tag:blogger.com,1999:blog-45656069972717435072024-03-13T05:15:38.882-07:00Folk and Fairy Tales around the WorldMohamed Esahttp://www.blogger.com/profile/02145469492135119497noreply@blogger.comBlogger16125tag:blogger.com,1999:blog-4565606997271743507.post-80114150835464430232019-07-19T10:13:00.004-07:002019-07-19T10:13:44.593-07:00Welcome to our IDS 2015 Seminar at McDaniel College<div dir="ltr" style="text-align: left;" trbidi="on">
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<tr><td class="tr-caption" style="text-align: center;"><span lang="DE" style="color: black; font-size: x-small;"><span class="Apple-style-span"><span class="Apple-style-span">http://www.kinderkrebsstiftung.de/typo3temp/pics/0574786dcb.jpg</span></span></span></td></tr>
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<span style="font-family: "calibri"; font-size: 11pt;">Once upon a time … For centuries folk and fairy tales have fueled the popular imagination of people of all ages around the world. The course provides an in-depth analysis of folk and fairy tale traditions. We will read, discuss and analyze folk and fairy tales from around the world, as well as modern folktale adaptations (film, music, art). In the course, folk and fairy tales will be illuminated from different perspectives, including formalist (structure and style), feminist, religious, sociological and psychoanalytic approaches. <b>McDaniel Plan:</b> International Nonwestern, Textual Analysis.</span></div>
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<tr><td class="tr-caption" style="text-align: center;"><span lang="DE" style="color: black; font-size: x-small;"><span class="Apple-style-span"><span class="Apple-style-span">http://www.as-creation.de/files/work/4kids_motive/xxl_motive/marchen_gr.jpg</span></span></span></td></tr>
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<span style="color: #990000; font-weight: bold;">Learning Objectives:</span> <span style="font-family: "calibri"; font-size: 11pt;">In this course, students will gain an appreciation of the larger context (cultural and historical) of the development of the genre “fairytale”. They will also gain a better understanding of the literary and form/stylistic characteristics </span> <span style="font-family: "calibri"; font-size: 11pt;">of the genre. The course provides the students with the interpretative tools they need to critically examine fairy and folk tales from various scholarly approaches, above all psychoanalytical (Bruno Bettelheim (Freud), Marie-Louise von Franz and Verena Kast (Jung)), feminist (Maria Tatar, Ruth Bottigheimer and Kay Stone), Marxist (Jack Zipes), social (19th century nationalism and bourgeois construction of the family and children), and religious. Students will also learn to analyze films with fairy tale motives (e.g. <i>Silence of the Lambs</i> or <i>What Lies Beneath</i>). In addition, they will demonstrate literary and cultural openness and appreciation of various cultures around the world.</span></div>
Mohamed Esahttp://www.blogger.com/profile/02145469492135119497noreply@blogger.com0tag:blogger.com,1999:blog-4565606997271743507.post-15259317354176243492019-07-19T10:13:00.003-07:002019-07-19T10:13:36.178-07:00Week 1- Jan. 29 & 31<div dir="ltr" style="text-align: left;" trbidi="on">
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<b><span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;">Week 1 – Jan. 29 & 31</span></b><span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;"> </span></div>
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<span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;">Tuesday:<span style="mso-tab-count: 1;"> </span>Introduction of Course and Material</span></div>
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<span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;"><span style="mso-tab-count: 1;"> </span><b><u>Read:</u></b><span style="mso-tab-count: 1;"> </span>“Introduction,” <i style="mso-bidi-font-style: normal;">The Classic Fairy Tales</i>, pp. xi-xxvi<br />
Neil Geiman “Instructions”, <i style="mso-bidi-font-style: normal;">The Classic
Fairy Tales</i> (3-4)</span></div>
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<b><span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;"><span style="mso-tab-count: 1;"> </span>Film:</span></b><span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;"> The Brothers Grimm – Part 1</span></div>
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<span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;">Thursday:<span style="mso-tab-count: 1;"> </span>What are Folk and Fairy Tales</span></div>
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<a href="https://www.blogger.com/blogger.g?blogID=4565606997271743507" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=4565606997271743507" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;"><span style="mso-tab-count: 1;"> </span><b><u>Read:</u></b><span style="mso-tab-count: 1;"> </span>“The Types of the Folktale,” <i style="mso-bidi-font-style: normal;">The Classic Fairy Tales</i>, pp. 491-497,<br />
“Folklore and Literature” and “Morphology of the Folktale,” <i style="mso-bidi-font-style: normal;">The Classic Fairy Tales</i>, pp. 498-507</span></div>
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<b><span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;"><span style="mso-tab-count: 1;"> </span>Film:</span></b><span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;"> The Brothers Grimm – Part 2</span></div>
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<b><span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;">Blog Entry 1: </span></b><span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;">Why did you choose this class? What are you hoping to accomplish in the
