tag:blogger.com,1999:blog-4487407422747468702024-02-06T23:29:48.706-07:00MYTHOLOGYTimpanogos High School.
Kori Crampton.
kcrampton@alpinedistrict.org
Room 610 ext. 786610
Office Hours
Appointment Required
7:15-7:40 (all days)
Consultation Time
Contact:
kcrampton@alpinedistrict.org
Cramptonhttp://www.blogger.com/profile/16108052794729741776noreply@blogger.comBlogger437125tag:blogger.com,1999:blog-448740742274746870.post-67955636692691073322018-05-21T14:41:00.001-06:002018-05-21T14:43:10.481-06:00Your FINAL exam! <div dir="ltr" style="text-align: left;" trbidi="on">
Dear Mythology Kids,<br />
It's nice to "see" you again. Let me offer some "study guidance" for your final exam. Please know, as I have mentioned before, that it is fair, but studying will only benefit your end result.<br />
<br />
1. Be familiar with different examples of irony found with both The Iliad and The Odyssey.<br />
2. Be familiar with Penelope and her importance as a character within The Odyssey.<br />
3. Be familiar with Cassandra and the irony associated with her character.<br />
4.Consider examples for the "truth" of '"Appearance and Reality are not the same thing" for The Odyssey.<br />
5. Be familiar with the climax for The Iliad.<br />
6. Consider the importance of women within The Odyssey.<br />
7. Be familiar with the concept that "gifts from enemies never offer a positive result." <br />
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I hope this helps!<br />
I look forward to seeing you on Wednesday! I am so proud of you!<br />
<br />
Big Hugs,<br />
Crampton</div>
Mrs. Cramptonhttp://www.blogger.com/profile/09655339940384392730noreply@blogger.comtag:blogger.com,1999:blog-448740742274746870.post-20412409401584494992018-01-21T18:10:00.001-07:002018-01-22T10:15:05.015-07:00Creation Practice Quest<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="color: red;"><b>Complete the Practice Quiz </b></span><br />
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<span style="font-size: 18.0pt; line-height: 115%;">Practice Quiz for Greek Creation Myth</span></div>
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<span style="font-size: 14.0pt; line-height: 115%;">“Let’s review, my young friends.”</span></div>
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<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> 1. </span></span></span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">“The
Greek Creation Myth is intensely masculine and crude.”</i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-size: 12.0pt; line-height: 115%;"></span></i></b></div>
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Prove the above quote! Offer an example
from what you have been introduced to so far for the above text. </div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> 2.
</span></span></span>One needs to give the ancient Greeks credit for <b style="mso-bidi-font-weight: normal;">their creative approach in explaining what
they could not understand.</b> At this point in the Creation Myth, <b style="mso-bidi-font-weight: normal;">identify</b> an <b style="mso-bidi-font-weight: normal;">explanatory element</b> which you found CLEVER! </div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> 3.
</span></span></span><b style="mso-bidi-font-weight: normal;">Symbolism</b>
is used as a continuous literary tool in strong writing. The Greeks LOVED using
symbolism to make their audience THINK HARDER! We have only just begun,yet;
there are symbolic elements already present the Creation myth. Please <b style="mso-bidi-font-weight: normal;">identify </b>and <b style="mso-bidi-font-weight: normal;">explain </b>one.</div>
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<br />
We completed the following today in class:
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1. Creation Myth (the back side of your yellow handout)<br />
2. FLASHCARD TOPICS:<br />
<br />
<ul>
<li>1. polytheistic
</li>
<li>2. city-state</li>
<li>3. Aesthetic myth/Explanatory myth</li>
<li>4. Mythology and why?</li>
<li>5. Gaea</li>
<li>6. Uranus</li>
<li>7.. Nyx</li>
<li>10. Pontus</li>
<li>11. Aphrodite</li>
<li>12. Furies</li>
<li>13. Cyclopes</li>
<li>14.100 handed ones</li>
<li>15. Titans</li>
<li>16. Atlas/</li>
<li>17.Prometheus/</li>
<li>18. Epimetheus</li>
<li>21. Cronus</li>
<li>22. Rhea</li>
<li>23. Hestia</li>
<li>24. Hera</li>
<li>25. Demeter</li>
<li>26. Poseidon</li>
<li>27. Hades</li>
<li>28. Zeus</li>
</ul>
<span style="color: #3333ff; font-weight: bold;">The Key to Success....PREPARATION!</span><br />
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<b><i>"<span style="color: red;">The Creation Myth"....PRACTICE QUIZ!</span></i></b>
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1<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjYSbcuRqtzrYeHOnLyApBYviNwkAiwAxl04K-pSR-mp8Y4dd0YVE3inm5WKaPGNzXb-2JPhStQ3S_UDsqL1BMTxW34KB_avCXTmsSgMmOagh8HlCzQs-MBbfAu7YAPPqb3Af0KshMJxM/s1600/Kronos+and+Rhea.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjYSbcuRqtzrYeHOnLyApBYviNwkAiwAxl04K-pSR-mp8Y4dd0YVE3inm5WKaPGNzXb-2JPhStQ3S_UDsqL1BMTxW34KB_avCXTmsSgMmOagh8HlCzQs-MBbfAu7YAPPqb3Af0KshMJxM/s320/Kronos+and+Rhea.jpg" /></a></div>
1. <b> </b>The
two characters on this Greek vase are married. The female is offering
the male something of significance. Explain to me what is taking place
here. Why is this event so important?<br />
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2.. Identify the three female characters in the drawing. What was their purpose in Greek mythology?
Explain their symbolism.<br />
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3. What caused Uranus's fear with these (I know there is only one here) children? <br />
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4. Explain the symbolism behind the death of the character lying on his back.<br />
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I When I see you on Tuesday., we will review, and then take your quiz. Remember to use the practice quiz as a <b>pre-test</b>. Y<b>ou should put all of your information away while you take the quiz.</b> THIS IS <b>CLEARLY AN INTEGRITY</b> ISSUE ON YOUR PART, my fine young friends. In addition, you should <b>print a copy of the quiz as a word document,</b> and be <b>prepared to bring it with you to class on Wed.</b>. We will review for the quiz by discussing the questions on the practice quiz. If you choose to use <b>flashcards
on the quiz , you can use a 1/4 of the ones that you complete.
DON'T FORGET to review the information concerning <span style="color: red;">your "history lesson</span>." In addition, you will receive questions from <span style="color: red;">"Tell me a Story" (Front of your yellow handout). </span></b></div>
<b><span style="color: red;"> </span></b>
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<b><span style="color: red;">PRACTICE QUIZ for "THE CREATION" Myth</span></b>
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Enjoy your weekend!<br />
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The following images depict events within the Greek Creation myth. As you consider your assigned image, please discuss the possible symbolism associated with your image.<br />
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1. <br />
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Mrs. Cramptonhttp://www.blogger.com/profile/09655339940384392730noreply@blogger.comtag:blogger.com,1999:blog-448740742274746870.post-630300185121469122018-01-12T10:04:00.000-07:002018-01-12T10:04:06.233-07:00Friday, January 12th, 2018<div dir="ltr" style="text-align: left;" trbidi="on">
Dear Mythology Kids,<br />
If you missed class today, I hope that you are not sick, and if you are missing class due to skiing, then have fun! I would like to be on the slopes myself.<br />
<br />
This is what we accomplished. <span style="color: red;">Please maked sure you are up to date when I see you again on Wednesday, January 17th.</span> Gees, we are already half way through January.<br />
<br />
#1. Everyone submitted their annotations for <span style="color: red;">"WHY IS CLASSICAL MYTHOLOGY STILL RELEVANT TODAY?"</span><br />
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#2. We then continued watching the film about the <span style="color: red;">Parthenon;</span> each student recorded 7 points of interest. The YouTube clip is called <span style="color: red;">"Secrets of the Parthenon."</span><br />
<br />
Next we moved on to Sparta. I recommend that you <span style="color: red;">communicate with someone that is in class to obtain the missing notes. </span>We then watched a clip called <span style="color: red;">"A Spartan Boy's Life."</span> As you view this, please make a list of 7 interesting points.<br />
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We had a great discussion about both sets of interesting facts, and then the bell rang.<br />
<span style="color: red;"><b>PLEASE DO NOT MISS CLASS ON WEDNESDAY!!!! HAVE A GREAT LONG WEEKEND!</b></span><br />
<br />
<br />
<span style="color: red;"><b>Homework:</b></span><br />
<span style="color: red;"><b>NONE! </b></span></div>
Mrs. Cramptonhttp://www.blogger.com/profile/09655339940384392730noreply@blogger.comtag:blogger.com,1999:blog-448740742274746870.post-60213969542431961782018-01-08T18:44:00.001-07:002018-01-08T18:44:09.269-07:00Welcome to Mythology! Thursday and Monday...01/4 and 01/8<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
FIRST DAY OF CLASS! <br />
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<span style="color: #073763;"><b>Dear Mythology Students</b>,</span>
I welcome you to the land of gods and goddesses, where logic does not
exist, only the idea that some where in the slime of cosmic confusion
order becomes real. Was that poetic? <span style="color: red;">TRANSLATION: </span>Prepare yourself to
learn ancient ideas and concepts that are bizarre; yet still relevant
and valid in modern times. <i><b>I welcome you to Mythology.</b></i><br />
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<b><span style="color: red;">HOMEWORK</span> </b>for <b><span style="background-color: magenta;">Thursday, 3rd, 201*</span></b><br />
1. <b><span style="color: red;">Supplies </span></b>with five dividers ( assignments, notes, handouts, vocab./mechanics, journal)<br />
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<span style="color: red;"><b>HOMEWORK</b></span> for<b>Wednesday, January 10th, 2018 !</b><br />
2. "<span style="color: red;"><b>What is a Classic? " <span style="background-color: magenta;"></span></b></span></div>
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<span style="color: red;"><b>What is a Classic? DUE DATE: </b></span></div>
<div class="post-body entry-content" id="post-body-3386399417711535382" itemprop="description articleBody" style="text-align: center;">
<span style="color: red;"><b>Wednesday, January 10th, 2018</b></span></div>
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<span style="color: red;"><b><span style="color: black;"><u>Explanation:</u>
If something is referred to as "classic," what does that mean? Many
times when individuals hear the world "classic," they naturally think of
pieces of literature or art, which, of course apply and make sense;
however, in addition to literature and art, there are a myriad of other
aspects to our culture that could be considered "classic."</span></b></span></div>
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<span style="color: red;"><b><span style="color: black;">Prior to
explaining your assignment, allow me to give you some insight into the
word "classic." It has been suggested that the Latin root <i>classicus,</i> relates to the <i>"first or highest class or division" </i>in which the Roman people were anciently divided. These individuals were often spoken of as <i>"classici.</i>" So, the word "CLASSIC" could be interpreted to mean "<i>of the first class" or of the highest order. " </i>The meaning is probably best captured by our slang expression, "classy."</span></b></span></div>
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<span style="color: red;"><b><i><span style="color: black;"><span style="color: red;">So, knowing this little bit of information, what do you consider to be "classic?"</span> </span></i></b></span></div>
<div style="text-align: left;">
<span style="color: red;"><b><span style="color: black;"><u>Assignment: </u>For
your assignment, you are to consider the word "classic," and then
locate an image of what you to be "classic." There is no "right" or
"wrong" answer, as long as you can justify your choice as being "of the
highest order." In addition, you need to further justify your choice in
writing by answering the following questions in your response.</span></b></span></div>
<div style="text-align: left;">
<ol style="text-align: left;">
<li><span style="color: red;"><b><span style="color: black;">Identify your "classic " choice.</span></b></span></li>
<li><span style="color: red;"><b><span style="color: black;">In your words, what does the term "classic" mean to you?</span></b></span></li>
<li><span style="color: red;"><b><span style="color: black;">In a brief
paragraph, explain why you consider your choice to be "classic?" Please
be specific. A response such as, "Because I like it," is not sufficient!</span></b></span></li>
</ol>
<span style="color: red;"><b><span style="color: black;">Finally, in
another paragraph , tell me why you think we call the myths of the
ancient Greeks and Romans "Classical Mythology?" Why not just call the
"myths of Greece and Rome? Or even better, Grecian and Roman Mythology? "
We call the myths of China "Chinese Mythology." So, why do you suppose
we call the myths of Greece and Rome, "Classical Mythology?"</span></b></span></div>
<div style="text-align: left;">
<span style="color: red;"><b><span style="color: black;"><u>Requirements: </u></span></b></span></div>
<div style="text-align: left;">
<ol style="text-align: left;">
<li><span style="color: red;"><span style="color: black;">Please type, double space your response, using 12 pt font, Times New Roman print</span></span></li>
<li><span style="color: red;"><span style="color: black;">Include an image of your chosen "classic example."</span></span></li>
<li><span style="color: red;"><span style="color: black;">Follow the example offered on the explanation handout given to you on Wednesday.</span></span></li>
<li><span style="color: red;"><span style="color: black;">Include your
first and last name, my name, period, and date in the upper left corner
of your assignment (MLA format) ....DOUBLE SPACE!</span><b><span style="color: black;"> </span><i><span style="color: black;"> </span></i> </b></span></li>
</ol>
</div>
<br />
HERE ARE SOME PREVIOUS STUDENT EXAMPLES. Please do not repeat these.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhi0whc7OSwmiAX-ghERrX9_hnlAHCNPoM5dGtM1ZADlOwTOZmrs9bbqmCUtckRpme4eGTLbSdCcTuPqHs95qoDlHe9XbUNjmtYTZWeyG5n_GdrCYrJnI5vxNC5VkaILUAlzX0nIwyr5moT/s1600/The_Parthenon_in_Athens.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="804" data-original-width="1144" height="140" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhi0whc7OSwmiAX-ghERrX9_hnlAHCNPoM5dGtM1ZADlOwTOZmrs9bbqmCUtckRpme4eGTLbSdCcTuPqHs95qoDlHe9XbUNjmtYTZWeyG5n_GdrCYrJnI5vxNC5VkaILUAlzX0nIwyr5moT/s200/The_Parthenon_in_Athens.jpg" width="200" /></a></div>
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<div style="text-align: center;">
The Parthenon/Temple to Athena Nike....the structure is a classic example of the lasting influence of the ancient Greeks.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRCRTurZInPzDSgAMSU4r1m2llIzHW3ILl_xnk2rqpziqY3sPdZEuWNxpJ7irbFaBCm2xHT7ZH8ZCuj_UHj-Q1A7kAa_awdlq91wtVQDtjbht3Y2s2Rv8imJ4P_3XD3JzNsdXwengor-EH/s1600/1+Apple+pie.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="149" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRCRTurZInPzDSgAMSU4r1m2llIzHW3ILl_xnk2rqpziqY3sPdZEuWNxpJ7irbFaBCm2xHT7ZH8ZCuj_UHj-Q1A7kAa_awdlq91wtVQDtjbht3Y2s2Rv8imJ4P_3XD3JzNsdXwengor-EH/s200/1+Apple+pie.jpg" width="200" /></a></div>
<div style="text-align: center;">
Warm apple pie and vanilla ice cream</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOu20b30b2VGFheJthFDl0rdqCpuvEWfShf2Rw0q6YV1i9a5mV9-0lgdlB-MopffxM5RRxh3nDlmC6bSuYEmnoaKjqyiqvI8ql3UA4pzpzmLw7SqhpM2s1wsp3fQXYOi302lOD8yHX71s3/s1600/1+Diamond+solitaire.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOu20b30b2VGFheJthFDl0rdqCpuvEWfShf2Rw0q6YV1i9a5mV9-0lgdlB-MopffxM5RRxh3nDlmC6bSuYEmnoaKjqyiqvI8ql3UA4pzpzmLw7SqhpM2s1wsp3fQXYOi302lOD8yHX71s3/s200/1+Diamond+solitaire.jpg" width="200" /> </a></div>
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Solitaire Diamond Ring </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiHAnleQpCx5UTyWMzUVcslKkze7b5rMaWtFsiRObmDrt1BsITk3Y6eh7s3y0wa4Kxw2wHeRKLVy_ESdlbnERmmZ-V12QiZf-4vDXQcfB9uPSbguTrq6zmIQ-MN0h40jeMfIXcWOKUXa5b/s1600/1+pearls.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="132" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiHAnleQpCx5UTyWMzUVcslKkze7b5rMaWtFsiRObmDrt1BsITk3Y6eh7s3y0wa4Kxw2wHeRKLVy_ESdlbnERmmZ-V12QiZf-4vDXQcfB9uPSbguTrq6zmIQ-MN0h40jeMfIXcWOKUXa5b/s200/1+pearls.jpg" width="200" /></a></div>
<div style="text-align: center;">
Pearls </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpc7QiS4As3mJsZecwWp2rH-hSvw1e6rAdTQoGbUcWkrHGaeW3T7Vzd-HBz3Sul4pnNa3J2oHYawKw5q-r5xL9GY-Qy24phF84PLBO7d_aTGIgpXqVyq6d9JQqJlVmkmBeeaA3BqYboQEj/s1600/1+First+Kiss.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="132" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpc7QiS4As3mJsZecwWp2rH-hSvw1e6rAdTQoGbUcWkrHGaeW3T7Vzd-HBz3Sul4pnNa3J2oHYawKw5q-r5xL9GY-Qy24phF84PLBO7d_aTGIgpXqVyq6d9JQqJlVmkmBeeaA3BqYboQEj/s200/1+First+Kiss.jpg" width="200" /></a></div>
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First Kiss</div>
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<br />
I look forward to working with you this year!<br />
Cheers,<br />
Crampton </div>
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<br />
MONDAY, JANUARY 8th<br />
If you missed class, we completed the following:<br />
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1. Students were given PC #2. <b><i><span style="color: blue;">After our
brief introduction to the word "CLASSICAL" during our last class
period, consider the following images, and explain why or why not these
examples are classic? </span></i></b><br />
<b><i><span style="color: blue;"><span style="color: red;">Note: You are
welcome to complete the "pocket cards" if you miss class; however, you
must submit the card on the next school day following the day missed.
Each card is worth 5 points.</span></span></i></b><br />
<br />
<b><i><span style="color: blue;"><span style="color: red;"> </span></span></i></b><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIeDgK6sQUMRWtNGHGVqVGmh35T2h8rQ3Z_zJm5cl9Pp_km2SY26Khna4eZB2fXgA0YjKzYtZlivOzOvZ_SXtUofTeNv4RE1dBxhZnzwsPQ7oY89FpKamke5Ix6jTbpaDjY_OIzNliMNgJ/s1600/1+Solitaire+3.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="480" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIeDgK6sQUMRWtNGHGVqVGmh35T2h8rQ3Z_zJm5cl9Pp_km2SY26Khna4eZB2fXgA0YjKzYtZlivOzOvZ_SXtUofTeNv4RE1dBxhZnzwsPQ7oY89FpKamke5Ix6jTbpaDjY_OIzNliMNgJ/s200/1+Solitaire+3.jpg" width="133" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcQyIy0TJYRZQXN3SYzUoRfYk8FkWig9c2rBfX0F0haigEroZaETY6LMwcJLY4SjtgMCUn7jyQfC1TxT1P-P_J38qPDLrcbc0tCX6Hagap1utlZxVUAgV4q0ExvAkjI-Lh8pMdSSuUetct/s1600/1+Solitaire.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="142" data-original-width="213" height="212" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcQyIy0TJYRZQXN3SYzUoRfYk8FkWig9c2rBfX0F0haigEroZaETY6LMwcJLY4SjtgMCUn7jyQfC1TxT1P-P_J38qPDLrcbc0tCX6Hagap1utlZxVUAgV4q0ExvAkjI-Lh8pMdSSuUetct/s320/1+Solitaire.jpg" width="320" /></a></div>
2. We then discussed why/why note the two examples are considered
"classic." This was done in order to guide students with the "What is a
Classic" assignment due on Tuesday.<span style="color: red;"></span><br />
<br />
<span style="color: red;"><span style="color: black;">3. Students were then introduced to a brief "<span style="color: red;">history" lesson </span>regarding the ancient Greeks. We discussed <span style="color: red;">their brilliance and their ability to create.</span> Images were shown to help illustrate these points, and students recorded the information on the the <b><span style="color: magenta;">PINK MAP,</span></b> located in the "notes" section of their notebook. <b><span style="color: red;">PLEASE OBTAIN THE INFORMATION FROM ONE OF YOUR GROUP MEMBERS!</span></b></span></span><br />
<br />
<span style="color: red;"><span style="color: black;"><b><span style="color: red;">HOMEWORK:</span></b></span></span><br />
<span style="color: red;"><span style="color: black;"><b><span style="color: red;"><span style="color: blue;">1.
