQeoZfmX9C1dfXF68s1leQ6gWVnRluMqu0cH5h+Wa7NHWRFdTlWGQfavdTTV0YDqKKKYBRRRQAUUUUAFFFFABRRRQAUUUUAFc/4qu7y0k0f7JdyQC51GO3lChTuRgc9QcHjrXQVkX+izajq1vcXF7mztpUnithGAVlUMM7u4O7p7UANfxPp63qWiGSWSSR4UKAEGRQSVPPHQjJGM96g0/xT5/hmLXLuykhhaJpZCHTCKD6luTT9O0C903UJ/K1Ytpkszzi1aEb0ZjlgHz93JJxjPvVOHwldw2Gm6c9/DPZ6fIXELwlRMQcpuw3O3rjoTj0oAuWHiKS/15dPGnzQxNYpd75doYbmIAK546Va1fXItGi82e1uJELKimIKTI7HAVQWBJqKDRrpNfXWJLyNna1+zzRiLAYByylTnjGcd+lNvtGvLrXYtSFzCyW0RW1hljJETn70nB5OOB6DPrQA+XxNp0N7Haszl3nFuSoDBJCM4IByPTOMZ71Fp+v2csT+S93PLJeTQpFKoD70zuUDjCjHem2WgahYarPPDrBFlcy+fNbGAFvMwN2188KSMkYPtVFfB97EFnttVSC9iv5ruGUQbkxL9+NlLcj3yOgoAZN4ndfEFtcxfbJbCXS5bg2qwgOGV1BJBwQQM9TWhP4x06IZjhu5x9iF8DFDkGE/xZJHT0ptx4evZ9RW9bUI5HFhJaMXhI3FyCW4PAGBx+tVIfCF5DCsX2+AhdH/ALMz5J6f3/vfp+tAGld+K9KtIxI0jyJsjkYxrkqr/dJXqfXgHimDxfp5ujAYbsBb0WTytDhFlIG0E5zg5HOO9VrTwvqNhdQz2esiBWt4oLuP7OGEnljarpk/I2OO4pk3hO7k+04voQJ9Vj1AZiJxt2/J97nO0c+5oA2tS1aHS5rOOaGZxeTiBHQDarkcbiSMZx+dVrHxJbahErwW1zk3MlsyFV3IyZ3ZAbpx+o9asa3pS61pM1i0rQM+GjmQZaJ1IKsPcECq2m+HYNK1O6vbaVsXEagRMPlVwMM/1bC5+lAFO08WWCWeniFNSvWv/NMGYQXbYTuB6AY7e1bN9qltp6RNcNtaZtsaEgFjjOOSB0HrWFpnhO7099HJvoZBpjTk4hI8wSk5/i4xmtPXdHn1QWk9lfGxvbKUyQy+XvU5BVlZcjIIPqKAKq+MtOl+ziC3vZnuIZJY0SDkiM4YckDIJ9aSDxMNS1S1s7KGQ213pzXiXOVBAyAPlPpn0p0ug38up2d/JqEcstvazQvuhI3mTByMHgDaOOfrUGleFLjSm02RL+N3srBrJwYTiRSQwP3vlORz1oAh0fxUtr4Ssb3VGnuJmtHuJpVjHCqcFj0HccDk9hV288Y6bZyXSPDdutpFHNM6Q5VY3zhsk8jg5xWb/wAIRdto1vpj6shiispbVlNvlTuPEigtww6d+PSpLrwdeXMGpxHUYR/aFhFZlvIPybM/NjdzncePpQBq33iewsJJldZ5Vt3iSZ4k3CNpMbAec85HTpkZq9eX8NjFG827dK6xxoo+Z3PQD9fyri760vpPENz5c0cUmYQLebTpXS5aNQVbcrBSM9M8jHsK6nWdIl1e2tGS4+y3lpOtxFJt3qHAIII4yCCR1FAGVofiBkj1NtTnkJXVZLa3SUKrABFIXjA45Oc/jVpfGOnym1SC2vppLoSeXGkHOYzhwckDj689qqHwfehJpo9Z8q+OoG/hlW3G2NymxlK7vmUjjqDV/wDsS+fV9M1GfUI5ns0lWXMO3zC+M4wflA2jA5oAXxBq81jNplhabVudTuPJSRxkRKFLM2O5wOB6mklvhp2uQWsmqySmSB3+yPFl5MYO5Sqjp3HuKs61okWsx27GVoLmzmE9tOgyY3HHQ9QQSCO4NQSaLdXOrwapc3UXnW1vLDGkcZCnfjJbJJ/hHAoAitPGFjepYSx2l6kOoSCO3lkiCqxKlvXPRT2pU8X2EjQItteNJcXE1ukYiBPmR53DOcdjjmq8HhW4g0HSLBb6MXGkzLJFN5JKvgEYK57hj0NMtfCN1aXdnONSjl+zX092Q8GNxlBBXg9tx5oAvxeI7O/sIZLMXDS3SSFIlQeYmw7WJBOBg8fX1rC0TWdSuF8JyT3ksgvre4a5Uov7wquQTgdfYVcsfCF5p5tJ7fU41ubfz0ZjASkkcr7yCu7IIPQ5/CpNP8KXOnHQwuoRzDSUlXLQ7TJvGOx4xQBJZeKrAW1ikS6jdvfecYN8Q3sUJ3KegGO2e1Sw+I9OvrnSZIprpFvo5ZIhswjBR8wfPQj0qpp3hS8sJNKf7dBJ/ZrXDD9yR5nmkn+9xjP40lh4PuLVNHilvYpY9NWdWAiIMolzn+LjGfegDUsPEen6jfrZ27OXkh86N9uVdMgdR0PI4ODWf4w12Sz0TUV06WZbq0VGeWJVIiLEYBz6j0HANXNA0bUNHiW1uNXN7aQL5dshhCOq9g7Z+YgcdBVLV/CNxqEmqra6mLaDVlTz0aDeVdQAGU5HUAAg56UAX7nxLp1ncrbSu7uJUhcoA2x2xgEde45A4zzViw1q11Kdo7ZZHUF180AFMo21h1yDnscVRh0DULXWJrq11gpa3bLJc25gBJcKFLI2fl3ADIwfanaf4cWz1x9WMqCeRGSUwx+X5+SCDIM4JUDAOM8mgDcooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAGsodSrAEEYII4NcxdeDfsVw994YvTo9yx3PCF3W0x/2o+31XBrqaSgDk18VC1ddP8X6cNNkc7UuM+ZaTH2f+E+zYrXuLS4Nm62cwnhkT5Y5Gzj0Kv8Al1zWjcW8N1A8FxDHNE4wySKGVh7g1zLeFr/Q2M/hS+EEectpt0S9u3+6esZ+nHtQBoJcW13bC6i8yC+2DKqNrk9MEdGGfrUkYe0tjBqUCyxscyTou5WJ6lh1H8q4i31HT/EHiS0kvZpNNuLFnSOznkxFLNk7jHMOCMnp14FdsbfVYAPMu2uIe6QgLIB/vH736GgCVg1nEJrW6jktzyI5pOMf7L/45qNJbPUD5sBeC7A4x8jt+fDD8xUdvpthK5msG8qdT84cFuf9pW6fUYqeaaNlEGp26x8/LIOUz7N1U/XFAEEsupiPy7+KBYD1lRDKcf7S9vqMinRaaY1Se0vGuoxyI5pMp/wEjp+oqyFvLQAxsbuH+6xAkA9j0b8fzpiR29y7S2Mxtpx99NuOf9pD/P8AWgDmdVtL1rrVLCxKRT3MW6JVbAJ4OM5HvVjW9CuNWsNK+1yC1urUrI235gGAx607VzdW+vmS3hRrgWrMgUZ3MAecY68VWmvPEE3gq2uo4n/tUscpImTjd3GB2rz8yUnh24uz0/M0pu0jQ1a3gewVhCxkP+sbaSCOnJrQ8L3RuNChRyTJbkwPn1U4H6YqO0jv7jRI42WLc8WJd5IYNjngcVR8Lym31W7sn4EqCZQf7w+Vv/Za2wbbw8G+yJn8TOqopKWuokKKKKACiiigAooooAKKKKACiiigArKvNXZdZi0ezjWW7eEzyFzhIowcAnHJJPAHsa1awbzSbu38VR6/Yqswktvst1bs20lQ25WU9Mgk8HqDQBftbu6E1yl+kEccW0pLHJkODnOQehB/nUi6nYvA063URjR9jHd0b+6R6+1cveeGNRupddvbeG3gmvXtnt4pG+95RBKuV6BiO2fWpf7F1CRrHU4tKt7G4gvRPPaJMHM48soSXwAWAORn060AdGdSsjaC6S6haJztRw2QT6fXjp7Vk6L4stLvRIb7VLqztJJnlCqJcBgjlcrnk8DNZ6aBq2n6tHq9tEk4a+nnksjKF2LIirkHpuG3J/3jUGleHtWtLjQmubCLFlc3ckxSVWCrKW24zjP3ucUAdedRshcJAbqISP8AdUt97jPHvjmoLXVIG08Xc97ayIWcCWBsoQCenJyQBz9DWHp+i39trMsd3pVpdW63j3dvfNLl03EnbsI4YZIznGKz7XQNcsrHTpV02G4e1muhLZPcBNySvuVlYZGRxwfU0AdjLqunwxxySXsCpKAUcuMMD0OfT3rNtPEQ/tDVbfUGgt47K6jghcE/vNyBhn357VmDRNSsb8rb6PYXOnXtpHBLamTalqVLHgEfMnzdBg5FRJo+u2fiy91q3tPNjluUH2dpUCyReWqs68/K4K8eoOKAOtW/tHufsy3EZm5+Tdzx1/KqPiPWk0TRru7WSD7RDA8sccrEBtozzjnHaqFho1/beJDfRB7e1lkle4t3kEkZJ+68fdGP8Q6dag8QaRrE17qzWdvHdw6pp32Zd8oQwOA/r1U7u3ORQBs2WqC5lhD3FqpazWeSAN+8QnHzdeFq5bXtrdtItvOkjRHDqp5X0yK5G68OateTOghjtzJoa2XneYGVZQ2cHGCV7ZxW14etLmPzbq90a1025kVUk8mbzWk2553YHy88DrQA+HWJtR1C9ttOji8qxfypp5icG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Vierecke: Parallelogramm, Raute und Trapez

Table of Contents

1.

Kapitel 1: Didaktischer Kommentar

1.1.

Situationsbeschreibung

Allgemeines

2.

Kapitel 2: Diagnosetest erstellen

2.1.

Diagnoseaufgaben _Arbeitsblatt

2.2.

2.3.

2.4.

2.5.

3.

Kapitel 3: Fördermaterialien

3.1.

Ursachen

3.2.

3.3.

3.4.

3.5.

3.6.

3.7.

Information