course? What is your favorite folktale or fairy tale of all times and why? <b>Blog
is due by Sunday, Feb. 3</b></span></div>
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Mohamed Esahttp://www.blogger.com/profile/02145469492135119497noreply@blogger.com0Westminster, MD, USA39.5753791 -76.99581490000002839.4774786 -77.157176400000026 39.6732796 -76.834453400000029tag:blogger.com,1999:blog-4565606997271743507.post-74774944299891149242019-07-19T10:13:00.002-07:002019-07-19T10:13:27.491-07:00Week 2 – Feb. 5 & 7<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "trebuchet ms" , sans-serif;"><b><span style="font-size: 10.0pt;">Week 2 – Feb. 5 & 7</span></b><span style="font-size: 10.0pt;"><br /><br />Tuesday:<span style="mso-tab-count: 1;"> </span>Once upon
a time … History, Form and Theories of Fairy Tales</span></span></div>
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<span style="font-family: "trebuchet ms" , sans-serif;"><span class="label"><b style="mso-bidi-font-weight: normal;"><u><span style="font-size: 10.0pt;">Read</span></u></b></span><span class="label"><u><span style="font-size: 10.0pt;">:</span></u></span><span style="font-size: 10.0pt;"> </span><span class="label"><span style="font-size: 10.0pt;">Marie Louise von Franz, “Theories of Fairy Tales,” pp. 1-23</span></span></span></div>
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<span style="font-family: "trebuchet ms" , sans-serif;"><b><span style="font-size: 10.0pt;">Film:</span></b><span style="font-size: 10.0pt;"> The Brothers Grimm – Part 3</span><span style="font-size: 10.0pt;"><br /><br />Thursday:<span style="mso-tab-count: 1;"> </span>Why read folk and fairy tales? Morphology of folk and
fairy tales</span></span></div>
<div style="margin-bottom: .0001pt; margin: 0in; tab-stops: -139.5pt 1.0in 1.5in;">
<span style="font-family: "trebuchet ms" , sans-serif;"><span class="label"><b style="mso-bidi-font-weight: normal;"><u><span style="font-size: 10.0pt;">Read</span></u></b></span><span class="label"><u><span style="font-size: 10.0pt;">:</span></u></span><span style="font-size: 10.0pt;"> Bruno Bettelheim,
“Introduction. The Struggle for Meaning,” pp. 3-19. </span></span></div>
<div style="margin-bottom: .0001pt; margin: 0in; tab-stops: -139.5pt 1.0in 1.5in;">
<span style="font-family: "trebuchet ms" , sans-serif;"><b><span style="font-size: 10.0pt;">Film:</span></b><span style="font-size: 10.0pt;"> The Brothers Grimm – Part 4</span></span></div>
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<span style="font-family: "trebuchet ms" , sans-serif;"><b><span style="font-size: 10.0pt;">Blog Entry 2: </span></b><span style="font-size: 10.0pt;">Develop a one-page working definition of folk or fairy tale based on
class discussions and materials we have read in class. <b>Blog is due by Sunday,
Feb. 10.</b></span></span></div>
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Mohamed Esahttp://www.blogger.com/profile/02145469492135119497noreply@blogger.com0tag:blogger.com,1999:blog-4565606997271743507.post-40068784944539983432019-07-19T10:13:00.001-07:002019-07-19T10:13:19.139-07:00Week 3 - Feb. 12 & 14 - Littel Red Riding Hood<div dir="ltr" style="text-align: left;" trbidi="on">
<a href="https://www.blogger.com/blogger.g?blogID=4565606997271743507" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><iframe allowfullscreen="" frameborder="0" height="360" src="https://www.youtube.com/embed/F_iWajvrZns" width="480"></iframe><br />
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<span style="font-family: "trebuchet ms" , sans-serif;"><span style="font-size: small;"><b><span style="color: windowtext;">Week 3 – Feb. 12 & 14</span></b></span></span></div>
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<span style="font-family: "trebuchet ms" , sans-serif;"><span style="font-size: small;"><span style="color: windowtext;">Tuesday: Little Red Riding Hood – Loss of Innocence</span></span></span></div>
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</span><br />
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<a href="https://www.blogger.com/blogger.g?blogID=4565606997271743507" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><span style="font-family: "trebuchet ms" , sans-serif;"><span style="font-size: small;"><b><u><span style="color: windowtext;">Read:</span></u></b><span style="color: windowtext;"> “Introduction: Little Red Riding Hood” (5-14)<br />
“The Story of the Grandmother” (15-16)<br />
Charles Perrault, “Little Red Riding Hood” (16-18)<br />
Brothers Grimm, “Little Red Cap” (18-21)<br />
</span>Zohar Shavit, “The Concept of Childhood and Children’s Folktales,”<br />
(Blackboard, Course Documents)<span style="color: windowtext;"></span></span></span></div>
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</span><br />
<div style="margin-bottom: .0001pt; margin: 0in; tab-stops: -139.5pt 1.0in;">
<span style="font-family: "trebuchet ms" , sans-serif;"><span style="font-size: small;"><span style="color: windowtext;">Thursday: Little Red Riding Hood –
Loss of Innocence</span></span></span></div>
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</span><br />
<div style="margin-bottom: .0001pt; margin: 0in; tab-stops: -139.5pt 1.0in 117.0pt;">
<span style="font-family: "trebuchet ms" , sans-serif;"><span style="font-size: small;"><b><u><span style="color: windowtext;">Read:</span></u></b><span style="color: windowtext;"> Italo Calvino, “The False Grandmother” (21-22)<br />
Roald Dahl, “Little Red Riding Hood and the Wolf” (23-24)<br />
Roald Dahl, “The Three Little Pigs” (24-26)<br />
“The Tale of the Tiger Woman” (26-28)</span> <span style="color: windowtext;"><br />
“Tsélané and the Marimo”, (28-30)<br />