"What is a Classic?" is due on Wednesday. Please fastidiously follow the
instructions. There is an example on the back of the explanation page
that you can follow. </span> </span></b></span></span><br />
<br />
<span style="color: red;"><span style="color: black;"> </span> </span><br />
</div>
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Mrs. Cramptonhttp://www.blogger.com/profile/09655339940384392730noreply@blogger.comtag:blogger.com,1999:blog-448740742274746870.post-68439526766339158702017-12-08T07:33:00.000-07:002017-12-08T09:56:18.996-07:00IRONY QUIZ<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="color: black; font-family: "calibri"; font-size: 22.0pt;"><span style="color: red;">WE WILL HAVE TIME ON TUESDAY TO COMPLETE THIS IN CLASS. </span> </span><br />
<span style="color: black; font-family: "calibri"; font-size: 22.0pt;">Now that we have completed THE ILIAD, you should have a greater under standing of the epic's structure and the literary elements, such as IRONY which add meaning to the text. Explain
the </span><span style="color: red; font-family: "calibri"; font-size: 22.0pt;">IRONY
within <b><span style="color: blue;">ONE</span></b> </span><span style="color: black; font-family: "calibri"; font-size: 22.0pt;">of
the included events depicted below. Please offer <span style="color: red;">an explanation as to <b><span style="color: blue;">why IRONY is such
an effective literary tool</span></b></span>, and<span style="background-color: #f3f3f3;"><span style="color: blue;"> </span><span style="background-color: white;"><span style="color: blue;">what it does to you as the reader in relationship to </span>the chosen image. You will need to offer some schema for the image that you select. NOTE: Some of the images act as the catalyst for the irony that eventually takes place. </span></span></span><br />
<span style="color: black; font-family: "calibri"; font-size: 22.0pt;"><span style="background-color: #f3f3f3;"><span style="background-color: white;"><br /></span></span></span>
<span style="color: black; font-family: "calibri"; font-size: 22.0pt;"><span style="background-color: #f3f3f3;"><span style="background-color: white;">1.</span></span></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifIQIh3afwXOMv8eIMf_Sc81UntYxSleXBBm2mcr2ya0rqpM7GPXQ_SQ907HSc2KQ0iq7482IJqK7XtGjco7UEOcDLgskv3iU7BIn1y1rtU0dOHsopXqyJnhCRZ0JK92GrU-exAV7qcCQy/s1600/Cassandra.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="183" data-original-width="275" height="425" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifIQIh3afwXOMv8eIMf_Sc81UntYxSleXBBm2mcr2ya0rqpM7GPXQ_SQ907HSc2KQ0iq7482IJqK7XtGjco7UEOcDLgskv3iU7BIn1y1rtU0dOHsopXqyJnhCRZ0JK92GrU-exAV7qcCQy/s640/Cassandra.jpg" width="640" /></a></div>
<span style="color: black; font-family: "calibri"; font-size: 22.0pt;"><span style="background-color: #f3f3f3;"><span style="background-color: white;"><br /></span></span></span>
<span style="color: black; font-family: "calibri"; font-size: 22.0pt;"><span style="background-color: #f3f3f3;"><span style="background-color: white;">2.</span></span></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmE_I0Y8iWODQJVGXIQ8i7_08-Wyj7Oj-zK454t7FFnqmXm9JvVhvtljsbdQLY1qSDJzpkg3gf_Z2Bbx0HURQOY41Tu7pFfIbuTkMFmEKGEZ-__cWaQhdTXxlD1aFOeaTQNIapfh9JMSuL/s1600/AJAX-AND-HECTOR-EXCHANGE-GIFTS.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="470" data-original-width="500" height="600" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmE_I0Y8iWODQJVGXIQ8i7_08-Wyj7Oj-zK454t7FFnqmXm9JvVhvtljsbdQLY1qSDJzpkg3gf_Z2Bbx0HURQOY41Tu7pFfIbuTkMFmEKGEZ-__cWaQhdTXxlD1aFOeaTQNIapfh9JMSuL/s640/AJAX-AND-HECTOR-EXCHANGE-GIFTS.jpg" width="640" /></a></div>
3. <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiz-HZkIXIuNWiRgr_wOeMqB9XzjSN0XNzrvYp33oL3wYCs5TYnEl7dKNhai_1omjPXNUSm19GK-5fNuIou0fSFd1_SQiCHPjv603c1TsBEZBR001wH1VVlQhUL5db1uBtQa6OpYNIzbkki/s1600/Hector+and+Achilles.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="194" data-original-width="259" height="479" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiz-HZkIXIuNWiRgr_wOeMqB9XzjSN0XNzrvYp33oL3wYCs5TYnEl7dKNhai_1omjPXNUSm19GK-5fNuIou0fSFd1_SQiCHPjv603c1TsBEZBR001wH1VVlQhUL5db1uBtQa6OpYNIzbkki/s640/Hector+and+Achilles.jpg" width="640" /></a></div>
<br />
<span style="color: black; font-family: "calibri"; font-size: 22.0pt;"><span style="background-color: #f3f3f3;"><span style="background-color: white;">4.</span></span></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigdccY9QyiHtRKS67QbsZlcv-6qZ_EbKO5lxZOg4L-gZcBnjDlYGc6XZhPSFs8pWiB0Q7NCZ78Xd7HkaLlMXAuevva7r1kz5xc1qFF65MUywCf_6g6t1i_f7xZqd9m8-GAeP6JTleewWqy/s1600/Ajax.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="174" data-original-width="200" height="556" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigdccY9QyiHtRKS67QbsZlcv-6qZ_EbKO5lxZOg4L-gZcBnjDlYGc6XZhPSFs8pWiB0Q7NCZ78Xd7HkaLlMXAuevva7r1kz5xc1qFF65MUywCf_6g6t1i_f7xZqd9m8-GAeP6JTleewWqy/s640/Ajax.jpg" width="640" /></a></div>
<br />
<span style="font-size: large;">5. </span><br />
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<span style="font-size: large;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXWBQF2Hjo54qpxU8KE4cucjDzRdWncSeobpsPmNqJUitpbztwihANduP5rjmn76_uJE0Q3OvbihH9ygHnbRuTts_XAHCqqfO20iGnT8DMutqn5Htx3tOiBPF7WBhStfqXJxrnJr9YTC7B/s1600/Trojan+Horse.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="423" data-original-width="634" height="426" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXWBQF2Hjo54qpxU8KE4cucjDzRdWncSeobpsPmNqJUitpbztwihANduP5rjmn76_uJE0Q3OvbihH9ygHnbRuTts_XAHCqqfO20iGnT8DMutqn5Htx3tOiBPF7WBhStfqXJxrnJr9YTC7B/s640/Trojan+Horse.jpeg" width="640" /></a></span></div>
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<span style="color: black; font-family: "calibri"; font-size: 22.0pt;"><span style="background-color: #f3f3f3;"><span style="background-color: white;"> Creative Project Questions (answered in class on Tuesday)</span></span></span><br />
<br />
<b><span style="color: red;"><span style="font-family: "calibri"; font-size: 22.0pt;"><span style="background-color: #f3f3f3;"><span style="background-color: white;">1. Why did you select the particular mythological topic as your project's focus?</span></span></span></span></b><br />
<span style="color: #674ea7;"><span style="background-color: white;"><b><span style="font-family: "calibri"; font-size: 22.0pt;">2. What connection(s) have you made to yourself?</span></b></span></span><br />
<b><span style="color: #274e13;"><span style="font-family: "calibri"; font-size: 22.0pt;"><span style="background-color: #f3f3f3;"><span style="background-color: white;">3. What understanding of course content is represented in the project?</span></span></span></span></b><br />
<b><span style="color: orange;"><span style="font-family: "calibri"; font-size: 22.0pt;"><span style="background-color: #f3f3f3;"><span style="background-color: white;">4. Comment on your process....Were you actively engaged/involved in creating the project since it was given to you 8 weeks ago? Tell me about your creation and your implementation process.</span></span></span></span></b><br />
<b><span style="color: blue;"><span style="background-color: white;"><span style="font-family: "calibri"; font-size: 22.0pt;">5. Is the final product your BEST work? Thoroughly explain. What have you done well?</span></span></span></b><br />
<b><span style="color: magenta;"><span style="font-family: "calibri"; font-size: 22.0pt;"><span style="background-color: #f3f3f3;"><span style="background-color: white;">6. Where do you think improvement could have been made? </span></span></span></span></b><br />
<span style="color: black; font-family: "calibri"; font-size: 22.0pt;"><b><span style="color: magenta;"><span style="background-color: #f3f3f3;"><span style="background-color: white;"> </span></span></span></b><span style="color: red;"><br /></span></span><br />
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Mrs. Cramptonhttp://www.blogger.com/profile/09655339940384392730noreply@blogger.comtag:blogger.com,1999:blog-448740742274746870.post-38104981667672093642017-12-05T16:25:00.003-07:002017-12-05T16:27:40.842-07:00Wednesday, December 6th, 2017<div dir="ltr" style="text-align: left;" trbidi="on">
<b>Dear Mythology Kids,</b><br />
<br />
<div style="text-align: center;">
<span style="color: red;"><b>YOU HAVE EXACTLY TWO WEEKS REMAINING IN THE SEMESTER. Hang in there, cute kids. I am here to assist you in any way that you might need; please ask. </b></span></div>
<br />
<br />
<b>Homework for Friday, December 8th and December 12th, and December 20th:</b><br />
1. <b><span style="color: red;">YOUR PROJECT IS DUE ON TUESDAY, DECEMBER 12th.<span style="background-color: #f3f3f3;"> </span></span></b><span style="background-color: white;">Please let me know how I can help you.</span><br />
2. <span style="color: magenta;"><b>Complete PC #10 (below), but in order to do so you will need to read the remaining section of <i>The Iliad </i>found on pages. <span style="color: #990000;">272-276.</span></b></span><br />
3. <b><span style="color: orange;">Anticipate a quiz on Friday in association with IRONY </span></b>found within The Iliad.<br />
4. <b><span style="color: #351c75;">Vocabulary Test on Wednesday, December 20th. I will help you, but you need to start prepping now!! </span></b><br />
<br />
<b><span style="color: #351c75;"><span style="color: red;"><span style="font-size: large;">PC #10<span style="color: blue;"> I suggest using a piece of paper for this PC, as you'll need more room than a few 3x5 cards can offer you.</span></span></span></span></b><br />
<b><span style="color: #351c75;"><span style="color: red;"><span style="font-size: large;"><span style="color: blue;"><br /></span></span></span></span></b>
<b><span style="color: #351c75;"><span style="color: red;"><span style="font-size: large;">Consider the ILIAD'S structure. The war lasts 10 years, but the actually epic begins with the 10th year of the war.</span></span></span></b><br />
<b><span style="color: #351c75;"><span style="color: red;"><span style="font-size: large;">1. </span></span></span><span style="color: #351c75;"><span style="color: red;"><span style="font-size: large;"><span style="background-color: blue;">WHY do you suppose Homer would begin the epic tale here? Why not start with the wedding of Peleus and Thetis, moving on to the apple, and then to Aphrodiate as "The Fairest?" Why allude to the past, rather than starting with it?</span></span></span></span></b><br />
<b><span style="color: #351c75;"><span style="color: red;"><span style="font-size: large;"><span style="background-color: blue;"> </span></span></span></span><span style="color: #351c75;"><span style="color: red;"><span style="font-size: large;">The action starts with the argument between Agamemnon and Achilles, then progresses to the battle between Ajax G. and Hector, which ultimately develops into strong veneration between both men. The epic then moves on to Paris and Menelaus's one on one battle, which Aphrodite intervenes in order to save Paris. Achilles continues to mope in his tent over the loss of Briseis, and Patroclus decides he can't stand the monotony of playing backgammon over fighting for the Greeks. Patroclus dons Achilles's armor and returns to the battlefield where he faces Hector, who ultimately kills him. Achilles rages at the news that his best friend/lover is now dead. To relieve his grief which has now turned to vehement outrage, he battles against Hector. Both men are equally matched, but Hector has chosen to wear the armor of Achilles that he confiscated upon Patroclus's death, which has a weakness located at the area of the heart. They fight. Achilles wins, as he knows of the weakness (that's irony for you). Destruction of Hector's body follows. Priam returns to retrieve his son's remains, and then THE ILIAD ends with Hector's funeral. The epic ends with a feeling of retribution and respect. Can retribution and respect exist in war? </span></span></span></b><br />
<b><span style="color: #351c75;"><span style="color: red;"><span style="font-size: large;"><span style="background-color: blue;">I have just summarized the epic for you. </span><span style="color: blue;"> </span></span></span></span></b><br />
<b><span style="color: #351c75;"><span style="color: red;"><span style="font-size: large;"><span style="color: blue;">2.What do you notice about each of the primary events outlined for you above? A common motif exists. THINK! What is it? Why would HOMER do this? It is not by chance. </span></span></span></span></b><br />
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<b><span style="color: #351c75;"><span style="color: red;"><span style="font-size: large;"><span style="color: blue;">3.You have "met" the majority of the ILIAD'S characters. Consider the following adage in association with the ones we have discussed in class... "All's Fair in Love and War." Hmm...do you agree/disagree with this statement? How would each of the following characters, Helen, Paris, Aphrodite, Menelaus, Agamemnon, Hector, Achilles, Ajax G., Patroclus, and Priam respond to this statement "All's Fair in Love and War? " WHY? Justify your response. </span></span></span></span></b><br />
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<b><span style="color: #351c75;"><span style="color: red;"><span style="font-size: large;"><span style="color: blue;"><span style="color: black;"><span style="font-size: small;">We finished with the epic today in class. We have two characters left to discuss, and they play important roles within THE ODYSSEY. Please visit with someone that was present in class, in order to obtain the information that you missed.</span></span></span></span></span></span></b><br />
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<b><span style="color: #351c75;"><span style="color: red;"><span style="font-size: large;"><span style="color: blue;"><span style="color: black;"><span style="font-size: small;">I look forward to seeing you on Friday! </span></span></span></span></span></span></b><br />
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<b><span style="color: #351c75;"><span style="color: red;"><span style="font-size: large;"> </span></span> </span></b></div>
Mrs. Cramptonhttp://www.blogger.com/profile/09655339940384392730noreply@blogger.comtag:blogger.com,1999:blog-448740742274746870.post-48593538886487958992017-11-30T07:37:00.000-07:002017-11-30T15:01:59.625-07:00Take Home Quiz for The Iliad<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="color: red;"><span style="color: red; font-size: large;">Take-home Quiz/<u>The Iliad </u></span></span><br />
<span style="color: red;"><u><b><span style="color: blue;">THIS IS DUE ON MONDAY, DECEMBER 4th</span></b></u></span><br />
Without any type of assistance (no notes, no internet, no conferencing, etc.), thoroughly respond to each image in association with the corresponding questions. The questions are located below ALL of the images. You are welcome to HAND-WRITE your responses. I TRUST YOU! I know that I am giving you a great deal of "power" in relationship to assigning this as a "take-home" assessment; therefore, I expect you to venerate yourselves and me by being honest!<br />
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I have included a "Name Bank" to assist you with the questions. Some characters you are welcome to refer to in general terms. Paris, Agamemnon, Menelaus, Helen, Odysseus, Iphigenia, Breseis <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkenmQWTSzMOTRE3s4OJXonGeZgGCvLsVy6H2Kw_Kd5qWrqSd3JTrsOpDmpPyVSz7ZAoOBpTJ2eQm9HBVI5sWCK-Yoi1-uD9-tm9p7B-I0UbQRxfjoR4VjrIWG-hxM0DfdACFeoyO6WXwJ/s1600/Helen+3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;">1.<img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkenmQWTSzMOTRE3s4OJXonGeZgGCvLsVy6H2Kw_Kd5qWrqSd3JTrsOpDmpPyVSz7ZAoOBpTJ2eQm9HBVI5sWCK-Yoi1-uD9-tm9p7B-I0UbQRxfjoR4VjrIWG-hxM0DfdACFeoyO6WXwJ/s400/Helen+3.jpg" width="238" /></a></div>
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<img border="0" height="271" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGSag-qHsMReXRtxcaEbhVhW6wP7iEdPgRZtXZyMAUx1Q3u96XZxrF4jq6oG6OYqCr35XACLM5nnYge8xc3gvBX1E8jeY1uzFSXZXYznsYtcf9ySqP8mi4SOcrUXZjP7AktHkkmqCwtLb7/s400/Paris+and+the+three.jpg" width="400" />2.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGuu514DVdWQOkxeoV5AfEjhbAhcG7kWMWvu69fQ1PaR2nLvwoJ_bvSAoHHcA1m8c6hhbnojJyrsNuzmuZkLr-pJQ2Hh8tPshM09dAlMMFjLZwImG32phQ_EERs5fPaL2CZ69sMcuBaQJC/s1600/2264202252_c78abc5d5c.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;">3.<img border="0" data-original-height="500" data-original-width="429" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGuu514DVdWQOkxeoV5AfEjhbAhcG7kWMWvu69fQ1PaR2nLvwoJ_bvSAoHHcA1m8c6hhbnojJyrsNuzmuZkLr-pJQ2Hh8tPshM09dAlMMFjLZwImG32phQ_EERs5fPaL2CZ69sMcuBaQJC/s320/2264202252_c78abc5d5c.jpg" width="274" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgESx1h82UAEZhIa-fYKBw9ckB3qyGZ5K_MHzHsMmcRZtHiu3M_DMkdGSMNeFg_cmaAuRVVikFs0eBUKWmhjbYT6sYOTa5ExfYSTov5Ypm8bciM5T5UAoAmOTHpTGf-myHt19Wj8DU-N4xS/s1600/Paris+3.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="315" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgESx1h82UAEZhIa-fYKBw9ckB3qyGZ5K_MHzHsMmcRZtHiu3M_DMkdGSMNeFg_cmaAuRVVikFs0eBUKWmhjbYT6sYOTa5ExfYSTov5Ypm8bciM5T5UAoAmOTHpTGf-myHt19Wj8DU-N4xS/s400/Paris+3.jpg" width="400" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiaJ1Ik1DrW1cizoCw_DWmiaNgVC_SwkLeSkKeLX-N9WgnDpz4Xv6Xjh_6GBjvCUmHp215Y8qxh8nowc5FxaUwa4AJ83d5nXXZOWT2SMGcSllnCwNu8FkEHR-gvmJvibWcuR4yxMkAnq-71/s1600/1+Iphigenia+00.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;">4.<img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiaJ1Ik1DrW1cizoCw_DWmiaNgVC_SwkLeSkKeLX-N9WgnDpz4Xv6Xjh_6GBjvCUmHp215Y8qxh8nowc5FxaUwa4AJ83d5nXXZOWT2SMGcSllnCwNu8FkEHR-gvmJvibWcuR4yxMkAnq-71/s1600/1+Iphigenia+00.jpg" width="295" />5.</a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglWGUfXG0h6euf0_uVzDZAi3XcVfRB5aqX7O184EGr-Atew9omNz14SknEqnx52OsSp7ZgRN7v_Jcy9AGY1RH3X6PEOjP0U2_JLECyJuv8c5Mw_G30fBIPXYX2T1svogC1veLBTZbpcJBf/s1600/1+Hector+04.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;">6..<img border="0" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglWGUfXG0h6euf0_uVzDZAi3XcVfRB5aqX7O184EGr-Atew9omNz14SknEqnx52OsSp7ZgRN7v_Jcy9AGY1RH3X6PEOjP0U2_JLECyJuv8c5Mw_G30fBIPXYX2T1svogC1veLBTZbpcJBf/s1600/1+Hector+04.jpg" width="400" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5HdSv88yeDGpTHRYxqaYFW1c2M_MbfPfctIvEmBs8rhcy2DxolkZii7cLrVVG28DkqavVpjTacv05mKEuAF3ndXH14EZZzZ_jyF5ybn50m6_DwyzVu6lrK4cTNcNS3JU1WSH2riiaH7yV/s1600/20130421-152922.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="594" data-original-width="501" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5HdSv88yeDGpTHRYxqaYFW1c2M_MbfPfctIvEmBs8rhcy2DxolkZii7cLrVVG28DkqavVpjTacv05mKEuAF3ndXH14EZZzZ_jyF5ybn50m6_DwyzVu6lrK4cTNcNS3JU1WSH2riiaH7yV/s400/20130421-152922.jpg" width="336" />7.</a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvbu2eUTkAvXWUu-dcurmba2NWh1CbS4koI7m_pvSIN0WMKLNjStWrc36tvtokfPTTKpprWQW6hdaPs83l-MRU809gz66DZ4GHvLODp43hhzN5w8Wcor7bDAFs0h01LzNEkze0tljX7-ai/s1600/John_Flaxman_-_Briseis_taken_Iliad.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;">8.<img border="0" data-original-height="379" data-original-width="560" height="270" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvbu2eUTkAvXWUu-dcurmba2NWh1CbS4koI7m_pvSIN0WMKLNjStWrc36tvtokfPTTKpprWQW6hdaPs83l-MRU809gz66DZ4GHvLODp43hhzN5w8Wcor7bDAFs0h01LzNEkze0tljX7-ai/s400/John_Flaxman_-_Briseis_taken_Iliad.jpg" width="400" /></a></div>
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<b><span style="color: red;">QUESTIONS</span></b></div>
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Each question correlates to the above images. Please focus on specifics, including names, in your responses. REMEMBER THAT YOUR AUDIENCE HAS NO UNDERSTANDING of <u>THE ILIAD'S</u> PLOT LINE......GO DEEP!</div>
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1. Explain the significance of this event.How is it even relevant to <i>The Iliad? </i>Please be aware of the bird carved within the marble.<br />
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2. Focus on #2 and #3 for this question: Both events depicted are vitally important regarding schema for the epic poem. Explain why an audience needs to grasp both indicated events. Notice a female character in the top left hand corner of the painting; she has just released an object from her hand.<br />
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4. Respond to the following text in relationship to the image, and events associated with The Iliad.<br />
<span style="background-color: blue;"><i>"<b><span style="background-color: white;">The oracle warned King Priam and his queen that Alexander would cause great and utter destruction. </span></b></i></span><br />
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<span style="background-color: blue;"><span style="background-color: white;">5. I'm confused! Explain this image and then justify WHY it is important for a reader to understand?</span></span><br />
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<span style="background-color: blue;"><i><b><span style="background-color: white;"> </span></b></i><b><span style="background-color: white;"></span></b><span style="font-family: "times" , "times new roman" , serif;"><span style="font-size: small;"><span style="background-color: #f3f3f3;"></span></span></span></span><span style="font-family: "times" , "times new roman" , serif;"><span style="font-size: small;">6..<span style="color: black;"></span><span style="color: black;"> Why is this event important to the epic’s plot line?Focus on characterization within your response. </span></span></span><br />
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<span style="font-family: "times" , "times new roman" , serif;"><span style="font-size: small;"><span style="color: black;">7. This image offers insight into characterization. Explain this image. What do you learn from this part of the story? </span></span></span><br />
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<span style="font-family: "times" , "times new roman" , serif;"><span style="font-size: small;"><span style="color: black;">8. This is not Paris taking Helen from Sparta! This event acts a the catalyst for Achilles's behavior throughout most of <u>The Iliad. </u>Explain why this event is important, and why it occurs in the first place. </span></span></span><br />
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Mrs. Cramptonhttp://www.blogger.com/profile/09655339940384392730noreply@blogger.comtag:blogger.com,1999:blog-448740742274746870.post-89255104995999629702017-11-28T15:46:00.000-07:002017-11-30T07:37:09.882-07:00Tuesday, November 28th, 2017<div dir="ltr" style="text-align: left;" trbidi="on">
Dear Mythology Kids,<br />
If you missed class, we completed the following:<br />
<b><span style="color: red;">1. PC #8</span></b><br />
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<span style="font-size: small;"><span style="color: #e46c0a; font-family: "calibri"; font-weight: bold;">W</span><span style="color: #e46c0a; font-family: "calibri"; font-weight: bold;">elcome back! I hope you had an incredible holiday</span><span style="color: black; font-family: "calibri";">. </span><span style="color: #376092; font-family: "calibri"; font-weight: bold;">Please record your
homework, and then PULL OUT your graphic organizer for The ILIAD; it’s orange.
Use the highlighter on your desk, or one of your markers, preferably red, and
ANNOTATE all the events that occur before the epic actually begins. Now return
to this PC (#8)</span></span><span style="color: #632523; font-family: "calibri"; font-size: 22.0pt; font-weight: bold;"><span style="font-size: small;"> The following two images are important to THE ILIAD. One occurs
before the actual epic begins, and the other is an important moment within the
poem. Identify which event occurs where, offer a “lay” person some schema
regarding each piece of art, and then explain why an audience needs to have
information about both events.</span></span><br />
<span style="color: #632523; font-family: "calibri"; font-size: 22.0pt; font-weight: bold;"><span style="font-size: small;"> </span><br />
</span><span style="color: #632523; font-family: "calibri"; font-size: 22.0pt; font-weight: bold;"><img alt="" height="257" 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" 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" width="320" /> </span><br />
<span style="color: #632523; font-family: "calibri"; font-size: 22.0pt; font-weight: bold;"><span style="color: black;"><span style="font-size: small;">3. We then read the section from The Iliad involving the battle between Paris and Menelaus. Well done, Dallas, Taylor, Mel, and Logan!</span></span></span><br />
<span style="color: #632523; font-family: "calibri"; font-size: 22.0pt; font-weight: bold;"><span style="color: black;"><span style="font-size: small;">4. In addition, we identified the gods and their chosen side, Greek or Trojan, for the war.</span></span></span><br />
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<span style="color: red;"><span style="font-family: "calibri"; font-size: 22pt; font-weight: bold;"><span style="font-size: small;">HOMEWORK:</span></span></span><br />
<span style="color: #632523; font-family: "calibri"; font-size: 22.0pt; font-weight: bold;"><span style="color: black;"><span style="font-size: small;">1. Please read pages 255-266 in your textbook. You will have a quiz on Thursday covering the information provided today, and the previous information offered in class.</span></span></span><br />
<span style="color: #632523; font-family: "calibri"; font-size: 22.0pt; font-weight: bold;"><span style="color: black;"><span style="font-size: small;">2. Annotate/notate the pages using any color. You need to have 3-5 annotations/notations/page.</span></span></span><br />
<span style="color: #632523; font-family: "calibri"; font-size: 22.0pt; font-weight: bold;"><span style="color: black;"><span style="font-size: small;">3. PROJECT IS DUE ON DECEMBER 12th. Please let me know if I can help you; I am available. </span></span></span><br />
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<span style="color: #632523; font-family: "calibri"; font-size: 22.0pt; font-weight: bold;"><span style="color: black;"><span style="font-size: small;">Practice Quiz for Thursday;</span></span></span><br />
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<u><span style="color: red;"><span style="color: black;"><b>Practice Quiz:</b> </span></span></u></div>
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<span style="color: red;"><span style="color: black;">Identify <span style="color: red;"><b>the character(s)</b></span> referred to in the <b><u>underlined text</u></b>. Some questions will require greater explanation. Please <b><span style="color: red;">do not use your notes, </span></b>as that would be an<span style="color: blue;"><b> integrity issue. </b></span>Use this as a per-assessment, my young friends.</span></span></div>
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<span style="color: red;"><span style="color: black;">1 "....and<u> <b>he</b></u> entered a<u> <b>friend's </b></u>dwelling stealing away a <b><u>woman.</u>" </b></span></span><b><u><span style="color: red;"><span style="color: black;"> </span></span></u></b></div>
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<u><span style="color: red;"><span style="color: black;">1__________ (he)_2__________(friend's)__3_________(woman) </span></span></u></div>
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<span style="color: red;"><span style="color: black;">4. "The <u><b>face</b></u> that launched a thousand ships." </span></span></div>
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<span style="color: red;"><span style="color: black;">__________ (the face)</span></span></div>
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<span style="color: red;"><span style="color: black;">4. Explain the allusion in #4.</span></span></div>
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<span style="color: red;"><span style="color: black;">5. "<u><b>I </b></u>also have the <b>goddess </b>on my side. Come, sit by me, and we will forget about this ridiculous war." </span></span></div>
<span style="color: red;"><span style="color: black;">5._____________ (I)6. ___________ (goddess)</span></span>
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<span style="color: red;"><span style="color: black;">7."<u><b>He</b></u> angered the goddess with <b><u>his arrogance and vanity. </u></b>The winds refused to blow.<br /><u></u><b><u></u></b></span></span></div>
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<span style="color: red;"><span style="color: black;"><u><b>_7________ (he) __8__________(explain "arrogance and vanity.")</b></u></span></span></div>
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<span style="color: red;"><span style="color: black;">9. "How dare <b>you</b> include <b>me </b>in your lie. I had no part in this travesty. I will not be held accountable for your sin. I swear I will have my revenge upon you." 9. ____________ (you) 10. ___________ (me)</span></span></div>
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<span style="color: red;"><span style="color: black;">11. If 11.<u><b>I </b></u>must kill my<u><b> 12.child, the joy of my house</b></u>, to progress a war, then I shall."</span></span></div>
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<span style="color: red;"><span style="color: black;">11. _______________ (I) 12________________ (child, joy of my house)</span></span></div>
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<b><u><span style="color: red;"><span style="color: black;"><span style="color: red;">I look forward to seeing you on Thursday!</span> </span></span></u></b></div>
Mrs. Cramptonhttp://www.blogger.com/profile/09655339940384392730noreply@blogger.comtag:blogger.com,1999:blog-448740742274746870.post-25712894470509285032017-11-17T10:14:00.003-07:002017-11-19T14:28:05.649-07:00November 17/20th,2017<div dir="ltr" style="text-align: left;" trbidi="on">
<b>Dear Mythology Kids,</b><br />
<span style="color: red;"><b>STOP MISSING CLASS! I am always available to assist you, but it is not fair for you to assume that I can drop everything when you haven't acted as an advocate for yourself! PROBLEM SOLVE.....FIGURE IT OUT...COMMUNICATE WITH SOMEONE IN CLASS...CHECK THE BLOG! MIDTERMS ARE TODAY!</b></span><br />
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<span style="color: red;"><b><span style="color: black;">1. Each character group created an "up to date" list for their character based upon the list that was created on Wednesday, and the notes that I offered you upon looking at your "character sheets." EACH GROUP MEMBER CREATED THEIR OWN LIST!</span></b></span><br />
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<span style="color: red;"><b><span style="color: black;">2. Each group member delegated roles and answered the following questions: </span></b></span><br />
<span style="color: red;"><b><span style="color: black;"><span style="color: blue;">1. What role does the character play in THE ILIAD?</span></span></b></span><br />
<span style="color: red;"><b><span style="color: black;"><span style="color: blue;">2.Why this character? There are many associated with the epic poem, so why is your character worth understanding?</span></span></b></span><br />
<span style="color: red;"><b><span style="color: black;"><span style="color: blue;">3. What TWO events associated with your character are essential for us to know and understand?</span></span></b></span><br />
<span style="color: red;"><b><span style="color: black;"><span style="color: blue;">4. Same as #3, but second event-</span></span></b></span><br />
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<span style="color: red;"><b><span style="color: black;"><span style="color: blue;"><span style="color: black;">3. Students were then introduced to HELEN of SPARTA! I modeled for them how their presentations with go, but using the images that were given to me in the "Helen" envelope. The following images are each connected to Helen's importance to the epic poem. If you missed class, please communicate with someone that was present. DO NOT COPY THEIR NOTES, but ask them to EXPLAIN Helen to you.</span></span></span></b></span><br />
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<span style="color: red;"><b><span style="color: black;"><span style="color: blue;"><span style="color: black;">4. Each group returned to the images within the envelops and reviewed those for their presentation. </span></span></span></b></span><br />
<span style="color: red;"><b><span style="color: black;"><span style="color: blue;"><span style="color: black;"><br /></span></span></span></b></span>
<span style="color: red;"><b><span style="color: black;"><span style="color: blue;"><span style="color: black;">YOU HAVE NO HOMEWORK other than to work on your PROJECT!</span></span></span></b></span><br />
<span style="color: red;"><b><span style="color: black;"><span style="color: blue;"><span style="color: black;">PC #7 </span></span></span><span style="color: black;"><span style="color: blue;"><span style="color: black;"><br /></span></span></span></b></span><br />
<span style="color: red; font-size: small;"><b><span style="color: black;"><span style="color: blue;"><span style="color: black;"> </span></span></span></b></span><span style="font-size: small;"><span style="color: black; font-family: Calibri;">Please
interpret the following text in relationship to the introductory information
you were given last time. Do YOUR BEST without your orange handout!<br />
</span></span><span style="color: red; font-family: Calibri; font-size: 25.0pt; font-weight: bold; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: major-latin; mso-bidi-font-family: +mj-cs; mso-bidi-theme-font: major-bidi; mso-fareast-font-family: +mj-ea; mso-fareast-theme-font: major-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: red; mso-style-textfill-type: solid;"><span style="font-size: small;">When
events such as a wedding occur, no one should be excluded from the guest list.
If so, the “uninvited” usually poison the apple punch, which invariably turns
into a female squabble of cyclopean proportions. Then the guests must wait for
the contention to subside by watching a performance of swan lake.<span> </span>While at the showing, guests are welcome to
choose from the concessions stand. The four most popular delicacies are
omelets, quiche, egg soufflé, and egg salad sandwiches. Interestingly enough,
concessions is owned and operated by three Junoesque ladies who like to occupy
their time by playing a game where not one of them can win.</span><span style="mso-spacerun: yes;"> </span><br />
</span><br />
<span style="color: red;"><b><span style="color: black;"><span style="color: blue;"><span style="color: black;"><br /></span></span></span></b></span>
<span style="color: red;"><b><span style="color: black;"><span style="color: blue;"><span style="color: black;"><u>HELEN</u></span></span></span></b></span><br />
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<img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTJmbLz0bpd0OwtAuAleFGtxjssBxMdm97mbFeZtQv4lCDZi3g6OxTglJArLOYqzUN-F4ZubjRsDXBsB0Yur2TEwIqP7O-WgS-QYWyVc47MyBeU38X-iaFW0FtGy8eljA2FkO2QJ66Au4r/s320/Eris.jpg" width="274" /><img border="0" height="265" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRFHDEJw3HqU1iNR4U9byvAdtq0pY0hdJTju1T_Nw3w99oYTCXYVRCkl8hNAJJ4vkOZsq4ECMUdaIs35ZhZQQcMvwVeHLQL2JzkSAd3XKbhWTGXkAYRDnux_F21uTMrjmahcwKCCRxGrk6/s320/Helen+7.jpg" width="320" /><br />
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<span style="color: red;"><b><span style="color: black;"><span style="color: blue;"><span style="color: black;"> </span></span></span></b></span><u><b>PRIAM</b></u><br />
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<u><b>PARIS</b></u><br />
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<b><u>MENELAUS</u></b><br />
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<u>AGAMEMNON</u><br />
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<u><b>CLYTEMNESTRA</b></u><br />
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<u><b>IPHIGENIA</b></u><br />
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HECTOR<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiH2AkrY6-j0DEPt5dH3fj_4h5vkXOta87WubXBRSAUuwZaKvkyD0SmD22f4p-7tqua4dCO_eARCOOVGOuKScIOOBLhyphenhyphenKbDUDnDe6_KU5Ib_XiszdEmUD27oO1carCkB__3Y-CnzXfXU-x2/s1600/1+Hector+01.jpg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="292" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiH2AkrY6-j0DEPt5dH3fj_4h5vkXOta87WubXBRSAUuwZaKvkyD0SmD22f4p-7tqua4dCO_eARCOOVGOuKScIOOBLhyphenhyphenKbDUDnDe6_KU5Ib_XiszdEmUD27oO1carCkB__3Y-CnzXfXU-x2/s1600/1+Hector+01.jpg" width="400" /></a></div>
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<u><b>PATROCLUS</b></u><br />
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<u><b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQr4s0ahwtnJU1zSSBpZEYjZMWrCtWbUH8zjZ98FQ41mNOcR5-PmyZLr2pJ_nTBI2BOvtJE5_QAhfqemWIS2eIaKngpX7zwHeUQ3jiH5zwDnnaHTEdlmV5polJt7xPcuwzYiXsiHNM8qTi/s1600/1+Patroclus+08.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQr4s0ahwtnJU1zSSBpZEYjZMWrCtWbUH8zjZ98FQ41mNOcR5-PmyZLr2pJ_nTBI2BOvtJE5_QAhfqemWIS2eIaKngpX7zwHeUQ3jiH5zwDnnaHTEdlmV5polJt7xPcuwzYiXsiHNM8qTi/s1600/1+Patroclus+08.jpeg" width="306" /></a></b></u></div>
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<b><u>ACHILLES</u></b><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4yTVTFlqd69CSu4zrSdvOWJxcApmKcgL2fiPmIWYKJpfAQzlKMTcHUZlkXbYYVLb2hCINJhWtUq99UiD7C55o2xrR8f7XJy112ke4uRJlqQYkUUh9qbAuSyBfXaMORI5y3JigVmU_-ouY/s1600/Achilles+1.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4yTVTFlqd69CSu4zrSdvOWJxcApmKcgL2fiPmIWYKJpfAQzlKMTcHUZlkXbYYVLb2hCINJhWtUq99UiD7C55o2xrR8f7XJy112ke4uRJlqQYkUUh9qbAuSyBfXaMORI5y3JigVmU_-ouY/s400/Achilles+1.jpg" width="400" /></a></div>
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<u><b>CASSANDRA </b></u><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiicWkakKJEEjsL-WUktIQPquvpOBwJE2N1FYOPBprvFdz1c-CYR2AYveU0iiMcETfbW91GBzf_60y_Xp6p-ApoPgzgOlsoiK4xdDAFigtuGmcJiboQKRUPONHBfhs70lStDun66Sg5dI_u/s1600/1+Cassie+03.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiicWkakKJEEjsL-WUktIQPquvpOBwJE2N1FYOPBprvFdz1c-CYR2AYveU0iiMcETfbW91GBzf_60y_Xp6p-ApoPgzgOlsoiK4xdDAFigtuGmcJiboQKRUPONHBfhs70lStDun66Sg5dI_u/s1600/1+Cassie+03.jpg" width="294" /></a></div>
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<u><b>ODYSSEUS </b></u><br />
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<b><u>AJAX (greater)</u></b><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFwEwd9UU_hZfvNSqzaJac2uXQ4ELu2S_FuEsJSV6Lj9IBV0bfemj09KOT-ZoVrs14dCI3vv_wFa3gN-YdS8uxiXdqjkzZ3iOjg8P-MF6BxC05VnhbxZOnTnhBLKa63O84f8Y1I5DyZpj3/s1600/1+Ajax+00.gif" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="375" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFwEwd9UU_hZfvNSqzaJac2uXQ4ELu2S_FuEsJSV6Lj9IBV0bfemj09KOT-ZoVrs14dCI3vv_wFa3gN-YdS8uxiXdqjkzZ3iOjg8P-MF6BxC05VnhbxZOnTnhBLKa63O84f8Y1I5DyZpj3/s1600/1+Ajax+00.gif" width="400" /></a></div>
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<b><u>AJAX (lesser)</u></b><br />
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<br />
<span style="color: red;"><b><span style="color: black;"><span style="color: blue;"><span style="color: black;"> </span> </span> </span> </b></span></div>
Mrs. Cramptonhttp://www.blogger.com/profile/09655339940384392730noreply@blogger.comtag:blogger.com,1999:blog-448740742274746870.post-62052870011978209222017-11-12T21:27:00.002-07:002017-11-12T21:27:38.017-07:00Thursday, November 9th, 2017<div dir="ltr" style="text-align: left;" trbidi="on">
Dear Mythology kids,<br />
1.If you missed class, each student was given a character from THE ILIAD to research . I gave <span style="color: red;">everyone a credible source, and then the homework was to annotate/notate the given source for the following question :WHY IS MY CHARACTER IMPORTANT TO THE ILIAD? In addition, students were asked to locate an additiona source .</span> I offered Encyclopedia Mythica or "Importance of _____________ (insert character's name) to THE ILIAD. THIS IS DUE ON MONDAY.<br />
<br />
<b><span style="color: red;">Cameron and Quin.</span></b>....You both are in the "Hector" group. Logan and Colton were both in class, so you could easily asked them to take a picture of the reading that I gave them. Make sure you have an additional source regarding Hector's importance to THE ILIAD. Both need to be<b><span style="color: red;"> annotated and notated by Monday.</span></b><br />
<br />
2. We then started with the introductory information regarding Troy. <b><span style="color: red;">YOU WILL HAVE A QUIZ COVERING THE INFORMATION ON MONDAY!</span></b><br />
<br />
<b><span style="color: red;">YOU HAVE THE HANDOUT IN YOUR NOTEBOOK. It is white and located in the handout section. It is entitled "Background Information/Trojan History."</span></b><br />
<br />
<br />
<br />
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<br /><b><i><br />
<br />
Using a well read copy of The Iliad as his reference guide, Scheilmann
chose a spot on the Asian </i></b><br />
<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEvvoa9bdZoXNTvjaL5cisNVQOQwHVr8FEALzA4m-qjmn9iCo7FvrWUqQPS_LX5klLtXiZi3TzekhHARTZ7XH1ugeEIe5LOnKfwUY9Ch-IGXaRQtPHVu08FqJKLirDfzCVqFGWM6TQ5FxA/s1600/1+Achilles+00.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEvvoa9bdZoXNTvjaL5cisNVQOQwHVr8FEALzA4m-qjmn9iCo7FvrWUqQPS_LX5klLtXiZi3TzekhHARTZ7XH1ugeEIe5LOnKfwUY9Ch-IGXaRQtPHVu08FqJKLirDfzCVqFGWM6TQ5FxA/s1600/1+Achilles+00.jpg" /></a></div>
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<b><i>coast of Turkey called the Mound of Hissarlik,
and began digging for the famous city of Troy. In the course of four
years, he uncovered nine successive cities built on top of each other. </i></b><br />
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<b><i><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgN3o6ELqCUCPqgT3BPOXxfEucuiFZrCe6x7aq90EPCUEiwlJsKj8doxfA_-U2hGn4s4JkHeG6Ar8MDvs55lOlKRtexpqHGZiq3UzCvFbbCm1zdM7fpFoxlnZzQgu75XBb_sdkPONvwBrSZ/s1600/1+Achilles+003.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="238" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgN3o6ELqCUCPqgT3BPOXxfEucuiFZrCe6x7aq90EPCUEiwlJsKj8doxfA_-U2hGn4s4JkHeG6Ar8MDvs55lOlKRtexpqHGZiq3UzCvFbbCm1zdM7fpFoxlnZzQgu75XBb_sdkPONvwBrSZ/s1600/1+Achilles+003.jpg" width="320" /></a></i></b></div>
<b><i><br /></i></b><br />
<b><i> The sixth city he declared the “City of Troy,” or as Schliemann called
it the “Burnt City.” Later archaeologists through carbon dating and
additional archaeological discoveries, proved that Schliemann's choice
was accurate. What was once thought to be myth had been proven
historically correct.<br />
<br />
<br />
What we know about Homer.....<br />
<br />
Many scholars have asked the question, “Were the epic poems of The Iliad and The Odyssey
written by one poet or were they collective efforts on the part of
several poets?” We will never know the answer to this question. Most
scholars agree that “a Homer” existed, that he lived in the 8th or 9th
century B.C., and that he was a well-known poet. Some references to
Homer indicate that he was blind, which has been interpreted as a “sign
of his greatness.” We know that Homer had a strong command of the
written language, and that at one point he could see. His love for
beauty and gory details are too advanced, especially for someone who
might have been blind his entire life. He lived about 500 years after
the events at Troy; therefore, the story he told was not original with
him, but had been passed down in the oral tradition of the times.<br />
<br />
<br />
<br />
Allow me to share two excerpts from <u>The Iliad </u>with you.<br />
<br />
“...the spear of bronze went through<br />
<br />
Below the brain and shattered the white bones,<br />
<br />
Dashed out his teeth, and filled his eyes with blood;<br />
<br />
And blood he spurted gaping through his mouth<br />
<br />
And nose; and death's dark cloud encompassed him.”<br />
<br />
Book XVI, lines 345-350<br />
<br />
<br />
<br />
“Then answered Hector of the flashing helm,<br />
<br />
His strength all gone: 'I beg thee by my life,<br />
<br />
Thy knees, thy parents, leave me not for dogs<br />
<br />
Of the Acheans by the ship to eat,<br />
<br />
But rather take abundant stores of bronze and gold-<br />
<br />
My king and queenly mother will give it thee-<br />
<br />
And render back my body to my home,<br />
<br />
So that the Trojans and the Trojans' wives<br />
<br />
May give me due meed of fire in death.'<br />
<br />
<br />
<br />
But scowling at him swift Achilles said,<br />
<br />
“Do not entreat me, dog, by knees or parents ,<br />
<br />
I only wish I had the heart and will<br />
<br />
To hack the flesh off thee and eat it raw......”<br />
<br />
Book XXII, lines 317-330</i></b><br />
<br /></div>
Mrs. Cramptonhttp://www.blogger.com/profile/09655339940384392730noreply@blogger.comtag:blogger.com,1999:blog-448740742274746870.post-2836584479100369922017-11-08T09:05:00.000-07:002017-11-08T09:05:00.910-07:00Tuesday, November 7th, 2017<div dir="ltr" style="text-align: left;" trbidi="on">
Dear Mythology Kids,<br />
<span style="color: red;">WE SWITCHED SEATS! DO YOUR BEST TO BE IN CLASS!</span><br />
<br />
1. Students were introduced to the "Creative Project" for term 2. Please see communicate with a peer, and then when you return to class, obtain the explanation sheet then.<br />
<br />
2. Students had PC #4. You are welcome to complete it, and submit it when you return to class.<br />
<br />
<span style="color: red;"><span style="font-size: small;"><span style="font-family: Calibri;">PC #4..</span><span style="font-family: Calibri;">Interpret
</span><span style="font-family: Calibri;">the
following advertisement. To assist you, consider the etymology <br />
for each term.<br />
How can a task be “tantalizing” and “</span><span style="font-family: Calibri;">S</span><span style="font-family: Calibri;">isyphean” at the same time?<span> </span>Offer an example.</span></span></span><br />
<br />
<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGRyDL6XsL83qOijNQy7gp_gcekEyKEuxEm7kg17EMuz4o2h6-BtyMH6NRK7EA7cAyd1dIHkNizo13jPuCGUyl0zlbKTKi3BrKJHxP0zxO8oBqwULnqdgPtRkVo90LrawpU2Ks13utebiu/s1600/sisyphus.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="194" data-original-width="259" height="299" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGRyDL6XsL83qOijNQy7gp_gcekEyKEuxEm7kg17EMuz4o2h6-BtyMH6NRK7EA7cAyd1dIHkNizo13jPuCGUyl0zlbKTKi3BrKJHxP0zxO8oBqwULnqdgPtRkVo90LrawpU2Ks13utebiu/s400/sisyphus.jpg" width="400" /></a></div>
2. Students were then introduced to background information regarding the Trojan War.<br />
<br />
Homework:<br />
1. Project<br />
2. START THINKING ABOUT WHAT YOU CAN DO for the PROJECT! </div>
Mrs. Cramptonhttp://www.blogger.com/profile/09655339940384392730noreply@blogger.comtag:blogger.com,1999:blog-448740742274746870.post-62028014621963017742017-11-03T10:12:00.002-06:002017-11-03T10:12:40.946-06:00Wednesday, November 1st and Friday, November 3rd, 2017 <div dir="ltr" style="text-align: left;" trbidi="on">
Dear Mythology Kids,<br />
<br />
<b><span style="color: red;">IF YOU MISS CLASS, then you must advocate for yourself! Everything you need to be prepared for each class period is on the BLOG. You also have numbers for other students in class, with the sole purpose of communicating with them to find out what we did in class. YOU SHOULD NEVER COME BACK TO CLASS and say, "What did I miss?" or "Can I take the quiz?" If you need to visit with me, then do so, as I am ALWAYS happy to assist you, but I can't help if you don't communicate with me. </span></b><br />
<br />
<b><span style="color: red;"><span style="color: black;">1. Students took the "Oedipus" quiz during class on Wednesday. Here is the quiz. Yes, you can take it at home and yes you can use your book. In fact, you MUST use your text. IF YOU COMPLETED THE HOMEWORK FOR "OEDIPUS," then you may use that on the quiz. </span></span></b><br />
<br />
<b><span style="color: red;"><span style="color: black;"><span style="color: blue;"><span style="color: red;">IF YOU COMPLETED YOUR HOMEWORK: </span>If you completed the "Oedipus Irony" homework, select one piece of ironic text and respond to the following prompt. </span> </span></span></b><br />
<br />
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<b><span style="color: red;"><span style="color: black;"><b>Explain the irony of the chosen text in relationship to the plot of
Oedipus. </b>Your response must be thorough. <b>Responding with, "This
section is ironic because Oedipus does not realize Laius is his father,"
is not detailed enough. </b>You will need to explain <b>ALL the circumstances
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would anticipate that you will need to “go back in time” in order to fully
example the circumstances and irony associated with the quote.<span style="mso-spacerun: yes;"> </span>Please use MLA format for your response.</span></span></b></div>
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<b><span style="color: red;"><span style="color: black;"><span style="color: red;">IF YOU DID NOT COMPLETE YOUR "OEDIPUS" HOMEWORK: <span style="color: #274e13;">If you did not complete the "Oedipus" homework, then you must respond to the following prompt. </span></span></span></span></b></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">#1. "...whoever had murdered
King Laius must be punished. Oedipus was relieved. Surely the man or men
could be found after all these years, and they should know well how to punish
him."</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="mso-spacerun: yes;"></span><b><span style="mso-spacerun: yes;"></span></b><span style="mso-bidi-font-weight: bold;"><span style="mso-spacerun: yes;"></span></span> <b>Please explain the irony of the
question in relationship to the plot of Oedipus. </b>Your response must be
thorough. <b>Responding with, "This section is ironic because Oedipus does
not realize Laius is his father," is not detailed enough. </b>You will
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<b><span style="color: red;">THE FOLLOWING IS AN EXAMPLE THAT YOU CAN USE TO GUIDE YOUR WRITING.</span></b></div>
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<br />
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<b><span style="color: red;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> <b> EXAMPLE from a
former student, Sarah Collins, 2014 </b></span></span></b></div>
<b><span style="color: red;">
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<span style="color: black;"><b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">"No one suffered more than
Oedipus. He regarded himself as the father of the whole state; the people in it
were his children; the misery of each one was his too."</span></i></b></span></div>
<span style="color: black;">
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<br /></div>
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<span style="color: black;"><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">
"Oedipus,"by Sophocles, represents an incredibly strong piece of
literature due to the element of dramatic irony present within the play.