Bruno Bettelheim, "Little Red Riding Hood,” pp. 166-183. </span></span></span></div>
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<span style="font-family: "trebuchet ms" , sans-serif;"><span style="font-size: small;"><b><span style="color: windowtext;">Blog Entry 3:</span></b></span></span><span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;"><span style="font-family: "trebuchet ms" , sans-serif;"><span style="font-size: small;"> Find a cartoon on-line with “Little Red Riding Hood” as a theme and
write a reflection on that cartoon. What kind of cartoon is that (political,
social)? How do you like it, etc.? Add a copy of the cartoon, name of
cartoonist and the source (URL). <b>Blog
is due by Sunday, Feb. 17.</b></span></span> </span><span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;"></span></div>
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Mohamed Esahttp://www.blogger.com/profile/02145469492135119497noreply@blogger.com0tag:blogger.com,1999:blog-4565606997271743507.post-36897902487890175572019-07-19T10:13:00.000-07:002019-07-19T10:13:09.488-07:00Week 4 - Feb. 19 & 21<div dir="ltr" style="text-align: left;" trbidi="on">
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</style><b><span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;">Week 4 - Feb. 19 & 21</span></b></div>
<div style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 0in; margin-right: 0in; margin-top: 6.0pt; tab-stops: -139.5pt;">
<span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;">Tuesday: Beastly Bride(groom):
Beauty and the Beast</span></div>
<div style="margin-bottom: .0001pt; margin: 0in; tab-stops: -139.5pt 1.5in;">
<b><u><span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;">Read:</span></u></b><span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;"> “Introduction: Beauty and the Beast” (30-39)<br />
Jeanne-Marie de Beaumont, “Beauty and the Beast” (39-50)<br />
Giovanni Straparola, “The Pig King” (50-55)<br />
Brothers Grimm, “The Frog King, or Iron Heinrich” (55-58) </span></div>
<div style="margin-bottom: .0001pt; margin: 0in; tab-stops: 1.5in;">
<span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;">Thursday: <b><u>Read:</u></b> Angela
Carter, “The Tiger’s Bride” (58-74) <br />
“Urashima the Fisherman” (74-77)<br />
Alexander Afanasev, “The Frog Princess” (68-71) <br />
“The Swan Maiden” (79-80)<br />
Maria Tatar, "Sex and Violence: The Hard Core of Fairy tales," <br />
in: <i style="mso-bidi-font-style: normal;">The Classic Fairy Tale</i>, pp 446-456</span></div>
<div style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 0in; margin-right: 0in; margin-top: 6.0pt; tab-stops: -139.5pt -81.0pt;">
<b><span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;">Blog
Entry 4: </span></b><span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;">Choose two of the fairy
tales we read and discussed in class and compare and contrast them by focusing
on one single aspect: Sex and violence, transformation of the beast,
reinforcement of patriarchal order, etc. What is similar? What is different?
Which one do you like better and why? <b>Blog is due by Sunday, February 24.</b></span></div>
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Mohamed Esahttp://www.blogger.com/profile/02145469492135119497noreply@blogger.com0tag:blogger.com,1999:blog-4565606997271743507.post-20027731205043094852019-07-19T10:12:00.005-07:002019-07-19T10:12:59.236-07:00Week 5 - Feb. 26 & 28<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='720' height='405' src='https://www.blogger.com/video.g?token=AD6v5dyVVZcAunToiQmlZ7C0U_1K1zn6cDJfUREPYvkHfCallZbH6NG5DBEFbrELKNyAWTmliaSHfOmCdLDrhPIDTA' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
<span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;">Tuesday: Snow White and the Seven
Dwarfs </span><br />
<div style="margin-bottom: .0001pt; margin: 0in; tab-stops: -139.5pt 1.5in;">
<b><u><span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;">Read:</span></u></b><span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;"> “Introduction: Snow White” (84-92)<br />
Giambattista Basile, “The Young Slave” (92-95)<br />
Brothers Grimm, “Snow White” (95-102)</span></div>
<div style="margin-bottom: .0001pt; margin: 0in; tab-stops: -139.5pt 1.0in 1.5in;">
<br /></div>
<div style="margin-bottom: .0001pt; margin: 0in; tab-stops: -139.5pt 1.0in 1.5in;">
<span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;">Thursday: Snow White and the Seven
Dwarfs </span></div>
<div style="margin-bottom: .0001pt; margin: 0in; tab-stops: -139.5pt 1.0in 1.5in;">
<b><u><span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;">Read:</span></u></b><span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;"> Ann Sexton, “Snow White & the Seven Dwarfs” (102-106)<br />
Neil Gaiman, “Snow, Glass, Apples” (106-116)<br />
Jack Zipes: “Breaking the Disney Spell,” in: <i style="mso-bidi-font-style: normal;">The Classic Fairy Tale</i>, pp 414-435<br />
<b><u> </u></b></span></div>
<div style="margin-bottom: .0001pt; margin: 0in; tab-stops: -139.5pt 1.0in 1.5in;">
<span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;"><b><u>Film:</u></b> Disney’s Snow White and the Seven Dwarfs</span></div>
<div style="margin-bottom: .0001pt; margin: 0in; tab-stops: -139.5pt -81.0pt;">
<br /></div>
<div style="margin-bottom: .0001pt; margin: 0in; tab-stops: -139.5pt -81.0pt;">
<b><span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;">Blog Entry 5: </span></b><span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;">Watch the music clip “Sonne” by Rammstein on YouTube and compare the
story and persons, motives, symbols in the music video with those in the “Snow
White” fairy tales we have read in class. What is similar? What is different?