Dramatic irony occurs when the audience has information that characters within
the work do not. The dramatic irony present within the play causes the
audience to feel strong emotion, and consequently, pity for Oedipus, the
primary character. For example, the following quote, "No one suffered more
than Oedipus. He regarded himself as the father of the whole state; the people
in it were his children; the misery of each one was his too," acts as a
strong dramatic example in that Oedipus has no idea that the reason his subjects
are suffering is due to the fact that he has killed his father and married his
mother. In essence, as the "father" to the people he loves his
"children," but he does not realize that he has "given
birth" to their pain. The audience is aware of his
choices and the consequences that have occurred due to a direct result of his
fate; yet, Oedipus has no idea that he is entirely responsible for the plague
that has fallen upon Thebes. Oedipus learns from the Delphic Oracle
that the suffering will stop if "whoever murdered King Lauis is puinshed.
" Oedipus receives satisfaction in knowing that the suffering will
cease; however, he does not realize that he is the cause. The
"father" must "destroy" himself in order to save his
"children." The audience recognizes the dramatic irony associated
with this section of the play, as it causes them to feel anguish and despair
for Oedipus who has no idea what he has done, , and although the audience is
aware of his desperation, they can do nothing to stop his agony for the
“father” who has “destroyed his children.” </span></i></span></div>
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<span style="color: black;"><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">2</span></i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">. Students completed reading and performing "Antigone." They also completed <span style="font-weight: normal;"><span style="color: red;"><b>PC #3.</b> </span>You are welcome to complete the PC and submit it on Tuesday with your Oedipus and Antigone quizzes.</span></span></span></div>
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</span></b><br />
<span style="color: red;"><span style="font-size: large;"><b></b></span></span><br />
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: left;">
<span style="font-size: large;"><b><span style="font-family: "Times New Roman","serif";"><span style="font-weight: normal;">PC #3/pt. 2 </span></span></b></span></div>
<br />
<div style="text-align: left;">
<span style="font-size: small;"><span style="color: red;"><b></b></span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: left;">
<span style="font-size: small;"><b><span style="font-family: "Times New Roman","serif";"><span style="font-weight: normal;"><span style="color: red; font-family: Arial; font-weight: bold;">2.What is stronger? </span><span style="color: #0070c0; font-family: Arial; font-weight: bold;">The laws of man or the laws of “God?” </span><span style="color: #0070c0; font-family: Arial; font-style: italic;">Hmmm…Let’s assume that the laws
of man go against your moral conscience, do you still follow them? </span><span style="color: #00b0f0; font-family: Arial; font-style: italic; font-weight: bold;">Could
you act as Antigone did?</span><span style="color: #0070c0; font-family: Arial; font-style: italic; font-weight: bold;"> </span><span style="color: #ffc000; font-family: Arial; font-style: italic; font-weight: bold;">Or are you more the “</span><span style="color: #ffc000; font-family: Arial; font-style: italic; font-weight: bold;">Ismene</span><span style="color: #ffc000; font-family: Arial; font-style: italic; font-weight: bold;">
type?” </span><span style="color: #595959; font-family: Arial; font-style: italic; font-weight: bold;">Explain.</span><span style="color: #0070c0; font-family: Arial; font-style: italic; font-weight: bold;">
What causes people to cower when faced with standing up against
injustice?</span></span></span></b></span></div>
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<span style="font-size: small;"><b><span style="font-family: "Times New Roman","serif";"><span style="font-weight: normal;"><span style="color: #0070c0; font-family: Arial; font-style: italic; font-weight: bold;"><span style="color: black;">3. Students then were given the take-home quiz for "Antigone." I have included it for you below. PLEASE READ THE INSTRUCTIONS. You are welcome to use the yellow "Antigone" myth and the pink "Antigone" script, both are located in the "handout" section of your notebook.</span></span></span></span></b></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">“Antigone”
Quiz</span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Please respond to question #1 and then select ONE of
the following prompts from #2-#5. You should complete TWO paragraphs for your
quiz. <span style="mso-spacerun: yes;"> </span>You are welcome to use the
annotations you completed for today’s homework. <span style="mso-spacerun: yes;"> </span>Please offer a specific and thorough response
for each question. YOU MUST USE TEXT TO SUPPORT YOUR RESPONSES.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">You
are presently riding tracks to the University of Utah. In order to take
advantage of the long ride, you decide to finish reading “Antigone” which was
assigned for your “Classical Literature” course. A gentleman chooses to sit
beside you, and once he settles, he asks, “I read <i style="mso-bidi-font-style: normal;">Antigone</i> in high school, but I’ve never fully understood what it
was really about. I grasp the fact that the main character buries her brother,
even though it was against the law to do so. So what, in your opinion, did
Sophocles want his audience to learn from this story? Can you give me an
answer?”</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Respond
to his question, using textual support to prove “what <i style="mso-bidi-font-style: normal;">Antigone </i>is really about?”</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Select
ONE of the following questions</span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Consider
the role of woman as presented in the play. Antigone and her sister, Ismene,
indicate a significant dichotomy. How does each sister’s view shape the choices
she makes in the play. Support your response with textual evidence.</span></div>
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<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Respond
to the following: “Antigone is primarily a drama about politics, not about
moral law.” Discuss this and prove your stance with textual support.</span></div>
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<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">The
German philosopher Hegel stated that, “Antigone represents the tragic collison
of right against right, with both sides equally justified.” Do you agree or
disagree with this interpretation? Explain. Support your stance with textual
evidence.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">“Whoever
is chosen to govern should be obeyed---must be obeyed in all things, great and
small, just and unjust.”</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Creon makes this statement
concerning authority when talking to Haemon. What different views about
authority and power are expressed in the myth and by whom. Which view do you
believe prevails by the end of the myth? Why? Include textual evidence to
support your answers. <span style="mso-spacerun: yes;"> </span></span></div>
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<span style="font-size: small;"><b><span style="font-family: "Times New Roman","serif";"><span style="font-weight: normal;"><span style="font-family: Arial; font-style: italic; font-weight: bold;">HOMEWORK:</span></span></span></b></span></div>
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<span style="font-size: small;"><b><span style="font-family: "Times New Roman","serif";"><span style="font-weight: normal;"><span style="font-family: Arial; font-style: italic; font-weight: bold;">1. Complete "Antigone" quiz for Tuesday!</span></span></span></b></span></div>
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<span style="font-size: small;"><b><span style="font-family: "Times New Roman","serif";"><span style="font-weight: normal;"><span style="font-family: Arial; font-style: italic; font-weight: bold;">2. Complete "Oedipus" quiz if you missed Wednesday!</span></span></span></b></span></div>
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<span style="font-size: small;"><b><span style="font-family: "Times New Roman","serif";"><span style="font-weight: normal;"><span style="font-family: Arial; font-style: italic; font-weight: bold;">3. Complete PC #3 if you missed Friday!</span></span></span></b></span></div>
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Mrs. Cramptonhttp://www.blogger.com/profile/09655339940384392730noreply@blogger.comtag:blogger.com,1999:blog-448740742274746870.post-82606171945980217472017-10-31T13:29:00.002-06:002017-10-31T13:29:20.730-06:00Monday, October 30th<div dir="ltr" style="text-align: left;" trbidi="on">
Dear Mythology Kids,<br />
If you missed class, the following was completed:<br />
<br />
1. Students were introduced to "Antigone," the companion piece to "Oedipus." YOU HAVE THIS MYTH in the HANDOUT section of you r notebook; it is copied on a yellow sheet of paper, and it has a flow chart at the top of the handout.<br />
<br />
2. Students were given information on the characters via the flow chart. Please obtain this information from another mythology student. DO NOT COPY THE NAMES, but rather have the other student EXPLAIN the characters' roles within the myth.<br />
<br />
Several images were offered to the class in order to give schema regarding the myth. See the following:<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqvkWCT6ImC0kL9-2uC277bERfeTMtXcUSDispDFrLyfSvu-Z-rbCY2uHKFqCiBMEZxmetTZd-Vdv4ySlfX9zXZIwhuIgD4K-IFKyn3j1vwr1NUReJ47p_Jv3bVtjzhWnLsEwUnlHGO_ly/s1600/antigone_burying_polyneices.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="276" data-original-width="350" height="252" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqvkWCT6ImC0kL9-2uC277bERfeTMtXcUSDispDFrLyfSvu-Z-rbCY2uHKFqCiBMEZxmetTZd-Vdv4ySlfX9zXZIwhuIgD4K-IFKyn3j1vwr1NUReJ47p_Jv3bVtjzhWnLsEwUnlHGO_ly/s320/antigone_burying_polyneices.jpg" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0drLW-eiNj-VRyHDiZerkoyxGB6pO2SjaorFLym8iYfiFKqBrfZYIpviZRg8TjM90z7RnPmlEKhXCLmACwUEkxaxH0gjn-iVmmbDzGTqFEg4KlqMaaNMb9MNtHDjRrsVchCYEsCTnjaln/s1600/Antigone.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="389" data-original-width="500" height="248" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0drLW-eiNj-VRyHDiZerkoyxGB6pO2SjaorFLym8iYfiFKqBrfZYIpviZRg8TjM90z7RnPmlEKhXCLmACwUEkxaxH0gjn-iVmmbDzGTqFEg4KlqMaaNMb9MNtHDjRrsVchCYEsCTnjaln/s320/Antigone.JPG" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEir54Lpt2pi06bDBXN0SOiKDLr5wxYL8BxR3Tcv01CWQOvuOAWYpNPd8qVfaKBVGg1ONjnp3hx_li4Wvv-gE5Y65ucn8MDBblXjN_pSBhA_vSPswhv09Ly9d-J_f6vOSmDn_TwItoQUFNPB/s1600/antigone_sophocles_hi.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="296" data-original-width="450" height="210" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEir54Lpt2pi06bDBXN0SOiKDLr5wxYL8BxR3Tcv01CWQOvuOAWYpNPd8qVfaKBVGg1ONjnp3hx_li4Wvv-gE5Y65ucn8MDBblXjN_pSBhA_vSPswhv09Ly9d-J_f6vOSmDn_TwItoQUFNPB/s320/antigone_sophocles_hi.jpg" width="320" /></a></div>
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3. Students were then reviewed "Oedipus" regarding the irony found within the myth.<br />
4. <b><span style="color: red;">For PC #2 prt 2, students were asked to watch a short film entitled "INJA." You will need to locate the film via YouTube. It is a foreign film containing a significant amount of Irony. As you view the film, make a list of the elements of irony and how they effect you as the audience. </span></b><br />
<b><span style="color: red;"> <span style="color: black;">5. Students were then given the quiz for "Oedipus." The quiz will be given in class on Wednesday.</span></span></b><br />
<b><span style="color: red;"><span style="color: black;"><br /></span></span></b>
<b><span style="color: red;"><span style="color: black;">HOMEWORK:</span></span></b><br />
<b><span style="color: red;"><span style="color: black;">1. Please read "ANTIGONE." You have the myth in the "handout" section of your binder.</span></span></b><br />
<b><span style="color: red;"><span style="color: black;">ANNOTATE for the myth's "TRUTHS." There are several truths to the myth, but you are required to indicate a minimum of TWO. For each theme, please locate a minimum of THREE pieces of text that support the themes you have chosen. </span></span></b><br />
<b><span style="color: red;"> </span></b></div>
Mrs. Cramptonhttp://www.blogger.com/profile/09655339940384392730noreply@blogger.comtag:blogger.com,1999:blog-448740742274746870.post-50105715047352595602017-10-26T14:02:00.002-06:002017-10-26T14:02:33.991-06:00October 26th, 2017<div dir="ltr" style="text-align: left;" trbidi="on">
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Dear Mythology Kids,<br /> If you missed class, we completed the following:<br />
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1 Students were given schema regarding the "Oedipus" myth. This
information was recorded on the back of the "Greek Drama" handout. The
following images were used to guide students through offering schema. If
you missed class, please communicate with a friend.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIx903wxcSPykcvbz7aD6l3qyDfpcvqkfvPlHFwKsFh-BUVH6_DRqaZ0LJ1APSU7XMsTS2TgGI7-UMV7KzpNVsSp_EF-FW-VSymn9l-htjnX0BISziMzd7bHE_mBq_u80nalilBc750mW8/s1600/Oedipus+4.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="253" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIx903wxcSPykcvbz7aD6l3qyDfpcvqkfvPlHFwKsFh-BUVH6_DRqaZ0LJ1APSU7XMsTS2TgGI7-UMV7KzpNVsSp_EF-FW-VSymn9l-htjnX0BISziMzd7bHE_mBq_u80nalilBc750mW8/s320/Oedipus+4.jpg" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeSTyh77xKjInTVTuklxaui2tqNpp-7vc0vn7ccoUS3K79RAPqkZtI7QURZfq3-n4U7pvoNhtVkSoZTk71x3BqpRxQ0wZZQSLYqcYt5ElZzgQ0d-QTE3xOFuEB27x8skMk4PVMaMGc9guu/s1600/Oedipus+2.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeSTyh77xKjInTVTuklxaui2tqNpp-7vc0vn7ccoUS3K79RAPqkZtI7QURZfq3-n4U7pvoNhtVkSoZTk71x3BqpRxQ0wZZQSLYqcYt5ElZzgQ0d-QTE3xOFuEB27x8skMk4PVMaMGc9guu/s400/Oedipus+2.jpg" width="400" /></a></div>
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2. We then read the myth together. It is located on page in your textbook. You will need to read it as homework!<br />
<br />
3. Students worked on Journal #5 entitled "Oedipus." They were given two
moral questions, and then asked to consider their own personal view,
and then how the question is relevant to "Oedipus."</div>
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PC #2<br />
<span style="color: red;">1. If a person is not taught that something is wrong, and then they commit that crime, are they guilty? Explain.</span><br />
<span style="color: red;">2. Do you believe in fate or choice? Explain.</span><br />
<br /><br />
<span style="color: red;"><span style="color: black;">HOMEWORK:</span></span></div>
<div dir="ltr" style="text-align: left;">
<span style="color: red;"><span style="color: black;">1. Read Oedipus in your textbook pgs. 375-382</span></span></div>
<div dir="ltr" style="text-align: left;">
<span style="color: red;"><span style="color: black;">2. As you read located a minimum of THREE pieces of text that possess irony. We reviewed IRONY with the class, so I suggest communicating with a peer.</span></span></div>
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<span style="color: red;"><span style="color: black;">THIS IS AN EXAMPLE OF WHAT YOU SHOULD SUBMIT FOR HOMEWORK!</span></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Sarah Collins<span style="mso-tab-count: 9;"> </span>Collins,
1</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Mrs. Kori Crampton</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Mythology, B4</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">15 October 2013</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Irony
found within “Oedipus”</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">#1
Quote:</span></i></b><i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">
“He spoke to his people….” Let no one of this land give him shelter. Bar him
from your homes, as one defiled, companioned by pollution. And solemnly I pray,
may he who killed wear out his life in evil, being evil.”</span></i></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Justification:</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">
The people of Thebes are suffering from a plague. Oedipus, as their king, is
concerned for their well-being.<span style="mso-spacerun: yes;"> </span>The
previous king, Laius, has been murdered, and the only way the plague will end
is if the murderer is discovered and punished.<span style="mso-spacerun: yes;">
</span>Oedipus makes the above statement without any knowledge that he is
actually the responsible party. He is pleading with the people to search for
the killer; yet, he has no idea that he is the guilty party. This represents
dramatic irony because the audience is fully aware that Oedipus is guilty, but
the citizens and Oedipus are completely unaware of this fact.</span></div>
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<br /></div>
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">#2
Quote: </i></b><i style="mso-bidi-font-style: normal;">'On these accounts I, as
for my own father. Will fight this fight, and follow out every clue. Seeking to
seize the author of his murder.' </i><br />
<b style="mso-bidi-font-weight: normal;">Justification:</b> Again, Oedipus
insists that he'll make sure Laius's murderer is punished, unknowingly cursing
himself. He says that he'll search out the murderer with all his might, as he
would for his own father. The declaration is an example of dramatic irony
because he vows to find the murderer of his own father… he just doesn't realize
Laius is his father or that he is the murderer, as we do.<br />
<br />
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">#3
Quote: </i></b><i style="mso-bidi-font-style: normal;">'I say you know not in
what worst of shame. You live together with those nearest you, And see not in
what evil plight you stand.' </i><br />
Tiresias is trying to tell Oedipus that he has unknowingly cursed himself
multiple times, but Oedipus declares Tiresias a liar and refuses to listen.
Here Tiresias is hinting that Oedipus is living in shame by being married to
his own mother, and Oedipus doesn't understand that hint. The dramatic irony is
that we know that Oedipus should be listening to Tiresias because he's telling
the truth, but Oedipus refuses to acknowledge the claim. Also ironically,
although Tiresias is physically blind, Oedipus is the one who can't see the
situation he's in. By the end of the play, Oedipus will have physically blinded
himself as punishment.<br />
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<div dir="ltr" style="text-align: left;">
<span style="color: red;"><span style="color: black;"> </span></span><br />
<span style="color: red;"><span style="color: black;">3. Anticipate a quiz covering "Oedipus" on Monday!</span> </span></div>
</div>
Mrs. Cramptonhttp://www.blogger.com/profile/09655339940384392730noreply@blogger.comtag:blogger.com,1999:blog-448740742274746870.post-7474231304481852502017-10-26T10:34:00.004-06:002017-10-26T10:34:35.031-06:00October 26th and 24th, 2017<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="color: #990000; font-weight: bold;">WELCOME TO HADES!</span><br />
<br />
<img alt="" border="0" id="BLOGGER_PHOTO_ID_5398449775395513330" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQs12OPQS9c3xc6DSnvP7rCIrsaKeT96d07wsfptIWIK3b0-lBXZD4Rl_fXPSRojyouM0LopTyDTNxF9h0Kuc1wZGmEFZnLv1eOQ0fQ_81UMwdcB_eeYRb2u82lvg3MNj1TWKepQ0SgHY/s400/Hades+1.jpg" style="cursor: hand; display: block; height: 320px; margin: 0px auto 10px; text-align: center; width: 400px;" /><br />
<br />
<br />
<div style="text-align: left;">
If I were to ask you to envision Hades, especially now that we have
discussed its varying aspects, how would you describe it? This picture
is an artist's concept of the entrance to Hades. He clearly DOES NOT
know Hades as well as he should. Remember that only a part of Hades was
Saturnine, and that of course was Tartarus.</div>
<div style="text-align: left;">
<br />
<br />
If you missed class today, we discussed the Greek underworld of Hades. Each student received <b style="color: #cc0000;"><span style="color: black;">handout</span></b>, which we completed together.<b> I HAVE INCLUDED A COPY OF THE HANDOUT FOR YOU AT THE BOTTOM OF THIS POST!</b>
Several images were shared with you in relationship to the areas we
discussed. I have attempted to include some of the images for you below. <br />
<br />
<br />
<span style="color: red;"><b>HOMEWORK:</b></span><br />
1. Please read the handout given to you in class about "Tantalus."<br />
2. Please read "Orpheus and Eurydice" pg. 107 in your text. This myth
illustrate how just Hades actually was. This myth will appear on your
test. </div>
<div style="text-align: left;">
3. Please read the myth entitled "Danaids" located on page 256 in your book. </div>
<div style="text-align: left;">
<br />
<br />
The
following pictures should give you greater insights into some of the
aspects we discussed on Tuesday. Please make sure you obtain the
information from someone else in class BEFORE you return.<br />
<br />
<br />
<br />
<img alt="" border="0" id="BLOGGER_PHOTO_ID_5398449782636946034" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwNoruJVXFxKMBsKtTyD5tZ9ZBBZ2Ve-KCLEsjYC0IEK9o2NfAVf3oDHBP2L6eGJLZowCnRa_lo7YeOTfCLRhoilSkeGkVlh_JAUa70PeTszeI65hv9_mzy9pOlM0LzYhE0kizYZEurcQ/s400/Hades+2.jpg" style="cursor: hand; display: block; height: 400px; margin: 0px auto 10px; text-align: center; width: 396px;" />This
is the character known as Sisyphus. He was destroyed by Zeus due to
his inappropriate sexual behavior. His pushes a boulder up a large
mountain in Hades, with the one purpose of pushing it over the top. He
is never successful in doing so, as the boulder always comes crashing
down on him. This punishment is highly symbolic of the crime, as the
rock represents Sisyphus' sexual desires. He hopes to overcome them,
but he he is unsuccessful in doing so.<br />
<br />
<img alt="" border="0" id="BLOGGER_PHOTO_ID_5398451077807696162" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJfWH2ncspBIggOV9wuaOhbzutFADhJXlf2y65v_VX3D4Kq-nydh-0y2HGhx_KX7ep06fM-vOFsAbth7DARBj8yCQFGcePMBZoPZu9tUXhW2ceiiEcWthMtm6X1IE7Rvjsz5X21Xx-958/s400/Danaids_one.jpg" style="cursor: hand; display: block; height: 244px; margin: 0px auto 10px; text-align: center; width: 400px;" />These
women are known as the Danaids. There are fifty of them, and on their
wedding night, all but one, murdered her husband by stabbing him in his
heart. Their punishment in Hades is to obtain water from the River
Styx with the hope of filling Hades' garden pond; however, their jars
have holes in the bottom. They were never able to complete the mundane
task of filling the pond. This is symbolic of the fact that they took
the trivial and mundane away from their husbands; consequently, they
are forever cursed with it.<br />
<br />
<br />
<img alt="" border="0" id="BLOGGER_PHOTO_ID_5398449789958966146" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRtJize7WZSovuFqJHp24kpt-aR7NoQGERxKvZTsVBatatvbVDiG2RR6V0LBkBx9muHx9J2uqjBmP_m5243T9CVOdLlrE_LbpEHWv1EAq2bvfVBo_xi72Mb1FpBA4yaklr1_whqfwpKEM/s400/Hades+4.jpg" style="cursor: hand; display: block; height: 261px; margin: 0px auto 10px; text-align: center; width: 400px;" />This
is Ixion. He attempted to rape Hera. Zeus had him strapped to a wheel
of burning fire. This is symbolic of the fact that a rapist will
continue to rape unless caught...hence the wheel. The fire on either
side is symbolic of the pain the victim feels. Ixion was constantly
burned, but never burned away. OUCH!<br />
<img alt="" border="0" id="BLOGGER_PHOTO_ID_5398449799666823122" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3bvldNiFiLpnasg2BJ5D-_smYCGq1frFtzUM6fJZ-Z0b7Iux3ATMsVhHl8fn6bWNj63zIEjm1HmMe0z7SyHexcQ5wuhtfsNUSwrZydUbu5Zx8rusrLAiLKgWeyHssRr3i_CW5xWIipQ8/s400/Hades+5.jpg" style="cursor: hand; display: block; height: 400px; margin: 0px auto 10px; text-align: center; width: 258px;" /><br />
Tantalus
is another sinner in Hades. He murdered his nephew, and then fed his
flesh to the gods in the form of a stew. The Olympians were so appalled
by Tantalus' behavior that they cemented him within Styx, being cursed
with perpetual hunger and thirst. Each time he attempted to drink from
Styx the water would move away from him. There are fruit trees hanging
above his head, and yet each time he attempted to grab some of the
fruit it, too, would move away from him. He is perpetually hungry and
thirty. Can you recognize that each punishment is symbolic of its
crime!<br />
<br />
<span style="color: black;"><b>THE GREEK UNDERWORLD</b></span> (handout given on Friday, Oct. 20th)<br />
<br />
1. The rulers of the underworld are _________ and his queen _________.<br />
2.
The ferryman is called __________________ and he must receive an
_________ in order for the dead to cross the River Styx. The coin is
placed under the _________ of the deceased.<br />
3. The three most significant rivers in Hades are:<br />
a. The River ______ is the river of the “unbreakable oaths.”<br />
b. The River ________ is the river of the “forgetfulness.”<br />
c. The river Mnemosyne is the “pool of ____________.”<br />
4. The dog __________ guards the gates, and its most distinctive physical feature is ____________________.<br />
5.
When ghosts first arrive in Hades, they are taken to the judges of the
dead to be tried according to the deeds during life. They are called
__________________, ____________________ and _______________.<br />
6. ________________ is the goddess of justice. She determines if the punishments are fair.<br />
7. There are three areas of the underworld:<br />
a.
____________ where people are sent who ______________________________
________________________________________________________________<br />
b.
_____________ for those who lived ___________________________________
_________________________________________________________________<br />
c.
_______________ for those who could not _______________________________
__________________________________________________________________<br />
8.
A significant motif of mythological stories is justice: defining what
is right and wrong and deciding how sinners should be punished. The
Greeks were extremely imaginative in punishing those they considered
guilty. There are four individuals who have eternal punishment due to
their actions on earth.<br />
a. The Danaids:<br />
<br />
<br />
b. Sisyphus:<br />
<br />
<br />
c. Tantalus:<br />
<br />
<br />
d. Ixion:<br />
<br />
<br />
9. From the surface of the earth, how does one find the entrance to Hades?<br />
<br />
10.
The FATES determine the length of one’s life. _________________ weaves
the thread; the “disposer of lots,” ____________ gives each man their
destiny; the most feared is ____________, as she cuts the thread and
your life along with it.<br />
<br />
11. The god of sleep, ___________________ and the god of dreams, ______________ belong to the retinue of Hades.<br />
12. _____________ is the Greek goddess of Justice.</div>
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Mrs. Cramptonhttp://www.blogger.com/profile/09655339940384392730noreply@blogger.comtag:blogger.com,1999:blog-448740742274746870.post-16149615236680608712017-10-09T17:30:00.002-06:002017-10-09T17:30:33.455-06:00Monday, October 9th, 2017<div dir="ltr" style="text-align: left;" trbidi="on">
Dear Mythology Kids,<br />
If you missed class today, we completed the following:<br />
<br />
1. PC #11<br />
<span style="color: red; font-family: Calibri; font-size: 25.0pt; font-weight: bold; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: major-latin; mso-bidi-font-family: +mj-cs; mso-bidi-theme-font: major-bidi; mso-fareast-font-family: +mj-ea; mso-fareast-theme-font: major-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: red; mso-style-textfill-type: solid;">PC #11<br />
</span><span style="color: black; font-family: Calibri; font-size: 25.0pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: major-latin; mso-bidi-font-family: +mj-cs; mso-bidi-theme-font: major-bidi; mso-color-index: 1; mso-fareast-font-family: +mj-ea; mso-fareast-theme-font: major-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;">Smithson
Funeral Home claims that their caskets are </span><span style="color: red; font-family: Calibri; font-size: 25.0pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: major-latin; mso-bidi-font-family: +mj-cs; mso-bidi-theme-font: major-bidi; mso-fareast-font-family: +mj-ea; mso-fareast-theme-font: major-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: red; mso-style-textfill-type: solid;">hermetically </span><span style="color: black; font-family: Calibri; font-size: 25.0pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: major-latin; mso-bidi-font-family: +mj-cs; mso-bidi-theme-font: major-bidi; mso-color-index: 1; mso-fareast-font-family: +mj-ea; mso-fareast-theme-font: major-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;">sealed.
Interpret the “note of authenticity.” Go beyond what is written on the
certification.</span><br />
<span style="color: black; font-family: Calibri; font-size: 25.0pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: major-latin; mso-bidi-font-family: +mj-cs; mso-bidi-theme-font: major-bidi; mso-color-index: 1; mso-fareast-font-family: +mj-ea; mso-fareast-theme-font: major-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;"><img alt="" height="432" src="data:image/png;base64,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" width="640" /> </span><br />
<span style="color: black; font-family: Calibri; font-size: 25.0pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: major-latin; mso-bidi-font-family: +mj-cs; mso-bidi-theme-font: major-bidi; mso-color-index: 1; mso-fareast-font-family: +mj-ea; mso-fareast-theme-font: major-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;"><span style="font-size: small;">2. Together we read "Daphne" (pg. 155-156) and "Arachne" (pg. 427) in class. We then worked with a partner and identified each of the "truths" found within the myths, text to support the "truths," and finally recorded the information on the yellow handout. IF YOU DID NOT READ THE MYTHS THEN YOU MUST DO SO ON YOUR OWN.</span></span><br />
<span style="color: black; font-family: Calibri; font-size: 25.0pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: major-latin; mso-bidi-font-family: +mj-cs; mso-bidi-theme-font: major-bidi; mso-color-index: 1; mso-fareast-font-family: +mj-ea; mso-fareast-theme-font: major-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;"><span style="font-size: small;"><br /></span></span>
<span style="color: black; font-family: Calibri; font-size: 25.0pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: major-latin; mso-bidi-font-family: +mj-cs; mso-bidi-theme-font: major-bidi; mso-color-index: 1; mso-fareast-font-family: +mj-ea; mso-fareast-theme-font: major-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;"><span style="font-size: small;">HOMEWORK:</span></span><br />
<span style="color: black; font-family: Calibri; font-size: 25.0pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: major-latin; mso-bidi-font-family: +mj-cs; mso-bidi-theme-font: major-bidi; mso-color-index: 1; mso-fareast-font-family: +mj-ea; mso-fareast-theme-font: major-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;"><span style="font-size: small;">1. Read "Demeter and Persephone" (you have this myth in the "homework" section of your notebook), identify the two primary "truths" and then record the information on your yellow handout. </span></span><br />
<span style="color: black; font-family: Calibri; font-size: 25.0pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: major-latin; mso-bidi-font-family: +mj-cs; mso-bidi-theme-font: major-bidi; mso-color-index: 1; mso-fareast-font-family: +mj-ea; mso-fareast-theme-font: major-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;"><span style="font-size: small;">2. PROJECT is due on Tuesday, October 17th. This assignment counts as the final for this quarter.</span></span><br />
<span style="color: black; font-family: Calibri; font-size: 25.0pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: major-latin; mso-bidi-font-family: +mj-cs; mso-bidi-theme-font: major-bidi; mso-color-index: 1; mso-fareast-font-family: +mj-ea; mso-fareast-theme-font: major-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;"><span style="font-size: small;"><br /></span></span>
<span style="color: black; font-family: Calibri; font-size: 25.0pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: major-latin; mso-bidi-font-family: +mj-cs; mso-bidi-theme-font: major-bidi; mso-color-index: 1; mso-fareast-font-family: +mj-ea; mso-fareast-theme-font: major-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;"><span style="font-size: small;">PLEASE LET ME KNOW IF I CAN HELP YOU IN ANY WAY! </span></span><br />
<span style="color: black; font-family: Calibri; font-size: 25.0pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: major-latin; mso-bidi-font-family: +mj-cs; mso-bidi-theme-font: major-bidi; mso-color-index: 1; mso-fareast-font-family: +mj-ea; mso-fareast-theme-font: major-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;"><span style="font-size: small;"> </span> </span></div>
Mrs. Cramptonhttp://www.blogger.com/profile/09655339940384392730noreply@blogger.comtag:blogger.com,1999:blog-448740742274746870.post-29262056592229775342017-10-08T09:52:00.001-06:002017-10-09T17:21:36.109-06:00October 3th and 5th, 2017<div dir="ltr" style="text-align: left;" trbidi="on">
Dear Mythology Kids,<br />
If you missed class, we completed the following:<br />
<br />
<b><span style="color: red;">TUESDAY!</span></b><br />
1. Students were introduced to "Greek Vocabulary." The first two words given were<br />
MERCURIAL and SATURNINE.....Locate the pink vocabulary sheet you have in the "vocab" section of your notebook. You will need to locate the definition, etymology, and a synonym on your own.<br />
<br />
2. Students were then given copies of the following myths:<br />
PROMETHEUS, PANDORA, NARCISSUS, and asked to READ, ANNOTATE, and NOTATE for text that proves each myth's theme. This was HW.<br />
<br />
3. We actually started on PROMETHEUS in class.<br />
<br />
<b><span style="color: red;">THURSDAY!</span></b><br />
<br />
<b><span style="color: red;"><span style="color: black;">1. </span></span></b><span style="color: red;"><span style="color: black;">Students were asked to complete PC #10 part 1 and PC #10 part 2</span></span><br />
<br />
<span style="color: red;"><span style="color: black;">Both are located below. </span></span><br />
<span style="color: red;"><span style="color: black;"> PC </span></span><span style="color: black; font-family: "calibri"; font-size: 40.0pt;">#10
pt. 1<br />
</span><span style="color: black; font-family: "calibri"; font-size: 22.0pt;">1.
Please offer an explanation regarding Nike’s use of the word Mercurial for the
soccer cleats? What are they attempting to say to the buyer? <br />
2. How do you feel about a “Saturnine” hello?<span style="mso-spacerun: yes;"> </span></span><br />
<br />
<span style="color: black; font-family: "calibri"; font-size: 22.0pt;"><span style="mso-spacerun: yes;">PC #10/pt. 2</span></span><br />
<span style="color: black; font-family: "calibri"; font-size: 22.0pt;"><span style="mso-spacerun: yes;">After reading "Pandora," you know that Hope remains in the jar. Is Hope a negative or a positive? Explain. What did the Greeks think about Hope?</span></span><br />
<br />
<a href="https://www.blogger.com/blogger.g?blogID=448740742274746870" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><span style="color: black; font-family: "calibri"; font-size: 22.0pt;"><span style="mso-spacerun: yes;">2. We finished extrapolating "Prometheus," "Pandora," and "Narcissus" in class. I recommend that you communicate with one of the members from your group. The information for each myth was recorded on the yellow handout that has the myth's titles on it. This is a valuable document, as it will be used for a future assignment. PLEASE KEEP TRACK OF IT.</span></span><br />
<br />
<span style="color: black; font-family: "calibri"; font-size: 22.0pt;"><span style="mso-spacerun: yes;">HOMEWORK:</span></span><br />
<span style="color: black; font-family: "calibri"; font-size: 22.0pt;"><span style="mso-spacerun: yes;">1. Your project is due on Tuesday, October 17th. It counts as your final exam, so you must have it in order to pass this quarter. Please let me know how I can help you.</span></span><br />
<br />
<span style="color: black; font-family: "calibri"; font-size: 22.0pt;"><span style="mso-spacerun: yes;">2. YOU WILL NEED YOUR BOOK in class on TUESDAY! </span></span><br />
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/></span>
</span><br />
<span style="color: red;"><span style="color: black;"> </span></span><b><span style="color: red;"> </span></b></div>
Mrs. Cramptonhttp://www.blogger.com/profile/09655339940384392730noreply@blogger.comtag:blogger.com,1999:blog-448740742274746870.post-26368025930052939972017-09-29T19:12:00.000-06:002017-09-29T19:12:55.698-06:00Friday, September 29th, 2017<div dir="ltr" style="text-align: left;" trbidi="on">
Dear Mythology Kids,<br />
If you missed class, we completed the following. <b><span style="color: red;">PLEASE COMMUNICATE </span></b>with someone in class. <b><span style="color: red;">You need to return on Tuesday prepared for class, even though you were not present today!</span></b><br />
<br />
1. Students were introduced to their "Creative Assignment," which is due on <b><span style="color: red;">TUESDAY, OCTOBER 17th. </span></b>This assignment acts as the final exam for this term. I have included the explanation here. Please read through it, and communicate with a peer regarding questions.<br />
<br />
<br />
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<div align="center" class="MsoNoSpacing" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 16.0pt;">“How well do
you know the Pantheon?”</span></b></div>
<div align="center" class="MsoNoSpacing" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-size: 16.0pt;">Mythology 2017-18</span></i></b></div>
<div class="MsoNoSpacing">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 18.0pt; line-height: 115%;">DUE DATE:_________________________</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Explanation</span></u></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">:
At this point, you should have a greater understanding of the Greek pantheon.
This<span style="mso-spacerun: yes;"> </span>assignment offers you the
opportunity to creatively apply what you have learned <span style="mso-spacerun: yes;"> </span>to something concrete. </span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Requirements:</span></u></b></div>
<div class="MsoListParagraphCxSpFirst" style="margin-left: 72.4pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">1.
Select <b style="mso-bidi-font-weight: normal;"><u>ONE </u></b>member of the
Greek Pantheon for your assignment</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.4pt; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">(
Zeus, Poseidon, Hades, Hera, Athena, Hephaestus, Apollo, Artemis, Aphrodite,
Ares, Hermes, Dionysus, Hestia). I recommend your selection focus on interest
and intrigue. </span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.4pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">You
will need to do <b style="mso-bidi-font-weight: normal;">some research</b>
regarding your chosen god; research beyond the information already shared with
you in class. You must have a minimum of <b style="mso-bidi-font-weight: normal;">THREE
ADDITIONAL SOURCES</b> (one must be a book).</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.4pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-spacerun: yes;"> </span>"Consider symbols and characteristics
associated with your god such as behaviors, myths, animals, birds, colors, and
other gods connected to your choice.</span></div>
<div class="MsoListParagraphCxSpLast" style="margin-left: 72.4pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Use
the newly found information, and the previous information offered in class, to
CREATE a PHYSICAL PIECE that thoroughly proves your understanding of the god.
(Relax! I will share some examples with you.)</span></div>
<div class="MsoNormal" style="margin-left: 54.4pt;">
<b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Example
Ideas</span></u></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"> (previous students):</span></div>
<div class="MsoListParagraphCxSpFirst" style="margin-left: 89.65pt; mso-add-space: auto; mso-list: l2 level1 lfo2; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Throne</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 89.65pt; mso-add-space: auto; mso-list: l2 level1 lfo2; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Script</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 89.65pt; mso-add-space: auto; mso-list: l2 level1 lfo2; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Interior
design</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 89.65pt; mso-add-space: auto; mso-list: l2 level1 lfo2; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Clothing
design </span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 89.65pt; mso-add-space: auto; mso-list: l2 level1 lfo2; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Greeting
cards</span></div>
<div class="MsoListParagraphCxSpLast" style="margin-left: 89.65pt; mso-add-space: auto; mso-list: l2 level1 lfo2; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Restaurant
</span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Criteria/Guidelines:
</span></u></b></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l1 level1 lfo3; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">If
you choose to use paper, then projects must be a minimum of 13x18 in size. </span>If
you choose to create a product that has different components to it, <span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">then
you will need to make sure that the paper used for each part is 13x18. For
example, if you were to design a seasonal clothing line for Artemis, then you
would include one rendering on one piece of paper. You would have FOUR total
pieces of paper because there are four seasons. </span></div>
<div class="MsoListParagraphCxSpMiddle">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">NOTE: I am happy to supply you with
white paper, but you will need to supply all other materials.</span></div>
<div class="MsoListParagraphCxSpMiddle">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo3; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">NO
LEGOS</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo3; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">NO
FOOD</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo3; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Color
is required (You select the medium).</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo3; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">No
pieces from your home should be attached to the project (ie. jewelry, pictures,
ceramics, plastic pieces, etc.)</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo3; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-spacerun: yes;"> </span>One page minimum (MLA Format) paper that
explains and justifies your choices.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo3; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">A
Works Cited page referencing the sources you used for additional information.</span></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l1 level1 lfo3; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">8.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Oral
justification of your project </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">NOTE:</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">
Whatever you decide to create, the final outcome must thoroughly prove your
understanding, and support what you have learned about the god. <b style="mso-bidi-font-weight: normal;">GO BEYOND WHAT HAS BEEN OFFERED TO YOU IN
CLASS</b>, my young friends! Think like Hephaestus, Hermes, and Athena.</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Please
let me know if you need any assistance; I am happy to help!</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 20.0pt; line-height: 115%;">START
NOW!</span></b></div>
<br />
<br />
2. Students went to the library in order to locate their three sources and type the Works Cited page for those sources. This was submitted at the end of class.<br />
<br />
IF YOU WERE NOT PRESENT, then you need to come to class on Tuesday prepared with your THREE SOURCES and the WORKS CITED for those sources. I shared an example with each student today in class. Please communicate with one of your peers.<br />
<br />
HOMEWORK:<br />
1 Annotate/Notate the sources located today for INFORMATION THAT YOU DID NOT KNOW prior to reading the source, and INFORMATION THAT YOU FOUND INTERESTING. Please use Blue for the "did not know" information and orange for the "interesting" info.<br />
<br />
2. Start working on your PROJECT! October 17th will be here soon!<br />
<br />
I look forward to seeing you on Tuesday!</div>
Mrs. Cramptonhttp://www.blogger.com/profile/09655339940384392730noreply@blogger.comtag:blogger.com,1999:blog-448740742274746870.post-25375362387862171352017-09-25T09:58:00.001-06:002017-09-25T09:58:14.463-06:00Monday, September 25th! It's the final week of September!<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="color: red;"><b><span style="color: black;">Dear Mythology kids,</span></b></span><br />
<span style="color: red;"><b><span style="color: black;">If you missed class today, we finished obtaining the information regarding the Greek Pantheon. <span style="color: red;">PLEASE MAKE SURE YOU COMMUNICATE WITH A FRIEND</span> regarding Apollo, Artemis, Hestia, Dionysus, and the Unknown go.</span></b></span><br />
<br />
<span style="color: red;"><b><span style="color: black;">1. The <span style="color: red;">TEST </span>concerning the Greek Pantheon will take place on <span style="color: red;">Wednesday, September 27th.</span> I recommend reviewing with friends (for at least an hour). Greek name, Roman name, symbols, and domains will appear on the test, as well as images of the myths associated with the gods. You will be asked to offer schema on each image. There is also a section where you will be given pieces of poetry that reference the gods. You will be asked to identify the god, and then explain what is taking place in the poem. PREPARE! </span></b></span><br />
<br />
<span style="color: red;"><b><span style="color: black;">The following myths will be part of your test:</span></b></span><br />
<span style="color: red;"><b><span style="color: black;">1. Arachne and Athena</span></b></span><br />
<span style="color: red;"><b><span style="color: black;">2. Daphne and Apollo</span></b></span><br />
<span style="color: red;"><b><span style="color: black;">3. Artemis and Orion</span></b></span><br />
<span style="color: red;"><b><span style="color: black;">4. Poseidon and Athena </span></b></span><br />
<br />
<span style="color: red;"><b><span style="color: black;"> </span> </b></span><br />
<span style="color: red;"><b>PRACTICE TEST</b></span>
for "The Olympians" NOTE: I did not find an image of Hades that I felt
was "accurate." Please be aware of this when taking your quiz. Good
Luck..... REMEMBER THAT YOU SHOULD NOT USE YOUR NOTES for this assessment! USE THIS AS A PRE-TEST! Please use a sheet of notebook paper and organize it in the following way:<br />
<br />
<div style="text-align: center;">
<b><span style="color: red;">ONE ROW WITH FOUR BOXES IN EACH ROW. YOU WILL HAVE 14 ROWS!</span></b></div>
<br />
<br />
<br />
For each image, please identify <b>the Greek</b> and <b>Roman names</b>, the <b>other symbols not present</b> in the image, and all of the <b>god's domains</b>. Please follow this structure for each response.<br />
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4.<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMBXqWnEUKepERrVEBMDazF9af8SgRBNU7xWLO8PeytUKIFeujkU7As0tYlgHiXy2nbQblsiKk29LmMbdGPJZAw3SrQH7sZtX4V1LKhRgbJx7RKyxKzHAXSzs11bHLCKTEI4DGzodeUqc/s1600/Hestia+9.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMBXqWnEUKepERrVEBMDazF9af8SgRBNU7xWLO8PeytUKIFeujkU7As0tYlgHiXy2nbQblsiKk29LmMbdGPJZAw3SrQH7sZtX4V1LKhRgbJx7RKyxKzHAXSzs11bHLCKTEI4DGzodeUqc/s400/Hestia+9.jpg" width="146" /></a></div>
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<span class="post-author vcard">
<span class="fn"></span></span><span class="post-timestamp"><a class="timestamp-link" href="http://mythologywithcrampton-crampton.blogspot.com/2011/09/monday-september-12th-2011.html" itemprop="url" rel="bookmark" title="permanent link"><abbr class="published" itemprop="datePublished" title="2011-09-12T11:04:00-06:00"></abbr></a></span><span class="post-comment-link"></span><span class="post-icons"><span class="item-control blog-admin pid-1909406072"></span></span>
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<a href="https://mythologywithcrampton-crampton.blogspot.com/2016/09/september-7th-2016.html">September 7th, 2016</a>
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Dear Mythology Kids,<br />
If you missed class, we completed the following,,,,,<br />
<br />
1. We reviewed with a partner concerning the "Creation Myth." The best
to prep is to make sure you feel good about the practice quiz on the
previous post.<br />
<br />
2. Students took the quiz.<br />
<br />
3. We then started with the Greek Pantheon by identifying the gods by
GREEK, ROMAN, SYMBOLS, and DOMAINS. If you missed class, please obtain
this information from one of your friends. We stopped at Demeter!<br />
<br />
<span style="color: red;"><b>HOMEWORK:</b></span><br />
1. Please read pages 24---- to the first 1/2 of 36. This section
pertains to each of the 13 Olympians. Your assignment is to identify
THREE POINTS of INTEREST for each god, and then record that as your
homework. For example:<br />
<br />
<span style="background-color: blue;"><b>ZEUS:</b></span><br />
1. I find it interesting that he is the king of the gods; yet, he lacks leadership skills; he is so indecisive.<br />
2. He is recognized as not making difficult decisions too often, but I think it is interesting that when he does, he is fair.<br />
3. The fact that he thought the SKY was better than the SEA is interesting to me.<br />
<br />
Y<b>ou should have a minimum of three points for each god. THIS IS DUE ON FRIDAY!</b></div>
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<a class="timestamp-link" href="https://mythologywithcrampton-crampton.blogspot.com/2016/09/september-7th-2016.html" rel="bookmark" title="permanent link"><abbr class="published" itemprop="datePublished" title="2016-09-08T16:31:00-06:00">September 08, 2016</abbr></a>
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Thursday, September 1, 2016</h2>
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<a href="https://mythologywithcrampton-crampton.blogspot.com/2016/09/friday-september-2nd-welcome-to.html">Friday, September 2nd! Welcome to September!</a>
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Dear Mythology Kids,<br />
1. We completed the Creation myth associated with the Greeks. It is the
most significant story, as it explains how the gods came into existence.