Which one do you like better and why? <b>Blog is due by Sunday, March 3.</b></span></div>
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Mohamed Esahttp://www.blogger.com/profile/02145469492135119497noreply@blogger.com0tag:blogger.com,1999:blog-4565606997271743507.post-13784722812313086162019-07-19T10:12:00.004-07:002019-07-19T10:12:48.410-07:00Week 6 – March 5 & 7<div dir="ltr" style="text-align: left;" trbidi="on">
<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="428" src="https://www.youtube.com/embed/MCOrtJMQmVs" width="760"></iframe><br />
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<div style="margin-bottom: .0001pt; margin: 0in;">
<span style="font-family: "trebuchet ms" , sans-serif;"><span style="font-size: 10.0pt;">Tuesday: <b>Cinderella: Don’t Judge a
Book by Its Cover</b></span>
</span></div>
<div style="margin-bottom: .0001pt; margin: 0in;">
<span style="font-family: "trebuchet ms" , sans-serif;"><b><span data-mce-style="text-decoration: underline;" style="text-decoration: underline;"><span style="font-size: 10.0pt;">Read:</span></span></b><span style="font-size: 10.0pt;"> “Introduction: Cinderella” (139-145)<br />
“<span class="mceItemHidden"><span class="mceItemHiddenSpellWord">Yeh</span></span>-<span class="mceItemHidden"><span class="mceItemHiddenSpellWord">hsien</span></span>” (146-148)<br />
Brothers Grimm, “Cinderella” (148-153) <br />
Charles <span class="mceItemHidden"><span class="mceItemHiddenSpellWord">Perrault</span></span>, “<span class="mceItemHidden"><span class="mceItemHiddenSpellWord">Donkeyskin</span></span>” (154-162)<br />
Joseph Jacobs, “<span class="mceItemHidden"><span class="mceItemHiddenSpellWord">Catskin</span></span>” (166-169)</span></span></div>
<div style="margin-bottom: .0001pt; margin: 0in;">
<span style="font-family: "trebuchet ms" , sans-serif;"><span style="font-size: 10.0pt;"> “The Story of the Black Cow” (169-171)<br />
Lin <span class="mceItemHidden"><span class="mceItemHiddenSpellWord">Lan</span></span>, “Cinderella” (171-175)<br />
“The Princess in the Suit of Leather” (175-181)<br />
<br />Presentation: Danielle: <span class="mceItemHidden"><span class="mceItemHiddenSpellWord">Bettelheim</span></span> “Cinderella,” pp. 236-277 </span></span></div>
<div style="margin-bottom: .0001pt; margin: 0in;">
<span style="font-family: "trebuchet ms" , sans-serif;"><span style="font-size: 10.0pt;"><br />Thursday:<b><span data-mce-style="text-decoration: underline;" style="text-decoration: underline;">No class: Watch Films:</span></b>
<i>Pretty Woman</i> (<a data-mce-href="https://www.dropbox.com/s/o8llxvz8mh3k67v/PrettyWoman.mp4?dl=0" href="https://www.dropbox.com/s/o8llxvz8mh3k67v/PrettyWoman.mp4?dl=0" target="_blank" title="Pretty Woman"><span class="mceItemHidden"><span class="mceItemHiddenSpellWord">https</span></span>://<span class="mceItemHidden"><span class="mceItemHiddenSpellWord">www</span></span>.<span class="mceItemHidden"><span class="mceItemHiddenSpellWord">dropbox</span></span>.com/s/o8<span class="mceItemHidden"><span class="mceItemHiddenSpellWord">llxvz</span></span>8<span class="mceItemHidden"><span class="mceItemHiddenSpellWord">mh</span></span>3k67v/<span class="mceItemHidden"><span class="mceItemHiddenSpellWord">PrettyWoman</span></span>.mp4?<span class="mceItemHidden"><span class="mceItemHiddenSpellWord">dl</span></span>=0</a>) and Disney’s <i>Cinderella ( ) Make sure to download them first.</i></span></span></div>
<div style="margin-bottom: .0001pt; margin: 0in;">
<span style="font-family: "trebuchet ms" , sans-serif;"><br /></span></div>
<div style="margin-bottom: .0001pt; margin: 0in;">
<span style="font-family: "trebuchet ms" , sans-serif;"><b><span style="font-size: 10.0pt;"><span class="mceItemHidden"><span class="mceItemHiddenSpellWord">Blog</span></span> Entry 6: </span></b><i><span style="font-size: 10.0pt;">Cinderella</span></i><span style="font-size: 10.0pt;"> is one of the so-called “rise
tales”, which features a narrative arc of “rags to riches through magic and
marriage.” Using the fairy tales and the films “Pretty Woman” and "<span class="mceItemHidden"><span class="mceItemHiddenSpellWord">Cinderalla</span></span> by Disney" as an example,
write a reflection on this motif. Can someone reach success or riches with
magic, marriage, charm, etc.? How realistic is that? <b><span class="mceItemHidden"><span class="mceItemHiddenSpellWord">Blog</span></span> is due by Sunday, March
10.</b></span></span></div>
<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="428" src="https://www.youtube.com/embed/_PLq0_7k1jk" width="760"></iframe>
<span style="font-family: "trebuchet ms" , sans-serif;"></span></div>
</div>
Mohamed Esahttp://www.blogger.com/profile/02145469492135119497noreply@blogger.com0tag:blogger.com,1999:blog-4565606997271743507.post-66518303409256512012019-07-19T10:12:00.003-07:002019-07-19T10:12:36.117-07:00Week 7 – March 12 & 14<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="font-family: "Trebuchet MS",sans-serif;">
<b>Tuesday:</b> <b>Lecture by Dr. Esa:</b> "Snow White and Rammstein: The Classical Fairy Tale Meets Heavy Metal" <br />
<b><br />Take Home Midterm Exam </b>will cover all materials studied in the first half of the semester including all required readings and fairy tales. Please bring a print out of the exam to class on Tuesday</div>
<div style="font-family: "Trebuchet MS",sans-serif;">
<br /></div>
<div style="font-family: "Trebuchet MS",sans-serif;">
<b>Thursday:</b> <b>Guest Speakers:</b> Dr. Paul Mazerof, Psychology<br />
“Fairy Tales from a Jungian Perspective"”</div>
<div style="font-family: "Trebuchet MS",sans-serif;">
<br /></div>
</div>
Mohamed Esahttp://www.blogger.com/profile/02145469492135119497noreply@blogger.com0tag:blogger.com,1999:blog-4565606997271743507.post-8372856075505274122019-07-19T10:12:00.002-07:002019-07-19T10:12:22.240-07:00Week 8 – March 26 & 28<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<b><span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;">Week 8 – March 26 & 28</span></b><br />
<div style="margin-bottom: .0001pt; margin: 0in; tab-stops: -139.5pt right -1.75in left 1.0in;">
<span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;">Tuesday: “Folktale and Storytelling
Tradition from Kenya”</span></div>
<div style="margin-bottom: .0001pt; margin: 0in; tab-stops: -139.5pt 1.0in;">
<b><span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;">Guest Speaker:</span></b><span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;"> Dr. </span><span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;">Ochieng' K'Olewe</span><span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;">, Education</span><br />
<div style="font-family: "Trebuchet MS",sans-serif;">
<span style="font-size: small;"></span></div>
<span style="font-size: small;"></span></div>
<div style="margin-bottom: .0001pt; margin: 0in; tab-stops: -139.5pt 1.0in;">
<span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;">Thursday: Villains: “Bluebeard”</span></div>
<div style="margin-bottom: .0001pt; margin: 0in; tab-stops: -139.5pt 1.5in;">
<b><u><span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;">Read:</span></u></b><span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;">“Introduction: Bluebeard" (182-188)<br />
Charles Perrault, "Bluebeard" (188-193)<br />
Brothers Grimm, "Fitcher's Bird" (193-195)<br />
Brothers Grimm, "The Robber Bridegroom" (196-198)<br />
Joseph Jacobs, "Mr. Fox" (199-201<br />
Margaret Atwood, “Bluebeard’s Egg” (205-227)</span></div>
<div style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 0in; margin-right: 0in; margin-top: 6.0pt; tab-stops: -139.5pt -135.0pt;">
<b><span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;">Blog
Entry 7: </span></b><span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;">This entry should be
either about the Folktale and Story-Telling Tradition from Kenya and the
lecture by Dr. </span><span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;">Ochieng' K'Olewe</span><span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;">. What makes Kenyan folk and fairy tales unique? How are they different
from others we have read? <b>OR </b>about Bluebeard as a villain: Which of the
Bluebeard tales we have read did you like the most? Why? Please elaborate and
include quotes from the tale to prove your point of view; <b>Blog is due by
Sunday, March 31</b>.</span></div>
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Mohamed Esahttp://www.blogger.com/profile/02145469492135119497noreply@blogger.com0tag:blogger.com,1999:blog-4565606997271743507.post-75399093884818065592019-07-19T10:12:00.001-07:002019-07-19T10:12:12.570-07:00Term Paper Due on Thursday, April 25, 9:40 a.m.<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="font-family: "trebuchet ms" , sans-serif;"><span style="color: windowtext; font-family: "calibri"; mso-bidi-font-family: Arial; mso-bidi-font-size: 10.0pt;">All students are required to write a research paper including
in-text citations for all quotations, as well as a “works cited” list including
all internet sites you used at the end of the paper, all in the proper MLA
style.</span></span><br />
<div style="margin: 0in 0in 0.0001pt; text-align: justify;">
<span style="font-family: "trebuchet ms" , sans-serif;"><br /></span></div>
<div style="margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="font-family: "trebuchet ms" , sans-serif;"><span style="color: windowtext; font-family: "calibri";">The term paper </span><span style="color: windowtext; font-family: "calibri";">(<b style="mso-bidi-font-weight: normal;">at least 1,200 words</b>)
</span><span style="color: windowtext; font-family: "calibri";">must be typed (double-spaced). Include a bibliography
of all sources you have used, both books and Internet resources. Use Times
Roman New, size 12 and leave a 1-inch margin on all sides. Title page, table of
contents, pictures and bibliography are not considered part of the required
pages. Please include a word count at the bottom of your paper. The term paper
is due at the beginning of class on the day indicated on the syllabus. Unless I
have explicitly granted an extension before the due date, late papers will be
penalized one-third of a letter grade per day. (A paper that would have earned
a B+ will receive a B if it is one day late, a B- if it is two days late, and
so on.)</span></span></div>
<div style="margin: 0in 0in 0.0001pt; text-align: justify;">
<span style="font-family: "trebuchet ms" , sans-serif;"><br /></span></div>
<div style="margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="font-family: "trebuchet ms" , sans-serif;"><span style="color: windowtext; font-family: "calibri";">In the research paper, you should
carefully compare and contrast any two of the fairy tales that we have studied.