Please make sure you communicate with someone that you know who is
taking Mythology.<br />
<br />
2. In addition, if you missed class, we began with a<b> review that was placed as JOURNAL #1</b> in your journals, I have actually copied the review for you below. <b>Please complete the review! PRINT IT OFF and then GLUE it to the first page in your journal. Label it as #1.</b><br />
<br />
2. Even if you missed class, I still expect you to be prepared for class
on Thursday Please communicate with someone else in class! Go to the
Internet and look up "Greek Creation Myth," in order to obtain
assistance! <br />
<br />
<br />
<span style="color: #cc0000;"><b><span style="color: black;">HOMEWORK:</span></b></span><br />
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<b>1. PREPARE for QUIZ #1 covering THE CREATION (your flow chart)</b></div>
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<span style="color: #cc0000;"><b><span style="color: black;"><abbr>3. Create flashcards (if you complete them, then you can use a 1/4 on the quiz)</abbr></span></b></span></div>
<div dir="ltr" style="text-align: left;">
<span style="color: #cc0000;"><b><span style="color: black;"><abbr>4.
Complete the practice quiz (for each question that you answer correctly,
you receive 1/2 of point of credit added to the actual quiz score) </abbr></span></b></span><span style="color: #cc0000;"><b><span style="color: black;"><br /></span></b></span><br />
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<span style="color: red;">J<b>OURNAL #1:</b></span><br />
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<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 18.0pt; line-height: 115%;">Practice Quiz for Greek Creation Myth</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 18.0pt; line-height: 115%;">Journal #_______</span></div>
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<span style="font-size: 14.0pt; line-height: 115%;">“Let’s review, my young friends.”</span></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">“The
Greek Creation Myth is intensely masculine and crude.”</i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-size: 12.0pt; line-height: 115%;"></span></i></b></div>
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Prove the above quote! Offer an example
from what you have been introduced to so far for the above text. </div>
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<div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>One needs to give the ancient Greeks credit for <b style="mso-bidi-font-weight: normal;">their creative approach in explaining what
they could not understand.</b> At this point in the Creation Myth, <b style="mso-bidi-font-weight: normal;">identify</b> an <b style="mso-bidi-font-weight: normal;">explanatory element</b> which you found CLEVER! </div>
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<div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b style="mso-bidi-font-weight: normal;">Symbolism</b>
is used as a continuous literary tool in strong writing. The Greeks LOVED using
symbolism to make their audience THINK HARDER! We have only just begun,yet;
there are symbolic elements already present the Creation myth. Please <b style="mso-bidi-font-weight: normal;">identify </b>and <b style="mso-bidi-font-weight: normal;">explain </b>one.</div>
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<br />
<br />
We completed the following today in class:
<br />
<br />
1. Creation Myth (the back side of your yellow handout)<br />
2. FLASHCARD TOPICS:<br />
<br />
<ul>
<li>1. polytheistic
</li>
<li>2. city-state</li>
<li>3. Aesthetic myth/Explanatory myth</li>
<li>4. Mythology and why?</li>
<li>5. Gaea</li>
<li>6. Uranus</li>
<li>7.. Nyx</li>
<li>8. Erebus</li>
<li>9. Eros</li>
<li>10. Pontus</li>
<li>11. Aphrodite</li>
<li>12. Furies</li>
<li>13. Cyclopes</li>
<li>14.100 handed ones</li>
<li>15. Titans</li>
<li>16. Atlas/</li>
<li>17.Prometheus/</li>
<li>18. Epimetheus</li>
<li>19. Typhon
</li>
<li>20. Iaeptus</li>
<li>21. Cronus</li>
<li>22. Rhea</li>
<li>23. Hestia</li>
<li>24. Hera</li>
<li>25. Demeter</li>
<li>26. Poseidon</li>
<li>27. Hades</li>
<li>28. Zeus</li>
</ul>
<span style="color: #3333ff; font-weight: bold;">The Key to Success....PREPARATION!</span><br />
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<b><i>"<span style="color: red;">The Creation Myth"....PRACTICE QUIZ!</span></i></b>
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1<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjYSbcuRqtzrYeHOnLyApBYviNwkAiwAxl04K-pSR-mp8Y4dd0YVE3inm5WKaPGNzXb-2JPhStQ3S_UDsqL1BMTxW34KB_avCXTmsSgMmOagh8HlCzQs-MBbfAu7YAPPqb3Af0KshMJxM/s1600/Kronos+and+Rhea.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjYSbcuRqtzrYeHOnLyApBYviNwkAiwAxl04K-pSR-mp8Y4dd0YVE3inm5WKaPGNzXb-2JPhStQ3S_UDsqL1BMTxW34KB_avCXTmsSgMmOagh8HlCzQs-MBbfAu7YAPPqb3Af0KshMJxM/s320/Kronos+and+Rhea.jpg" /></a></div>
1. <b> </b>The
two characters on this Greek vase are married. The female is offering
the male something of significance. Explain to me what is taking place
here. Why is this event so important?<br />
<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0a64il8_Zm2sH0snVddtqfAaRqhX-XZsD3rdYvNYfjyymRBAPCCBpwV6TvVak61ej4z8KELOt-h7nGipNtSbG5LD0wvbD4x79fDmv_Q_ZRTVurV37HjAbTSLvx8vnwbscvLJcO6wj9xE/s1600/Furies.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0a64il8_Zm2sH0snVddtqfAaRqhX-XZsD3rdYvNYfjyymRBAPCCBpwV6TvVak61ej4z8KELOt-h7nGipNtSbG5LD0wvbD4x79fDmv_Q_ZRTVurV37HjAbTSLvx8vnwbscvLJcO6wj9xE/s400/Furies.png" width="287" /></a></div>
2.. Identify the three female characters in the drawing. What was their purpose in Greek mythology?
Explain their symbolism.<br />
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3.</div>
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3. What caused Uranus's fear with these (I know there is only one here) children? <br />
<br />
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4.4.. Explain the symbolism behind the death of the character lying on his back.<br />
<br />
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</div>
. <br />
I When I see you on Wednesday., we will review, and then take your quiz. Remember to use the practice quiz as a <b>pre-test</b>. Y<b>ou should put all of your information away while you take the quiz.</b> THIS IS <b>CLEARLY AN INTEGRITY</b> ISSUE ON YOUR PART, my fine young friends. In addition, you should <b>print a copy of the quiz as a word document,</b> and be <b>prepared to bring it with you to class on Wed.</b>. We will review for the quiz by discussing the questions on the practice quiz. If you choose to use <b>flashcards
on the quiz , you can use a 1/4 of the ones that you complete.
DON'T FORGET to review the information concerning <span style="color: red;">your "history lesson</span>." In addition, you will receive questions from <span style="color: red;">"Tell me a Story" (Front of your yellow handout).</span></b></div>
<div class="post-body entry-content" id="post-body-2168697405997246403">
<b><span style="color: red;"> </span></b>
<br />
<b><span style="color: red;">PRACTICE QUIZ for "THE CREATION" Myth</span></b>
<br />
<br />
<br />
Enjoy your weekend!<br />
<br />
Cheers,
<br />
<br />
Crampton </div>
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Tuesday, August 23, 2016</h2>
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Dear Mythology Kids,<br />
If you missed class, I hope to see you on Monday ! Do your best to make
it back, but stay home and rest if you are feeling ill. We did cover a
significant amount today. Please visit with a friend from class.<br />
<br />
<b><span style="color: red;">HOMEWORK:</span></b><br />
<br />
<span style="color: #783f04;"><i><b>1. No Homework! Just make sure you are in class on Monday</b></i></span></div>
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<span style="color: red;"><i><b>What did we do in class, Crampton?</b></i></span></div>
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<span style="color: #783f04;"><i><b>1. We completed the Disclosure Document.</b></i></span></div>
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<span style="color: #783f04;"><i><b>2. Each student received a packet of
handouts, that were then placed in the appropriate locations within the
notebook. If you missed class, please stop by so you can collect the
handouts. They are for the next four weeks of class.</b></i></span></div>
<div dir="ltr" style="text-align: left;">
<span style="color: #783f04;"><i><b>3. Students shared thier "What is a
Classic?" assignment, and we discussed why Classical Mythology is so
valuable and worth studying.</b></i></span></div>
<div dir="ltr" style="text-align: left;">
<span style="color: #783f04;"><i><b>4. We began out discussion regarding ancient Greece. Please communicate with a student in class to obtain the lecture notes.</b></i></span></div>
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<span style="color: #783f04;"><i><b>Have a great weekend! </b></i></span></div>
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Monday, August 22, 2016</h2>
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<b>Dear Mythology Students</b>,</h3>
I welcome you to the land of gods and goddesses, where logic does not
exist, only the idea that some where in the slime of cosmic confusion
order becomes real. Was that poetic? TRANSLATION: Prepare yourself to
learn ancient ideas and concepts that are bizarre; yet still relevant
and valid in modern times. <i><b>I welcome you to Mythology.</b></i><br />
<br />
<b>HOMEWORK </b>for <b><span style="background-color: magenta;">THURSDAY, August 25th, 2016</span></b><br />
1. <b><span style="color: red;">Supplies </span></b>with five dividers ( assignments, notes, handouts, vocab./mechanics, journal)<br />
<br />
<b>HOMEWORK</b> for <b><span style="color: magenta;">Thursday, August 24th, 2016</span></b><br />
2. "<span style="color: red;"><b>What is a Classic? " </b></span></div>
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<span style="color: red;"><b>What is a Classic? DUE DATE: Thursday, August 25th</b></span></div>
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<div class="post-body entry-content" id="post-body-3386399417711535382" itemprop="description articleBody">
<span style="color: red;"><b><span style="color: black;"><u>Explanation:</u>
If something is referred to as "classic," what does that mean? Many
times when individuals hear the world "classic," they naturally think of
pieces of literature or art, which, of course apply and make sense;
however, in addition to literature and art, there are a myriad of other
aspects to our culture that could be considered "classic."</span></b></span></div>
<div class="post-body entry-content" id="post-body-3386399417711535382" itemprop="description articleBody">
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<div class="post-body entry-content" id="post-body-3386399417711535382" itemprop="description articleBody">
<span style="color: red;"><b><span style="color: black;">Prior to
explaining your assignment, allow me to give you some insight into the
word "classic." It has been suggested that the Latin root <i>classicus,</i> relates to the <i>"first or highest class or division" </i>in which the Roman people were anciently divided. These individuals were often spoken of as <i>"classici.</i>" So, the word "CLASSIC" could be interpreted to mean "<i>of the first class" or of the highest order. " </i>The meaning is probably best captured by our slang expression, "classy."</span></b></span></div>
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<span style="color: red;"><b><i><span style="color: black;"><span style="color: red;">So, knowing this little bit of information, what do you consider to be "classic?"</span> </span></i></b></span></div>
<div style="text-align: left;">
</div>
<div style="text-align: left;">
<span style="color: red;"><b><span style="color: black;"><u>Assignment: </u>For
your assignment, you are to consider the word "classic," and then
locate an image of what you to be "classic." There is no "right" or
"wrong" answer, as long as you can justify your choice as being "of the
highest order." In addition, you need to further justify your choice in
writinb by answering the following questions in your response.</span></b></span></div>
<div style="text-align: left;">
<ol style="text-align: left;">
<li><span style="color: red;"><b><span style="color: black;">Identify your "classic " choice.</span></b></span></li>
<li><span style="color: red;"><b><span style="color: black;">In your words, what does the term "classic" mean to you?</span></b></span></li>
<li><span style="color: red;"><b><span style="color: black;">In a brief
paragraph, explain why you consider your choice to be "classic?" Please
be specific. A response such as, "Because I like it," is not sufficient!</span></b></span></li>
</ol>
<span style="color: red;"><b><span style="color: black;">Finally, in
another paragraph , tell me why you thihk we call the myths of the
ancient Greeks and Romans "Classical Mythology?" Why not just call the
"myths of Greece and Rome? Or even better, Grecian and Roman Mythology? "
We call the myths of China "Chinese Mythology." So, why do you suppose
we call the myths of Greece and Rome, "Classical Mythology?"</span></b></span></div>
<div style="text-align: left;">
</div>
<div style="text-align: left;">
<span style="color: red;"><b><span style="color: black;"><u>Requirements: </u></span></b></span></div>
<div style="text-align: left;">
<ol style="text-align: left;">
<li><span style="color: red;"><span style="color: black;">Please type, double space your response, using 12 ptt font, Times New Roman print</span></span></li>
<li><span style="color: red;"><span style="color: black;">Include an image of your chosen "classic example."</span></span></li>
<li><span style="color: red;"><span style="color: black;">Follow the example offered on the explanation handout given to you on Thursday.</span></span></li>
<li><span style="color: red;"><span style="color: black;">Include your first and last name, my name, period, and date in the upper left corner of your assignment (MLA format) </span><b><span style="color: black;"><u> </u> </span><i><span style="color: black;"> </span></i> </b></span></li>
</ol>
</div>
<b><span style="color: red;"></span></b><br />
HERE ARE SOME PREVIOUS STUDENT EXAMPLES. Please do not repeat these.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheCWDk05xmHAa5c9z7QI_KOBTcpNy5dOJUzhoMq9O7B14_zZIR8_qvtg_YnwZ-ODRICYu6spV_kA-VWu34qf5Wthm0Lh1GbSIUa64a3w_2Kwv3jx3E2L33WC3ILiinvOnxDDSu-wxTzmva/s1600/1+Disney.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="167" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheCWDk05xmHAa5c9z7QI_KOBTcpNy5dOJUzhoMq9O7B14_zZIR8_qvtg_YnwZ-ODRICYu6spV_kA-VWu34qf5Wthm0Lh1GbSIUa64a3w_2Kwv3jx3E2L33WC3ILiinvOnxDDSu-wxTzmva/s320/1+Disney.jpg" width="320" /></a></div>
<div style="text-align: center;">
Disney Characters and what they represent to children</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRCRTurZInPzDSgAMSU4r1m2llIzHW3ILl_xnk2rqpziqY3sPdZEuWNxpJ7irbFaBCm2xHT7ZH8ZCuj_UHj-Q1A7kAa_awdlq91wtVQDtjbht3Y2s2Rv8imJ4P_3XD3JzNsdXwengor-EH/s1600/1+Apple+pie.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRCRTurZInPzDSgAMSU4r1m2llIzHW3ILl_xnk2rqpziqY3sPdZEuWNxpJ7irbFaBCm2xHT7ZH8ZCuj_UHj-Q1A7kAa_awdlq91wtVQDtjbht3Y2s2Rv8imJ4P_3XD3JzNsdXwengor-EH/s320/1+Apple+pie.jpg" width="320" /></a></div>
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Warm apple pie and vanilla ice cream</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOu20b30b2VGFheJthFDl0rdqCpuvEWfShf2Rw0q6YV1i9a5mV9-0lgdlB-MopffxM5RRxh3nDlmC6bSuYEmnoaKjqyiqvI8ql3UA4pzpzmLw7SqhpM2s1wsp3fQXYOi302lOD8yHX71s3/s1600/1+Diamond+solitaire.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOu20b30b2VGFheJthFDl0rdqCpuvEWfShf2Rw0q6YV1i9a5mV9-0lgdlB-MopffxM5RRxh3nDlmC6bSuYEmnoaKjqyiqvI8ql3UA4pzpzmLw7SqhpM2s1wsp3fQXYOi302lOD8yHX71s3/s320/1+Diamond+solitaire.jpg" width="320" /> </a></div>
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Solitaire Diamond Ring </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiHAnleQpCx5UTyWMzUVcslKkze7b5rMaWtFsiRObmDrt1BsITk3Y6eh7s3y0wa4Kxw2wHeRKLVy_ESdlbnERmmZ-V12QiZf-4vDXQcfB9uPSbguTrq6zmIQ-MN0h40jeMfIXcWOKUXa5b/s1600/1+pearls.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="212" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiHAnleQpCx5UTyWMzUVcslKkze7b5rMaWtFsiRObmDrt1BsITk3Y6eh7s3y0wa4Kxw2wHeRKLVy_ESdlbnERmmZ-V12QiZf-4vDXQcfB9uPSbguTrq6zmIQ-MN0h40jeMfIXcWOKUXa5b/s320/1+pearls.jpg" width="320" /></a></div>
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Pearls </div>
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First Kiss</div>
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<br />
I look forward to working with you this year.<br />
Cheers,<br />
Crampton
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<a href="https://mythologywithcrampton-crampton.blogspot.com/2016/08/welcome-back-august-23rd-2016.html">Welcome Back! August 23rd, 2016</a>
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"Organized Chaos"
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<h3 class="post-title entry-title">
<b>Dear Mythology Students</b>,</h3>
I welcome you to the land of gods and goddesses, where logic does not
exist, only the idea that some where in the slime of cosmic confusion
order becomes real. Was that poetic? TRANSLATION: Prepare yourself to
learn ancient ideas and concepts that are bizarre; yet still relevant
and valid in modern times. <i><b>I welcome you to Mythology.</b></i><br />
<br />
<b>HOMEWORK </b>for <b><span style="background-color: magenta;">Monday, 25th, 2016</span></b><b><span style="color: red;"></span></b><br />
1. <b><span style="color: red;">Supplies </span></b>with five dividers ( assignments, notes, handouts, vocab./mechanics, journal)<br />
<br />
<b>HOMEWORK</b> for <b><span style="color: magenta;">Monday, August 24th, 2015</span></b><br />
2. "<span style="color: red;"><b>What is a Classic? " </b></span></div>
<div class="post-body entry-content" id="post-body-3386399417711535382" itemprop="description articleBody">
</div>
<div class="post-body entry-content" id="post-body-3386399417711535382" itemprop="description articleBody" style="text-align: center;">
<span style="color: red;"><b>What is a Classic? DUE DATE: Monday, August 25th</b></span></div>
<div class="post-body entry-content" id="post-body-3386399417711535382" itemprop="description articleBody">
</div>
<div class="post-body entry-content" id="post-body-3386399417711535382" itemprop="description articleBody">
<span style="color: red;"><b><span style="color: black;"><u>Explanation:</u>
If something is referred to as "classic," what does that mean? Many
times when individuals hear the world "classic," they naturally think of
pieces of literature or art, which, of course apply and make sense;
however, in addition to literature and art, there are a myriad of other
aspects to our culture that could be considered "classic."</span></b></span></div>
<div class="post-body entry-content" id="post-body-3386399417711535382" itemprop="description articleBody">
</div>
<div class="post-body entry-content" id="post-body-3386399417711535382" itemprop="description articleBody">
<span style="color: red;"><b><span style="color: black;">Prior to
explaining your assignment, allow me to give you some insight into the
word "classic." It has been suggested that the Latin root <i>classicus,</i> relates to the <i>"first or highest class or division" </i>in which the Roman people were anciently divided. These individuals were often spoken of as <i>"classici.</i>" So, the word "CLASSIC" could be interpreted to mean "<i>of the first class" or of the highest order. " </i>The meaning is probably best captured by our slang expression, "classy."</span></b></span></div>
<div class="post-body entry-content" id="post-body-3386399417711535382" itemprop="description articleBody">
<div style="text-align: center;">
<span style="color: red;"><b><i><span style="color: black;"><span style="color: red;">So, knowing this little bit of information, what do you consider to be "classic?"</span> </span></i></b></span></div>
<div style="text-align: left;">
</div>
<div style="text-align: left;">
<span style="color: red;"><b><span style="color: black;"><u>Assignment: </u>For
your assignment, you are to consider the word "classic," and then
locate an image of what you to be "classic." There is no "right" or
"wrong" answer, as long as you can justify your choice as being "of the
highest order." In addition, you need to further justify your choice in
writinb by answering the following questions in your response.</span></b></span></div>
<div style="text-align: left;">
<ol style="text-align: left;">
<li><span style="color: red;"><b><span style="color: black;">Identify your "classic " choice.</span></b></span></li>
<li><span style="color: red;"><b><span style="color: black;">In your words, what does the term "classic" mean to you?</span></b></span></li>
<li><span style="color: red;"><b><span style="color: black;">In a brief
paragraph, explain why you consider your choice to be "classic?" Please
be specific. A response such as, "Because I like it," is not sufficient!</span></b></span></li>
</ol>
<span style="color: red;"><b><span style="color: black;">Finally, in
another paragraph , tell me why you thihk we call the myths of the
ancient Greeks and Romans "Classical Mythology?" Why not just call the
"myths of Greece and Rome? Or even better, Grecian and Roman Mythology? "
We call the myths of China "Chinese Mythology." So, why do you suppose
we call the myths of Greece and Rome, "Classical Mythology?"</span></b></span></div>
<div style="text-align: left;">
</div>
<div style="text-align: left;">
<span style="color: red;"><b><span style="color: black;"><u>Requirements: </u></span></b></span></div>
<div style="text-align: left;">
<ol style="text-align: left;">
<li><span style="color: red;"><span style="color: black;">Please type, double space your response, using 12 ptt font, Times New Roman print</span></span></li>
<li><span style="color: red;"><span style="color: black;">Include an image of your chosen "classic example."</span></span></li>
<li><span style="color: red;"><span style="color: black;">Follow the example offered on the explanation handout given to you on Thursday.</span></span></li>
<li><span style="color: red;"><span style="color: black;">Include your first and last name, my name, period, and date in the upper left corner of your assignment (MLA format) </span><b><span style="color: black;"><u> </u> </span><i><span style="color: black;"> </span></i> </b></span></li>
</ol>
</div>
<b><span style="color: red;"></span></b><br />
HERE ARE SOME PREVIOUS STUDENT EXAMPLES. Please do not repeat these.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheCWDk05xmHAa5c9z7QI_KOBTcpNy5dOJUzhoMq9O7B14_zZIR8_qvtg_YnwZ-ODRICYu6spV_kA-VWu34qf5Wthm0Lh1GbSIUa64a3w_2Kwv3jx3E2L33WC3ILiinvOnxDDSu-wxTzmva/s1600/1+Disney.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="167" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheCWDk05xmHAa5c9z7QI_KOBTcpNy5dOJUzhoMq9O7B14_zZIR8_qvtg_YnwZ-ODRICYu6spV_kA-VWu34qf5Wthm0Lh1GbSIUa64a3w_2Kwv3jx3E2L33WC3ILiinvOnxDDSu-wxTzmva/s320/1+Disney.jpg" width="320" /></a></div>
<div style="text-align: center;">
Disney Characters and what they represent to children</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRCRTurZInPzDSgAMSU4r1m2llIzHW3ILl_xnk2rqpziqY3sPdZEuWNxpJ7irbFaBCm2xHT7ZH8ZCuj_UHj-Q1A7kAa_awdlq91wtVQDtjbht3Y2s2Rv8imJ4P_3XD3JzNsdXwengor-EH/s1600/1+Apple+pie.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRCRTurZInPzDSgAMSU4r1m2llIzHW3ILl_xnk2rqpziqY3sPdZEuWNxpJ7irbFaBCm2xHT7ZH8ZCuj_UHj-Q1A7kAa_awdlq91wtVQDtjbht3Y2s2Rv8imJ4P_3XD3JzNsdXwengor-EH/s320/1+Apple+pie.jpg" width="320" /></a></div>
<div style="text-align: center;">
Warm apple pie and vanilla ice cream</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOu20b30b2VGFheJthFDl0rdqCpuvEWfShf2Rw0q6YV1i9a5mV9-0lgdlB-MopffxM5RRxh3nDlmC6bSuYEmnoaKjqyiqvI8ql3UA4pzpzmLw7SqhpM2s1wsp3fQXYOi302lOD8yHX71s3/s1600/1+Diamond+solitaire.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOu20b30b2VGFheJthFDl0rdqCpuvEWfShf2Rw0q6YV1i9a5mV9-0lgdlB-MopffxM5RRxh3nDlmC6bSuYEmnoaKjqyiqvI8ql3UA4pzpzmLw7SqhpM2s1wsp3fQXYOi302lOD8yHX71s3/s320/1+Diamond+solitaire.jpg" width="320" /> </a></div>
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Solitaire Diamond Ring </div>
<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiHAnleQpCx5UTyWMzUVcslKkze7b5rMaWtFsiRObmDrt1BsITk3Y6eh7s3y0wa4Kxw2wHeRKLVy_ESdlbnERmmZ-V12QiZf-4vDXQcfB9uPSbguTrq6zmIQ-MN0h40jeMfIXcWOKUXa5b/s1600/1+pearls.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="212" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiHAnleQpCx5UTyWMzUVcslKkze7b5rMaWtFsiRObmDrt1BsITk3Y6eh7s3y0wa4Kxw2wHeRKLVy_ESdlbnERmmZ-V12QiZf-4vDXQcfB9uPSbguTrq6zmIQ-MN0h40jeMfIXcWOKUXa5b/s320/1+pearls.jpg" width="320" /></a></div>
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Pearls </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpc7QiS4As3mJsZecwWp2rH-hSvw1e6rAdTQoGbUcWkrHGaeW3T7Vzd-HBz3Sul4pnNa3J2oHYawKw5q-r5xL9GY-Qy24phF84PLBO7d_aTGIgpXqVyq6d9JQqJlVmkmBeeaA3BqYboQEj/s1600/1+First+Kiss.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="212" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpc7QiS4As3mJsZecwWp2rH-hSvw1e6rAdTQoGbUcWkrHGaeW3T7Vzd-HBz3Sul4pnNa3J2oHYawKw5q-r5xL9GY-Qy24phF84PLBO7d_aTGIgpXqVyq6d9JQqJlVmkmBeeaA3BqYboQEj/s320/1+First+Kiss.jpg" width="320" /></a></div>
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First Kiss</div>
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</div>
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<br />
I look forward to working with you this year.<br />
Cheers,<br />
Crampton
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Tuesday, March 1, 2016</h2>
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<a href="https://mythologywithcrampton-crampton.blogspot.com/2016/03/monday-feb-29th-its-nice-to-be-back.html">Monday, Feb. 29th! It's nice to be back!</a>
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Dear Mythology Kids,<br />
<br />
<b><span style="color: red;">STOP MISSING CLASS! I love your guts, but I
am going to "call you out!" If you are ill, then by all means stay at
home, but many of you are not getting up in time for school, so you are
missing first period, or you are going out for lunch, and failing to
watch the clock. ARRIVE ON TIME, as it is SO RUDE when you are LATE!