You may choose two versions of the same tale (such as Perrault’s “Little Red
Riding Hood” and the Grimms’ “Little Red Cap”) or similar versions of different
tales (such as "Jack and the Beanstalk" and "Little
Thumbling"). You must apply one of the theories (disciplines) we have
studied in the semester in your analysis. Be very careful in choosing the texts
you want to write on, since you want to choose the ones most appropriate to
your topic. You should have a precise topic focusing on a specific theme. I
hope you choose the theme you are most interested in; some suggestions that
seem particularly relevant to these tales are: women, assertiveness, passivity,
independence, autonomy, men, sexual desire, fathers, mothers, sisters, family,
home, security, marriage, nature, magic, money, violence, class.</span><span style="color: windowtext; font-family: "calibri";"> </span></span></div>
<div style="margin: 0in 0in 0.0001pt; text-align: justify;">
<span style="font-family: "trebuchet ms" , sans-serif;"><br /></span></div>
<div style="margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="font-family: "trebuchet ms" , sans-serif;"><span style="color: windowtext; font-family: "calibri";">Another option would be to choose
one of the following topics and write a research paper on it: the image of
women in fairy tales, religion and spirituality in fairy tales, sex and
violence in fairy tales, fairy tales as an educational tool, fairy tales and
material culture (greeting cards, cartoons, advertisements, games, etc.), fairy
tales and psychotherapy, villains and heroes in fairy tales, fairy tales and
horror films/ suspense films, fairy tales and Disney, the depiction of
childhood; the depiction of nature; the depiction of animals; the depiction of
human nature; the depiction of men; the depiction of sexuality; the depiction of
girls or women; the depiction of marriage; the depiction of family; the
depiction of poverty, etc.</span></span></div>
<div style="margin: 0in 0in 0.0001pt; text-align: justify;">
<span style="font-family: "trebuchet ms" , sans-serif;"><b><span style="color: windowtext; font-family: "calibri"; mso-bidi-font-family: Arial; mso-bidi-font-size: 10.0pt;">Term Paper is due by April<sup> </sup>25.</span></b></span></div>
</div>
Mohamed Esahttp://www.blogger.com/profile/02145469492135119497noreply@blogger.com0tag:blogger.com,1999:blog-4565606997271743507.post-44948560267570959082019-07-19T10:12:00.000-07:002019-07-19T10:12:02.101-07:00Week 9 – April 2 & 4<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="margin-bottom: .0001pt; margin: 0in; tab-stops: -139.5pt;">
<span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;"></span><span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;">Tuesday: Tricksters: The Child as Hero</span>
</div>
<div style="margin-bottom: .0001pt; margin: 0in; tab-stops: -139.5pt 1.5in;">
<b><u><span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;">Read:</span></u></b><span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;"> Introduction: Hansel and Gretel," <i style="mso-bidi-font-style: normal;">The Classic Fairy Tales</i>, (229-235)<br />
Brothers Grimm, "Hansel and Gretel" (236-241)<br />
Fulano de tal and his Children” (242-244)<br />
Brothers Grimm, "The Juniper Tree" (245-252)<br />
Joseph Jacobs, "The Rose Tree" (252-254)</span><span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;"></span></div>
<div style="margin-bottom: .0001pt; margin: 0in; tab-stops: -139.5pt;">
<br /></div>
<div style="margin-bottom: .0001pt; margin: 0in; tab-stops: -139.5pt;">
<span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;">Thursday: Tricksters: The Child as
Hero</span></div>
<div style="margin-bottom: .0001pt; margin: 0in; tab-stops: -139.5pt 112.5pt;">
<b><u><span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;">Read:</span></u></b><span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;"> “The singing Bones” (254-255)<br />
Charles Perrault, "Little Thumbling" (255-263)<br />
Alexander Afanasev, “Vasilisa the Fair” (263-269)<br />
“Momotato, or the Peach Boy” (270-272)<br />
Joseph Jacobs, “Jack and the Beanstalk” (272-277)<br />
Bruno Bettelheim, "Hansel and Gretel,” pp. 159-166.</span></div>
<div style="margin-bottom: .0001pt; margin: 0in; tab-stops: -139.5pt 1.5in;">
<b><span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;">Film:</span></b><span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;"> “Hansel & Gretel – An Appalachian Version” </span></div>
<div style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 0in; margin-right: 0in; margin-top: 6.0pt; tab-stops: -139.5pt -85.5pt; text-align: justify;">
<b><span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;">Blog Entry 8: </span></b><span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;">The topic of this blog entry is “The Child as a Hero.” Describe the role
of various children as heroes in at least 2 fairy tales. Also explain the
meaning of this from a Freudian (here Bettelheim) psychoanalytical point of
view.<span style="mso-spacerun: yes;"> </span><b>Blog is due by Sunday, April 7.</b></span></div>
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Mohamed Esahttp://www.blogger.com/profile/02145469492135119497noreply@blogger.com0tag:blogger.com,1999:blog-4565606997271743507.post-15970806410361681612019-07-19T10:11:00.002-07:002019-07-19T10:11:52.315-07:00Week 10 – April 9 & 11<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="margin-bottom: .0001pt; margin: 0in; tab-stops: -139.5pt;">
<b><span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;"></span></b><span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;">Tuesday: “The Three Feathers” – A
Jungian Interpretation</span><span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;"> </span><span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;"></span>
</div>
<div style="margin-bottom: .0001pt; margin: 0in; tab-stops: -139.5pt;">
<b><u><span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;">Read:</span></u></b><span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;"> Marie-Louise von Franz, <i style="mso-bidi-font-style: normal;">Folktales
as Therapy</i>, chapters 2-4, pp. 24-69 </span></div>
<div style="margin-bottom: .0001pt; margin: 0in; tab-stops: -139.5pt;">
<br /></div>
<div style="margin-bottom: .0001pt; margin: 0in; tab-stops: -139.5pt;">
<span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;">Thursday: “The Three Feathers” – A
Jungian Interpretation</span></div>
<div style="margin-bottom: .0001pt; margin: 0in; tab-stops: -139.5pt;">
<b><u><span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;">Read:</span></u></b><span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;"> Marie-Louise von Franz, <i style="mso-bidi-font-style: normal;">Folktales
as Therapy</i>, chapters 5 & 6, pp. 70-113</span></div>
<div style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 0in; margin-right: 0in; margin-top: 6.0pt; tab-stops: -139.5pt;">
<b><span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;">Blog Entry 9: </span></b><span style="font-family: "calibri" , sans-serif; font-size: 10.0pt;">Write a summary of the
interpretation of “The Feathers” by von Franz and explain whether you agree
with her interpretation or not and why? <b>Blog is due by Sunday, April 14.</b></span></div>
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Mohamed Esahttp://www.blogger.com/profile/02145469492135119497noreply@blogger.com0tag:blogger.com,1999:blog-4565606997271743507.post-89651262964936635502019-07-19T10:11:00.001-07:002019-07-19T10:11:36.329-07:00Week 11 – April 16 & 18<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 0in; margin-right: 0in; margin-top: 6.0pt; tab-stops: -139.5pt;">
<span style="font-family: "trebuchet ms" , sans-serif;"><span style="color: windowtext; font-size: 10pt;">Tuesday: Jewish Folktale Tradition (on Blackboard under Course Documents)</span></span></div>
<span style="font-family: "trebuchet ms" , sans-serif;">
</span><br />
<div style="margin-bottom: .0001pt; margin: 0in; tab-stops: -139.5pt 1.5in;">
<span style="font-family: "trebuchet ms" , sans-serif;"><b><u><span style="color: windowtext; font-size: 10pt;">READ:</span></u></b><span style="color: windowtext; font-size: 10pt;"> “The Rabbi Who Was Turned into a Werewolf,” <br />
“A Dispute in Sign Languages” (42-44)<br />
“The Rabbi and the Inquisitor” (157-158)<br />
“Chelm Justice” (176-177)<br />
“The Magic Mirror of Rabbi Adam” (276-282)<br />
“It Could Always be Worse” (408-409)</span></span></div>
<span style="font-family: "trebuchet ms" , sans-serif;">
</span><br />
<div style="margin-bottom: .0001pt; margin: 0in; tab-stops: -139.5pt right -1.75in;">
<br /></div>
<div style="margin-bottom: .0001pt; margin: 0in; tab-stops: -139.5pt right -1.75in;">
<span style="font-family: "trebuchet ms" , sans-serif;"><span style="color: windowtext; font-size: 10pt;">Thursday: Native-American Folk and
Fairy Tales (on Blackboard under Course Documents)</span></span></div>
<span style="font-family: "trebuchet ms" , sans-serif;">
</span><br />
<div style="margin-bottom: .0001pt; margin: 0in; tab-stops: -139.5pt right 0in;">
<span style="font-family: "trebuchet ms" , sans-serif;"><b><u><span style="color: windowtext; font-size: 10pt;">Read:</span></u></b><span style="color: windowtext; font-size: 10pt;"> “How Men and Women Got Together” (68-72), <br />
“Deer Hunter and White Corn Maiden” (121-123), <br />
“The Flying Head (233-234), <br />
“How Mosquitoes Came to Be” (350-351) and <br />
“The End of the World” (474-475) </span></span></div>
<span style="font-family: "trebuchet ms" , sans-serif;">
</span><style><span style="font-family: "Trebuchet MS", sans-serif;">
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<br /></div>
<div style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 0in; margin-right: 0in; margin-top: 6.0pt; tab-stops: -139.5pt -94.5pt; text-align: justify;">
<span style="font-family: "trebuchet ms" , sans-serif;"><b><span style="color: windowtext; font-size: 10pt;">Blog Entry 10: </span></b><span style="color: windowtext; font-size: 10pt;">This entry should be either about the Jewish folktale tradition or on the
Native-American stories and how these are distinctly different from those of
European origins. What is unique about them?) <b>Blog is due by Sunday, April 21.</b></span></span></div>
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" 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Mohamed Esahttp://www.blogger.com/profile/02145469492135119497noreply@blogger.com0tag:blogger.com,1999:blog-4565606997271743507.post-91299030090550033942019-07-19T10:11:00.000-07:002019-07-19T10:11:10.413-07:00Week 13 – April 24 & 26<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-size: small;"><span style="color: windowtext;"><b>Tuesday:</b> Film: “Pan’s Labyrinth”</span></span></div>
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<span style="font-size: small;"><span style="color: windowtext;"><b>Thursday:</b> “</span>Once Upon a Time in Spain in 1944: The Morphology of El laberinto del fauno (Pan’s Labyrinth).”<br />