FIGURE IT OUT, my young friends. I don't have the time to repeat myself,
even though I do that frequently in class. Seriously, I don't have an
extra 80 minutes to offer you. VISIT WITH ANOTHER STUDENT IN CLASS, in
order to find out what you missed! CHANGE YOURSELVES and if you need
help then contact a psychologist! I am happy to act as your
"psychologist!"</span></b><br />
<br />
<b><span style="color: red;"><span style="color: black;">1. Students
were introduced to an assignment called "DESK TOP TEACHING!" Please
communicate with a friend from class first, then come to see me in order
to obtain a vocabulary word.</span></span></b><br />
<b><span style="color: red;"><span style="color: black;"><br /></span></span></b>
<b><span style="color: red;"><span style="color: black;">2. Students
were then given TWO different assignnents, "Dateline Troy" and "Iliad
Monologue." Students were asked to read the assignments and then choose
the ONE they want to complete for FRIDAY. They are too large to post
here, so please stop by Tuesday after school (after ACT testing), or
early Wednesday morning. I recommend visiting with a friend from class
to enlighten you regarding both assignments.</span></span></b><br />
<b><span style="color: red;"><span style="color: black;"><br /></span></span></b>
<b><span style="color: red;"><span style="color: black;">HOMEWORK:</span></span></b><br />
<b><span style="color: red;"><span style="color: black;">1. Desk Top Teaching is due on March 11th</span></span></b><br />
<b><span style="color: red;"><span style="color: black;">2. EITHER "Dateline: Troy" or "Iliad Monologue" due on FRIDAY!</span></span></b><br />
<b><span style="color: red;"><span style="color: black;"><br /></span></span></b>
<b><span style="color: red;"><span style="color: black;"><br /></span></span></b>
<br />
<b><span style="color: red;"><span style="color: black;"> </span> </span></b><br />
<br />
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<b><span style="color: red;"><br /></span></b></div>
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Tuesday, February 23, 2016</h2>
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<h3 class="post-title entry-title" itemprop="name">
<a href="https://mythologywithcrampton-crampton.blogspot.com/2016/02/tuesday-february-23rd-2014.html">Tuesday, February 23rd, 2014</a>
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Dear Mythology Kids,<br />
<br />
I miss you! I will look forward to seeing you upon my return.<br />
<br />
If you missed class, we completed the following:<br />
1. Each student received a "character" from The Odyssey. For those of you that missed class, your "character" are the <b><span style="color: red;">SIRENS!</span></b><br />
<br />
2. We then went to the lab, where each student located <b>THREE </b>different sources regarding their assigned character. Students then annotated and notated for <span style="color: orange;"><b>ORANGE</b></span> and <b><span style="color: lime;">GREEN<span style="background-color: #38761d;"></span>. </span></b>I asked that you also focus on answering the following question: <b>WHAT DOES MY CHARACTER SYMBOLIZE/REPRESENT? </b><br />
<br />
3. If students were unable to complete locating the sources, and
annotating them, then they were asked to complete the in-class work as
homework.<br />
<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDL2oWicJAsphJP7ZGmJSDKUNYIu0BFBZln7AR4B-_T_6R-iB7qcY8LfBBtbGNy6aDd5n2Xv6Brupai5Cwfpisfkgt88FPTPZtX0wdSxJM22T0IvNG4-GcW597I1E1U8VN_ievWiUuKH08/s1600/Odyssey+Thrinacia.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="318" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDL2oWicJAsphJP7ZGmJSDKUNYIu0BFBZln7AR4B-_T_6R-iB7qcY8LfBBtbGNy6aDd5n2Xv6Brupai5Cwfpisfkgt88FPTPZtX0wdSxJM22T0IvNG4-GcW597I1E1U8VN_ievWiUuKH08/s400/Odyssey+Thrinacia.jpg" width="400" /> </a></div>
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Thrinacia, Island of Helios...."DO NOT EAT THE COWS!" </div>
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Circe....."He stayed with her for a year."</div>
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Sirens...." The voice of death"</div>
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Aeolus....Obedience is the kay!</div>
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Calypso......Love can not be inprisoned.</div>
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Polyphemus,,,,"We fear what we do not understand."</div>
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Laestragonians.....Men are always cruel to each other.</div>
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Scylla and Charybdis.....Caught between a rock and a hard spot!</div>
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Thursday, February 18, 2016</h2>
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<a href="https://mythologywithcrampton-crampton.blogspot.com/2016/02/quest-on-friday-02182016.html">QUEST on FRIDAY! 02/18/2016</a>
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Dear Mythology Kids,<br />
<br />
Remember that your <b>QUEST covering the ILIAD will take place on FRIDAY. T</b>here are four parts to your assessment:<br />
1. Timeline Events<br />
2. Character Identification<br />
3. Image Identification (Why is the event depicted so essential to the Iliad's plot progression?)<br />
4. You will see two clips from a film called HELEN of TROY.<br />
<br />
<span style="background-color: red;">How do I prepare?</span><br />
<ul style="text-align: left;">
<li>I suggest going back through the images located on the blog that we
have used for the character discussions offered in class. Can you
identify who and what with each image? Can you also answer the question,
"Why is the event depicted so essential to the Iliad's plot
progression?)</li>
<li>I also recommend that you go through the graphic organizer we have
used in class. Make sure you are familiar with each character and their
significance to the Iliad and The Odyssey.</li>
<li>Make sure you have read The Iliad located in your textbook...pgs. 185-200 </li>
</ul>
<div style="text-align: center;">
<span style="background-color: red;"> REVIEW! REVIEW! REVIEW! REVIEW!</span></div>
<span style="background-color: red;"><br /></span>
<span style="background-color: red;">EXTRA- CREDIT!<span style="background-color: #f3f3f3;"> </span></span><br />
<br />
<span style="background-color: red;"><span style="background-color: #f3f3f3;">Consider the following images. Answer question #1 and #2 for each image.</span></span><br />
<br />
<span style="background-color: red;"><span style="background-color: #f3f3f3;"><b>QUESTION #1</b>: Identify who is depicted in the artwork, and what is taking place.</span></span><br />
<span style="background-color: red;"><span style="background-color: #f3f3f3;"><b>QUESTION #2</b>: Explain the importance of the depicted event to the Iliad's plot progression and character development.</span></span><br />
<br />
<br />
<span style="background-color: red;"><span style="background-color: #f3f3f3;">1. </span></span><br />
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Dear Mythology Kids, If you were absent on Tuesday, we completed the
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Cronus/Saturn</h2>
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Hestia/Vesta</h2>
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<img alt="Hestia/Vesta" height="134" id="Image9_img" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhobGOCEzb0emJA2lrLynOFVaF_1CyF829N_FZukJr3zXpcVcY_d08dykerrm33PdxktAC2_J86JaQlGGnpRTU1A5HIAQu_WM_rtX-eO8jyAx-y2a5kVh3VBBd6eRwNwbndV3Wqfz_ntR8/s220/Hestia.jpg" width="94" />
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<span class="caption">Goddess of the Hearth and Home</span>
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<h2>
VOMIT</h2>
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<img alt="VOMIT" height="115" id="Image10_img" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJ2bMgus8ReGb6D-7jpCn4IzMdcAzNo-Y9ARtkgshQWgXciPB6h1jTR53GWH-TTqz612x1I1YLzOoN4Dr7zCuQUagkLed1cgmD6VXhDJp2YJfSRypA-bqeS3iA4TSCCUaADrNodwSPpGo/s220/Hadestwo.jpg" width="115" />
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<span class="caption">Please note that Hades did not have blue hair, nor was he demonic, as Disney has depicted him to be.</span>
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<h2>
Athena/Minerva</h2>
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<img alt="Athena/Minerva" height="134" id="Image11_img" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjja_zApeZHK-KN8ic3nL3le5XFFUxLRD1SgkLQcyzaVMXnqhavIfxNdHpqIVsbGoX0lITdNMrOJPm8SKadTN7F58Jg0tLqUMTzhJhRNXud6M8hv7jKGXLs3X3KLs9IeYltoFL2oXDFzeY/s220/athena.jpg" width="87" />
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<span class="caption">Goddess of Wisdom, War, Domestic Crafts</span>
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<h2>
Hephaestus/Vulcan</h2>
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<img alt="Hephaestus/Vulcan" height="141" id="Image12_img" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnOP8bdNA7uSeT6sxVgzkfsmJXDK9292YLsxzlM87EVysyJIOvA_h3tcdrp1VpRmP9uqnpFE9M1kv6WxpV02ZQQHla5mUbz9KxGk3xz0WHIJ4fwMw5b_jOpqQBo672o2_05NS43cHSuJA/s220/Hephestus.jpg" width="69" />
<br />
<span class="caption">God of the Forge, Inventions</span>
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<h2>
Aphrodite/Venus</h2>
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<img alt="Aphrodite/Venus" height="129" id="Image13_img" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEji-rbAYZurWsCVIMseSTxNkkQZXAbNj9zHalAZnpdgglvcheA_Pkfjq55CM5a_EKiFFk8Z20wGzvqeMHc3gfS20XTNeaLpVQNbIxjZEoSCJsUFjTqJD7QaCspWNGIoWW5wPGtOUQUs7Vo/s220/Aphrodite.jpg" width="116" />
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<span class="caption">Goddess of Love and Desire</span>
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<h2>
Ares/Mars</h2>
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<img alt="Ares/Mars" height="136" id="Image14_img" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMb6rrwM4I0g7-jTWmhJp42daGGJ4JYx6CMiPPK9qN_nIk1SPCgB9GNkZxLnO0OQQbhekWyEq4FcfY-1BnaLz4AXlQE0Omz_n0eFylnHLGhjDA4gzQIviSpbOQH2LgXiKXUHcGimvh7JY/s220/Ares.jpg" width="89" />
<br />
<span class="caption">God of War</span>
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<h2>
Apollo/Phoebus Apollo</h2>
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<img alt="Apollo/Phoebus Apollo" height="131" id="Image15_img" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0weISxLSMPaH6mT4Z6RRJL_2zNkTQX-nbSFhRPBvg2bKYisUBstUNTOePfmuze5e4j2JlzOrQ2Nl_VUnrIVDi6EKDoUydCSo0PlvUoRzrl6gNb29f-XExMZL0HfT1Q4ao54KTCv2mnnE/s220/Apollo.jpg" width="122" />
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<span class="caption">God of light, truth, music, poetry, medecine</span>
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<h2>
Artemis/Diana</h2>
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<img alt="Artemis/Diana" height="147" id="Image16_img" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEeF6D5O1xPqLR7XKuMv6rMGNMVzhGWdiTHWXqM2ic07qCidxWM1drwkhDvcaVBd6czTqjeqLHtomGvGOZ03TSR8lSTt1cgA5x7oImqm9vcv17rmFWNL-F-n7FWp7WmGLCfJXv3-XTNrI/s220/Artemis.jpg" width="94" />
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<span class="caption">Goddess of the Moon, Hunting, Youth</span>
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<h2>
Hermes/Mercury</h2>
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<img alt="Hermes/Mercury" height="108" id="Image17_img" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhDjHXfYpCTv7Jz_RvAKN3VP2tI-jFKPEapLWmjmocd6JVl9maVID7rh9krveFbo5tsBlbLxUrXbhWeZ8fjAqrw7wAJhBTfYjiCznmmYD5UWdNCQKgVpYWZntEc43-ervZ8mcW2GAhkU30/s220/hermestwo.jpg" width="121" />
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<span class="caption">Messenger, God of theives, travelers, traders, tricksters, medecine</span>
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Mrs. Cramptonhttp://www.blogger.com/profile/09655339940384392730noreply@blogger.comtag:blogger.com,1999:blog-448740742274746870.post-20005252004982060612017-09-21T16:59:00.001-06:002017-09-21T16:59:24.790-06:00September 20th, 2017<div dir="ltr" style="text-align: left;" trbidi="on">
Dear Mythology Students,<br />
Please remember to have your book with you each class period. If you missed class today, we completed the following:<br />
<br />
<b><span style="color: red;">PC #8 </span></b><br />
<b><span style="font-size: small;"><span style="color: red; font-family: "calibri";">Identify </span><span style="color: black; font-family: "calibri";">each
god with </span><span style="color: red; font-family: "calibri";">his/her
Greek and Roman </span><span style="color: black; font-family: "calibri";">name,
the symbols that ARE NOT PRESENT, and ALL OF the GOD’S DOMAINS. Use the handout entitled “Journal
#1/#2”<br />
to record your responses.<br />
</span><span style="color: black; font-family: "calibri";"><br />
</span></span></b><span style="color: black; font-family: "calibri"; font-size: 18.0pt;"><b><span style="font-size: small;">NOTE:
THIS IS INCREDIBLY SIMILAR TO YOUR ACTUAL TEXT on MONDAY!</span></b></span><br />
<br />
<span style="color: black; font-family: "calibri"; font-size: 18.0pt;"><b><span style="font-size: small;">1-4.</span></b></span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjS4_n1eCj4uA4ofcmZxRUUwtG8rzGFfDnqiGllCg439uON_HxOVr_EgjgFmtTel9fzqyOa5nXCKg3bGBNJwmaEyqVkuWzMNmi9zfCVcCXZGjgv2UY0SkcI9BKxkB6llIQrXyAn9YxR351l/s1600/Demeter.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="884" data-original-width="900" height="314" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjS4_n1eCj4uA4ofcmZxRUUwtG8rzGFfDnqiGllCg439uON_HxOVr_EgjgFmtTel9fzqyOa5nXCKg3bGBNJwmaEyqVkuWzMNmi9zfCVcCXZGjgv2UY0SkcI9BKxkB6llIQrXyAn9YxR351l/s320/Demeter.jpg" width="320" /></a></div>
5-8.<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpJgfQ7YECCTudcjUuQWiij_Hko1M98vZG7dNMULEJYNSnEoxQi_QaLVRbil1lozikl4TEsioElIKIakCkXhAosJTnI7gZ4GMShjwR8E0Hd6e3Un5AGNaMjLdhf_EPiK5Bl29HdpdkrCBv/s1600/Athena+1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1300" data-original-width="974" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpJgfQ7YECCTudcjUuQWiij_Hko1M98vZG7dNMULEJYNSnEoxQi_QaLVRbil1lozikl4TEsioElIKIakCkXhAosJTnI7gZ4GMShjwR8E0Hd6e3Un5AGNaMjLdhf_EPiK5Bl29HdpdkrCBv/s400/Athena+1.jpg" width="298" /></a></div>
9-12<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEJuEmefm6pZZgfA70PKqSqA5i4DJ4yAteXP9qkIlVHdvZz6LaxVuFe3tNgDLXsO59pgqUmYSw2BIBayuUhCv_6f-kPzuyKnQxQRyTJunWvVzZlL0lnAyAr__jy8aQVTko3tpTjqGfft5K/s1600/Hades.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="400" data-original-width="470" height="340" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEJuEmefm6pZZgfA70PKqSqA5i4DJ4yAteXP9qkIlVHdvZz6LaxVuFe3tNgDLXsO59pgqUmYSw2BIBayuUhCv_6f-kPzuyKnQxQRyTJunWvVzZlL0lnAyAr__jy8aQVTko3tpTjqGfft5K/s400/Hades.jpg" width="400" /></a></div>
13-16.<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzGKzpdqAidC1nms3ftuuJO1Mv5oKsMDnVNwfBUvKDAiwZ2NYuCC1MghELHQXBKXreacKKaEGNcuZzpoTgWWYFiXJvCVeXw-fB_YXLdtGqkewXVKsh5Kc2IRZwAPmEKhWv6EBwMMojtHv0/s1600/Hera.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="524" data-original-width="317" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzGKzpdqAidC1nms3ftuuJO1Mv5oKsMDnVNwfBUvKDAiwZ2NYuCC1MghELHQXBKXreacKKaEGNcuZzpoTgWWYFiXJvCVeXw-fB_YXLdtGqkewXVKsh5Kc2IRZwAPmEKhWv6EBwMMojtHv0/s400/Hera.jpg" width="241" /></a></div>
17-20.<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNhEraMKp7ZZABquUUIKsyw_nHQjw825o_wcon4mSfVP0o1peEDe-6vdwnbOtsIfMHQ2K3f1izX5vJA0_otgpcA4Jb5KvLOHPDCFlNmyx75n3WY1Y0jYArGObOuzpCFIMDLfjZE6d-Au62/s1600/Zeus.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="273" data-original-width="184" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNhEraMKp7ZZABquUUIKsyw_nHQjw825o_wcon4mSfVP0o1peEDe-6vdwnbOtsIfMHQ2K3f1izX5vJA0_otgpcA4Jb5KvLOHPDCFlNmyx75n3WY1Y0jYArGObOuzpCFIMDLfjZE6d-Au62/s400/Zeus.jpg" width="269" /></a></div>
21-24<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjd4XK-gRbxIwLqqmjetzMYhs2602FLF7sxPdmkNxYDBQgLlrAhxZFuE4CMfMx_n34tz5izz1seYqJBvxkoA7rWNxigB2dS_jLtaTJ5C7isWyKqFO7sRIjdbWXVWMe_MtX_3A1RWcwODd9E/s1600/Poseidon.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="182" data-original-width="276" height="263" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjd4XK-gRbxIwLqqmjetzMYhs2602FLF7sxPdmkNxYDBQgLlrAhxZFuE4CMfMx_n34tz5izz1seYqJBvxkoA7rWNxigB2dS_jLtaTJ5C7isWyKqFO7sRIjdbWXVWMe_MtX_3A1RWcwODd9E/s400/Poseidon.jpg" width="400" /></a></div>
<br />
<span style="color: black; font-family: "calibri"; font-size: 18.0pt;"><b><span style="font-size: small;">2. Student then completed information regarding Demeter, Hephaestus, Aphrodite, and Hermes. Please communicate with a peer regarding the information for the above gods.</span></b></span><br />
<span style="color: black; font-family: "calibri"; font-size: 18.0pt;"><b><span style="font-size: small;"><br /></span></b></span>
<span style="color: red;"><span style="font-family: "calibri"; font-size: 18.0pt;"><b><span style="font-size: small;">HOMEWORK:</span></b></span></span><br />
<span style="color: black; font-family: "calibri"; font-size: 18.0pt;"><b><span style="font-size: small;">1. YOUR TEST regarding the Pantheon will take place on WEDNESDAY.</span></b></span><br />
<span style="color: black; font-family: "calibri"; font-size: 18.0pt;"><b><span style="font-size: small;">2. The test is fair, but it involves a significant amount of information. Your<span style="color: red;"> homework for Monday </span>is to prove that you studied. You might make flashcards. Or you could choose to have a study group and record the session (make sure its at least an hour). Please make sure you send the recording to my e-mail (kcrampton@alpinedistrict.org). You could also create a graphic organizer that helps you remember the gods. YOU DECIDE HOW YOU WILL PREPARE. I just need to know that you have spent some time doing so.</span></b></span><br />
<br />
<span style="color: black; font-family: "calibri"; font-size: 18.0pt;"><b><span style="font-size: small;"> </span></b><br />
</span></div>
Mrs. Cramptonhttp://www.blogger.com/profile/09655339940384392730noreply@blogger.comtag:blogger.com,1999:blog-448740742274746870.post-44944566438030129882017-09-19T16:03:00.002-06:002017-09-19T16:03:31.789-06:00Tuesday, September 19th<div dir="ltr" style="text-align: left;" trbidi="on">
Dear Mythology Kids,<br />
<br />
If you were absent on Tuesday, we completed the following:<br />
<br />
1. Students were given the text, and then we went to the library for "check-out." If you missed class, please stop by so I can give you a copy of the book. YOU WILL NEED IT FROM NOW ON!<br />
<br />
2.<span style="color: red;"><b> <span style="color: black;">We then completed </span>PC #6</b></span><br />
<span style="color: red;"><b>Please consider the following three images...... Thoroughly xplain the myth depicted in each of the following images. The first image indicates TWO gods, please make sure you indicate both in your re-telling. </b></span><br />
<span style="color: red;"><b><br /></b></span>
<span style="color: red;"><b><span style="color: black;">Image #1</span></b></span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjX-hxdLmU2-LlbYi0hBbxG4luHUc1WpVZhAnKzXUgDJ_LYAyXP01H8tmJ07dSNtygdfP9YoRIFtp2qakzuWMicdSAv-F799G8KvcTDCTO_T5b6ombXdUpzPpgScJrfBP9Xv-jA8U6ba6x3/s1600/Hera+Cuckoo+Bird.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="586" data-original-width="736" height="254" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjX-hxdLmU2-LlbYi0hBbxG4luHUc1WpVZhAnKzXUgDJ_LYAyXP01H8tmJ07dSNtygdfP9YoRIFtp2qakzuWMicdSAv-F799G8KvcTDCTO_T5b6ombXdUpzPpgScJrfBP9Xv-jA8U6ba6x3/s320/Hera+Cuckoo+Bird.jpg" width="320" /></a></div>
Image #2<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHa36UtArP8XrSfrAF90g9PnISjj5hrSy5llj6QhBPFqbIWp1PIl3ce73lgpAFdxZBelINzYHatlJTfH_yIrT0N85wAQe_AJWg5aWnDNsjLU9urbfOrpDvAo0crJmKOQ8vkAsWPSEvdkZn/s1600/Poseidon+Horse.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="260" data-original-width="308" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHa36UtArP8XrSfrAF90g9PnISjj5hrSy5llj6QhBPFqbIWp1PIl3ce73lgpAFdxZBelINzYHatlJTfH_yIrT0N85wAQe_AJWg5aWnDNsjLU9urbfOrpDvAo0crJmKOQ8vkAsWPSEvdkZn/s1600/Poseidon+Horse.jpg" /></a></div>
<span style="color: red;"><b><br /></b></span>
<br />
<span style="color: red;"><b> </b></span><br />
<br />
<ul>
<li><img alt="" border="0" id="BLOGGER_PHOTO_ID_5379960263797653474" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhN8OOrO6f1zMvnPevynMve4ZzG6fW4VZXAY3nPknuJYMPdmwNBjhEH5868J7zq5EsDC1oJ988xC2nrbZ-ITK3nl6DXaHf8tD4Cl4KCikz63yq7QWtbprqwCf7z_9bZQFrL1L9qiX5n9xo/s400/Athena+and+Arachne.jpg" style="cursor: hand; display: block; height: 360px; margin: 0px auto 10px; text-align: center; width: 289px;" /><span style="color: purple;"><b>Athena</b></span></li>
<li>Zeus
swallowed Athena's mother, Metis, because an oracle had informed Zeus
that if Metis birthed a son that child would overthrow his father. Zeus
felt that he could not risk this, so he swallowed Metis. Athena grew
within her father, until one day he experience a terrible headache.