<b><span style="color: windowtext;">Guest Speaker:</span></b><span style="color: windowtext;"> Dr. Thomas Deveny, Spanish </span></span></div>
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<span style="font-size: small;"><b><span style="color: windowtext;">Blog Entry 13: </span></b><span style="color: windowtext;">How were Dr. Deveny’s lecture and the discussion of the film in class different than other topics discussed in class. How did the film director incorporate fairy tale motives/ functions and the description of the political situation in Spain in the 1940s? <b>Blog is due by Sunday, April 29.</b></span></span></div>
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Mohamed Esahttp://www.blogger.com/profile/02145469492135119497noreply@blogger.com0tag:blogger.com,1999:blog-4565606997271743507.post-20551530358050433292019-07-19T10:10:00.001-07:002019-07-19T10:10:56.602-07:00Week 14 - May 1 & 3<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;"><span style="color: windowtext;"><b>Tuesday:</b> Native-American Folk and
Fairy Tales</span></span></div>
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<span style="font-size: small;"><b><u><span style="color: windowtext;">Read:</span></u></b><span style="color: windowtext;">
“How Men and Women Got Together” (68-72); <br />
“Deer Hunter and White Corn Maiden” (121-123); <br />
“The Orphan Boy and the Elk Dog” (220-227)<br />
“The Flying Head (233-234)<br />
“How Mosquitoes Came to Be” (350-351)<br />
“The End of the World (474-475) (All on Blackboard under Course Documents)</span></span></div>
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<span style="font-size: small;"><span style="color: windowtext;"><b>Thursday:</b><b> </b>Review, Evaluations</span></span></div>
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<span style="font-size: small;"><b><span style="color: windowtext;">Blog Entry 14: </span></b><span style="color: windowtext;">This is your final blog. In this
blog, please reread all blogs you have written and reflect about what you have
done and learned in the semester. How did you like the material covered? Was it
challenging for you? Did you spend enough time reading the required material?
Etc. <b> Blog is due by Thursday, May 4.</b></span></span></div>
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Mohamed Esahttp://www.blogger.com/profile/02145469492135119497noreply@blogger.com0tag:blogger.com,1999:blog-4565606997271743507.post-615589812287710612012-02-21T11:13:00.000-08:002012-02-21T11:14:11.100-08:00Week 5 - Feb. 21 & 23<iframe allowfullscreen="" frameborder="0" height="320" src="http://www.youtube.com/embed/9qtTPTxvoPA" width="520"></iframe><br />
<div style="font-family: "Trebuchet MS",sans-serif;"><span style="font-size: small;"><b>Tuesday</b>: Beastly Bride(groom) </span></div><div style="font-family: "Trebuchet MS",sans-serif;"><span style="font-size: small;">Read: “Introduction: Beauty and the Beast” (25-32)</span></div><div style="font-family: "Trebuchet MS",sans-serif;"><span style="font-size: small;">Jeanne-Marie Leprince de Beaumont, “Beauty and the Beast” (32-42)</span></div><div style="font-family: "Trebuchet MS",sans-serif;"><span style="font-size: small;">Giovanni Straparola, “The Pig King” (42-47)</span></div><div style="font-family: "Trebuchet MS",sans-serif;"><span style="font-size: small;">Brothers Grimm, “The Frog King, or Iron Heinrich” (47-50)</span></div><div style="font-family: "Trebuchet MS",sans-serif;"><span style="font-size: small;"><b>Report 7:</b> Marina Warner, “Go! Be a Beast: Beauty and the Beast,” In: Folk & Fairy Tales by Martin Hallett and Barbara Karasek, Ontario, Canada: Broadview Press, 2002, pp. 365-376. On Blackboard.</span></div><div style="font-family: "Trebuchet MS",sans-serif;"><span style="font-size: small;"><br />
</span></div><div style="font-family: "Trebuchet MS",sans-serif;"><span style="font-size: small;"><b>Thursday:</b> Beastly Bride(groom) </span></div><div style="font-family: "Trebuchet MS",sans-serif;"><span style="font-size: small;">Read: Angela Carte, “The Tiger’s Bride” (50-66) </span></div><div style="font-family: "Trebuchet MS",sans-serif;"><span style="font-size: small;">“Urashima the Fisherman” (66-68)</span></div><div style="font-family: "Trebuchet MS",sans-serif;"><span style="font-size: small;">Alexander Afanasev, “The Frog Princess” (68-71)</span></div><div style="font-family: "Trebuchet MS",sans-serif;"><span style="font-size: small;">“The Swan Maiden” (72-73)</span></div><div style="font-family: "Trebuchet MS",sans-serif;"><span style="font-size: small;">Report 8: Maria Tatar, "Sex and Violence: The Hard Core of Fairy Tales," In: The Hard Facts of the Grimms' Fairy Tales, pp. 3-38. On reserve-Hoover Library: Ref. # [398.21 G864z76] and on Blackboard.</span></div><div style="font-family: "Trebuchet MS",sans-serif;"><span style="font-size: small;"><br />
</span></div><div style="font-family: "Trebuchet MS",sans-serif;"><span style="font-size: small;"><b>Blog Entry 5: </b>First read the story of “Cupid and Psyche” at http://www.pitt.edu/~dash/cupid.html, then write a comparison of this old Greek tale with that of any of the various versions of Beauty and Beast. Add two pictures to your blog, one from a beauty and beast story and one for “Cupid and Psyche.” Blog is due by Sunday, Fab. 26.</span></div>Mohamed Esahttp://www.blogger.com/profile/02145469492135119497noreply@blogger.com0