Hephaestus, the God of Inventions, sliced open Zeus' head and Athena
was born wearing full battle armour and holding a shield and spear. </li>
<li>Athena values mankind. She taught them how to create tools, use numbers, create nets, weaving and ships.</li>
<li>Athena
expected mankind to give gratitude to the gods of Olympus. If they
were disrespectful, she punished them. She turns a mortal woman names
Arachne into a spider because she failed to thank Athena for her gift.
In addition, she said that she was a better weaver than Athena.</li>
<li>Athena
and Poseidon both wanted Attica as their city-state. The people
decided they would select their patron god based upon a gift they
offered the people. Athena gave the people an Olive Tree, and Poseidon
gave the people a spring of salt water. The people selected Athena as
their patron deity; consequently, Poseidon detested Athena.</li>
</ul>
<br />
<span style="color: red;"><b>Hades</b></span><br />
<div class="separator" style="clear: both; text-align: center;">
<b><br /></b></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfJBbA7lf-cGlC_k2LY2qtGZIKVD7Gmj2HzuJprZ5qIzZaNq0_u3-KuLtaimBEs0jDk0-IazUhy7jciKBnOwKhuZj7FaDZvPJtVt1MxE-CAOjDHuuO6cpv7yPAgfGoLnl_4QPsDzEcvULC/s1600/hades_and_persephone.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfJBbA7lf-cGlC_k2LY2qtGZIKVD7Gmj2HzuJprZ5qIzZaNq0_u3-KuLtaimBEs0jDk0-IazUhy7jciKBnOwKhuZj7FaDZvPJtVt1MxE-CAOjDHuuO6cpv7yPAgfGoLnl_4QPsDzEcvULC/s320/hades_and_persephone.jpg" width="230" /></a></b></div>
<br />
God of Wealth (precious metals found within the earth)<br />
You must pay to enter his domain with a coin (obolus)<br />
Three levels...people are judged based upon HOW THEY LIVED THEIR LIFE<br />
Just/Rhadamanthine....concept of ethics<br />
Cerberus....three headed dog<br />
Steals Persephone and she becomes "Queen of the Underworld"<br />
Persephone spends three months of the year (winter) with Hades and the
remaining months she is with her mother ...Persephone eats four
pomegranate seeds confining her to the realm of the dead<br />
<br />
<span style="color: red;"><b>Demeter</b></span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioMVhlKxHSoxZQYCiKX5lw2ASIMqzgDJISWeDxm6gI8wjrL64clP0pD62cZc2DHeM3Jff8k8suTmoQ8_8vk05w6hbVViqEcowPbgew1yh3v6ofv_jvGKH6Dup-BIZKTlUKH3tCMwhEFV6V/s1600/demeter-greek-goddess-mourning.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioMVhlKxHSoxZQYCiKX5lw2ASIMqzgDJISWeDxm6gI8wjrL64clP0pD62cZc2DHeM3Jff8k8suTmoQ8_8vk05w6hbVViqEcowPbgew1yh3v6ofv_jvGKH6Dup-BIZKTlUKH3tCMwhEFV6V/s320/demeter-greek-goddess-mourning.jpg" width="283" /></a></div>
<br />
Goddess of the Harvest<br />
Seasons<br />
When her daughter Persephone is stolen by Hades, Demeter refuses to let anything grow<br />
Zeus requests that she Persephone be returned to her mother<br />
Demeter rarely lost her temper<br />
Horse is created for her by Poseidon<br />
<br />
<br />
</div>
Mrs. Cramptonhttp://www.blogger.com/profile/09655339940384392730noreply@blogger.comtag:blogger.com,1999:blog-448740742274746870.post-87070451552818048202017-09-17T16:51:00.003-06:002017-09-17T16:51:36.924-06:00September 10 th, 12th,18th<div dir="ltr" style="text-align: left;" trbidi="on">
Dear Mythology Kids,<br />
I hope you had a wonderful weekend; I look forward to hearing about it on Tuesday.<br />
<br />
<div style="text-align: center;">
<b><span style="color: red;">STOP MISSING CLASS, and if you do, then advocate for yourself. </span></b></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<b>The Quest was returned to each student. We discussed the value and importance of integrity. Students then added their points in order to obtain a final score, and then resubmitted their assessment.</b></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<b>1. We then started our discussion regarding the Greek Pantheon (all the gods). Students were given the Greek, Roman, Symbols, and Domains for Zeus, Hera, and Poseidon. I have included the additional information for the gods that were covered on Friday, but the basic information (names, symbols, and domains) needs to be obtained from a peer. Please transfer the information offered to you below to the handout in your "note" section that has 12 different boxes on it, each with an image of one god. </b></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<b>This information is ESSENTIAL, as the gods are the foundational unit to the myths. PLEASE MAKE SURE YOU GET WHAT YOU MISSED!</b></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<b><span style="color: red;"> </span></b><b><span style="color: magenta;">Hera</span></b><br />
<img alt="" border="0" height="200" id="BLOGGER_PHOTO_ID_5379960257504324754" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgp4zDJGfWWHHZfhUh7gZ9uI2eLNBsVIKxbl_u7B90pSH6lj796_OhQKUGoOevP-dxm5on4HarBQpK6Og9qlM2KeA7gmDVh8cPv6g1hSOyjz-5jSE-FqrMgwiJZ7U5jPsEHi_pb_4yTbSg/s200/Hera+2.jpg" style="display: block; height: 404px; margin: 0px auto 10px; text-align: center; width: 276px;" width="136" /></div>
<ul>
<li>Zeus
transforms into a cuckoo bird. Hera loves animals, and finds a "cuckoo
bird" outside her window trapped in a storm. She brings the bird to
her breast and states, "I will love you forever, cuckoo bird, and I
swear by the River Styx that I will honor this vow." At this point,
Zeus returned to his true form, raped Hera, and told her that she had
to honor her vow by marrying him. If you swore by Styx your oath could
not be broken.</li>
<li>She loves animals.</li>
<li>Hephaestus is her son
without a father (in some versions) Hera was angry that Zeus had given
birth to Athena without the assistance of a mother, so she gave birth
to Hephaestus without a father. He was born ugly and unshapen, so she
cast him off Mt. Olympus.</li>
<li>Due to Zeus' affairs, Hera takes her anger and frustrations out on Zeus' lovers and children</li>
</ul>
<b><span style="color: blue;">Poseidon</span></b><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0qdLAUymuwXtna5zptkW3LfbL7s2V6DR5gW1Jew6s750RRh-7bZcwj7BnriHe8ilJ4Jv5qkPbD-ddcChMIxs0qKttxTkkvnbs8NWeKY6HT_IwCL6ru8Pk6R-RRBJET0-aCK7A4osfUs91/s1600/Poseidon.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="228" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0qdLAUymuwXtna5zptkW3LfbL7s2V6DR5gW1Jew6s750RRh-7bZcwj7BnriHe8ilJ4Jv5qkPbD-ddcChMIxs0qKttxTkkvnbs8NWeKY6HT_IwCL6ru8Pk6R-RRBJET0-aCK7A4osfUs91/s320/Poseidon.jpg" width="320" /></a></div>
<ul style="text-align: left;">
<li>God of the Seas</li>
<li>Created the horse to woo his sister, Demeter. In the process
created all the "misfit" animals (zebra, giraffe, hippo, donkey, etc.)</li>
<li>Gave the horse to Demeter and created the sea horse for himself</li>
<li>Earthquakes</li>
<li>Loved his domain due to the secrets he could keep in it</li>
<li>Had sex with Medusa in Athena's temple; this angered the goddess. To
revenge this wrong, Athena turned Medusa into a GORGON. Medusa was
punished for Poseidon's wrong, but Poseidon punished significantly for
it.</li>
<li>Known for his beautiful smile</li>
<li>Easily angered </li>
<li>Highly venerated due to the Greeks being sea faring
</li>
</ul>
<div class="separator" style="clear: both; text-align: center;">
<b><br /></b></div>
<span style="font-size: 12.0pt; line-height: 115%;"></span><strong><span style="color: blue;">Zeus</span></strong>
<ul>
<li>controls all aspects of the weather</li>
<li>tricks Hera into marrying him by transforming into a cuckoo bird</li>
<li>Hera is his second wife</li>
<li>Metis is his first wife (she is the mother to Athena)</li>
<li>shape shifts into animals in order to woe women</li>
<li>has numerous affairs</li>
<li>Just</li>
<li>has difficulties in making decisions</li>
<li>god of athletes/athletic events were held in his honor/wore "crown" of oak leaves</li>
<li>Punishes Prometheus for creating mankind </li>
</ul>
<b>HOMEWORK:</b><br />
NONE! Just make sure you are in class on Tuesday. <br />
<ul>
</ul>
</div>
Mrs. Cramptonhttp://www.blogger.com/profile/09655339940384392730noreply@blogger.comtag:blogger.com,1999:blog-448740742274746870.post-12031933734901244532017-09-01T10:11:00.001-06:002017-09-05T10:12:14.113-06:00Welcome to September....Tuesday, September 5th/7th, 2017<div dir="ltr" style="text-align: left;" trbidi="on">
Dear Mythology Kids,<br />
<br />
1. We completed the Creation myth associated with the Greeks. It is the
most significant story, as it explains how the gods came into existence.
Please make sure you communicate with someone, as the myth is BIZARRE. Have your "choice," explain the information to you. DO NOT TAKE THE HANDOUT and simply COPY IT!.<br />
<br />
2. Even if you missed class, I still expect you to be prepared for class
on Thursday Please communicate with someone else in class! Go to the
Internet and look up "Greek Creation Myth," in order to obtain
assistance! <br />
<span style="color: red;"><b>PC #4</b></span><br />
<span style="color: red;"><b>1. Without looking at your flow chart, please explain the Creation Myth....Begin with, "In the beginning, " and go up to where we finished in class on Thursday.</b></span><br />
<span style="color: red;"><b>2. Identify examples of the idea that "Chaos creates order" and that "Order creates Chaos" within the Creation Myth. Offer two examples from the myth. You are welcome to use the flow chart for this section of the PC.</b></span><br />
<br />
<br />
THURSDAY, September 7th, 2017<br />
<br />
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 18.0pt; line-height: 115%;">Practice Quiz for Greek Creation Myth</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 14.0pt; line-height: 115%;">“Let’s review, my young friends.”</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
</div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> 1. </span></span></span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">“The
Greek Creation Myth is intensely masculine and crude.”</i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-size: 12.0pt; line-height: 115%;"></span></i></b></div>
<div class="MsoListParagraphCxSpMiddle">
Prove the above quote! Offer an example
from what you have been introduced to so far for the above text.<br />
</div>
<div class="MsoListParagraphCxSpMiddle">
</div>
<div class="MsoListParagraphCxSpMiddle">
</div>
<div class="MsoListParagraphCxSpMiddle">
</div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
2. </span></span></span>One needs to give the ancient Greeks credit for <b style="mso-bidi-font-weight: normal;">their creative approach in explaining what
they could not understand.</b> <b>I</b><b style="mso-bidi-font-weight: normal;">dentify</b> at least FOUR <b style="mso-bidi-font-weight: normal;">explanatory elements</b> which you found CLEVER!<br />
</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
</div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> 3.
</span></span></span><b style="mso-bidi-font-weight: normal;">Symbolism</b>
is used as a continuous literary tool in strong writing. The Greeks LOVED using
symbolism to make their audience THINK HARDER! We have only just begun! There are symbolic elements throughout the Creation myth. Please <b style="mso-bidi-font-weight: normal;">identify </b>and <b style="mso-bidi-font-weight: normal;">explain </b>two.<br />
</div>
<div class="MsoListParagraphCxSpMiddle">
</div>
<div class="MsoListParagraphCxSpMiddle">
</div>
<div class="MsoListParagraphCxSpLast">
NOTE: If you choose to create flashcards for the characters associated with the Creation Myth, then you are welcome to use 1/4 of the cards on your QUIZ covering the Creation Myth. EACH POINT must be PLACED on ONE CARD. </div>
<br />
.<b><span style="color: red;"> FLASHCARD TOPICS:</span></b><br />
<br />
<ul>
<li>1. Polytheistic/Pagan
</li>
<li>2. city-state</li>
<li>3. Aesthetic myth/Explanatory myth</li>
<li>4. Mythology and why?</li>
<li>5. Gaea</li>
<li>6. Uranus</li>
<li>7.. Nyx</li>
<li>8.</li>
<li>9. Eros</li>
<li>10. Aphrodite</li>
<li>11. Furies</li>
<li>12. Cyclopes</li>
<li>13.100 handed ones</li>
<li>14. Titans</li>
<li>15. </li>
<li>16.</li>
<li>17. </li>
<li>18. Echidna
</li>
<li>19. Cronus</li>
<li>20. Rhea</li>
<li>21. Hestia</li>
<li>22. Hera</li>
<li>23. Demeter</li>
<li>24. Poseidon</li>
<li>25. Hades</li>
<li>26. Zeus</li>
</ul>
<span style="color: #3333ff; font-weight: bold;">The Key to Success....PREPARATION</span></div>
Mrs. Cramptonhttp://www.blogger.com/profile/09655339940384392730noreply@blogger.comtag:blogger.com,1999:blog-448740742274746870.post-86546519845922309312017-09-01T09:56:00.001-06:002017-09-01T09:56:54.053-06:00August 29th/31st, 2017<div dir="ltr" style="text-align: left;" trbidi="on">
Dear Mythology Students,<br />
I hope you had a great weekend!<br />
<br />
<div style="text-align: left;">
<span style="color: blue;"><b>If you missed class, we completed the following.....</b></span></div>
<div style="text-align: left;">
<b>1. Students were introduced to a unique ANNOTATING/NOTATING METHOD
using COLORS. Please see my notes below, and then I suggest
communicating with a friend that was in class on FRIDAY! Ask them to
explain the NOTATION portion of your assignment. Each student was give
an article called WHY MYTHOLOGY IS STILL RELEVANT TODAY. They then annotated/notated the article using the colors. If you missed class, please communicate with one of your peers.</b></div>
<div style="text-align: left;">
<ul>
<li><b><i><span style="color: #783f04;">If you find a section of text confusing then you would underline it using BROWN.</span></i></b></li>
<li><b><i><span style="color: #674ea7;">If you are able to make a connection to your own life then you would underline that section of text using your PURPLE.</span></i></b></li>
<li><b><i><span style="color: red;">Another way to annotate is by asking QUESTIONS about the text. RED is the color you will use for this annotation.</span></i></b></li>
<li><b><i><span style="color: #274e13;">If text gives you a different perspective then GREEN is your annotation color.</span></i></b></li>
<li><b><i><span style="color: orange;">ORANGE is the color you will use if you come across text that you find interesting</span></i></b></li>
<li><b><i><span style="color: orange;"><span style="color: black;">YELLOW
(i'm using black here, so you can SEE IT).....if you come across a
vocab word that you do not know, then underline it using YELLOW! </span></span></i></b></li>
</ul>
<b><i><span style="color: orange;"><span style="color: black;">2.<span style="color: red;">PC #3</span> Students were then asked to annotate/notate the article WHY MYTHOLOGY IS RELEVANT TODAY . This was done purely as a practice. Students were then asked to keep the article in the vocab./mechanics section of the notebook.</span></span></i></b></div>
<div style="text-align: left;">
</div>
<div style="text-align: left;">
<b><i><span style="color: orange;"><span style="color: black;">3<span style="color: red;">. Students were then introduced to the following terms. Please communicate with a peer.</span></span></span></i></b></div>
<div style="text-align: left;">
<ul style="text-align: left;">
<li><span style="color: red;"><b><i>Mythology</i></b></span></li>
<li><span style="color: red;"><b><i>Explanatory Myth</i></b></span></li>
<li><span style="color: red;"><b><i>Aesthetic Myth</i></b></span></li>
<li><span style="color: red;"><b><i>Oral Tradition</i></b></span></li>
<li><b><i><span style="color: orange;"><span style="color: black;"><span style="color: red;">Homer </span></span></span></i></b></li>
</ul>
</div>
<div style="text-align: left;">
<b><i><span style="color: orange;"><span style="color: black;"> 4. WE BEGAN "THE CREATION MYTH!" This story is the beginning for all the other myths. PLEASE COMMUNICATE with a friend or a student in your group. There is no logic with this story. </span> </span></i></b></div>
</div>
Mrs. Cramptonhttp://www.blogger.com/profile/09655339940384392730noreply@blogger.comtag:blogger.com,1999:blog-448740742274746870.post-45863141568241078212017-08-25T10:13:00.000-06:002017-08-25T10:13:02.125-06:00August 25th, 2017<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
Dear Mythology Students,<br />
ENJOY YOUR WEEKEND!<br />
If you missed class, we completed the following:<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
1. Students were given PC #2. <b><i><span style="color: blue;">After our brief introduction to the word "CLASSICAL" during our last class period, consider the following images, and explain why or why not these examples are classic? </span></i></b><br />
<b><i><span style="color: blue;"><span style="color: red;">Note: You are welcome to complete the "pocket cards" if you miss class; however, you must submit the card on the next school day following the day missed. Each card is worth 5 points.</span></span></i></b><br />
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<b><i><span style="color: blue;"><span style="color: red;"> </span></span></i></b><br />
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2. We then discussed why/why note the two examples are considered "classic." This was done in order to guide students with the "What is a Classic" assignment due on Tuesday.<br />
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3. We then completed the Disclosure Document. <span style="color: red;">If you missed class, please go through it. I will hold you accountable for the information.</span><br />
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<span style="color: red;"><span style="color: black;">4. Students were then introduced to a brief "<span style="color: red;">history" lesson </span>regarding the ancient Greeks. We discussed <span style="color: red;">their brilliance and their ability to create.</span> Images were shown to help illustrate these points, and students recorded the information on the the <b><span style="color: magenta;">PINK MAP,</span></b> located in the "notes" section of their notebook. <b><span style="color: red;">PLEASE OBTAIN THE INFORMATION FROM ONE OF YOUR GROUP MEMBERS! Return on Tuesday prepared.</span></b></span></span><br />
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<span style="color: red;"><span style="color: black;"><b><span style="color: red;">HOMEWORK:</span></b></span></span><br />
<span style="color: red;"><span style="color: black;"><b><span style="color: red;"><span style="color: blue;">1. "What is a Classic?" is due on Tuesday. Please fastidiously follow the instructions. There is an example on the back of the explanation page that you can follow. </span> </span></b></span></span><br />
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Mrs. Cramptonhttp://www.blogger.com/profile/09655339940384392730noreply@blogger.com